<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5869494643922110334</id><updated>2024-10-04T21:19:43.521-07:00</updated><title type='text'>Textile Classroom</title><subtitle type='html'>इस ब्लॉग की मुख्य भाषा हिंदी है | हिंदी माध्यम के छात्रों को वस्त्र विज्ञान की पाठ्य सामग्री हिंदी भाषा में सुलभ करने का यह मेरा प्रयास है | तदपि इसमें अंगरेजी भाषा की भी सामग्री का उपयोग किया है | यदि इसमें अपने अंचल की वस्त्र कला से परिचित कराना चाहते हैं तो आपका स्वागत है - मेल करें naiprerna@gmail.com</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' 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uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>56</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5869494643922110334.post-4760978679455817246</id><published>2023-07-07T06:59:00.001-07:00</published><updated>2023-07-07T06:59:07.055-07:00</updated><title type='text'></title><content type='html'>&lt;p&gt;टेक्सटाइल प्रिंटिंग के लिए प्रमुखता से प्रयुक्त होने वाली विभिन्न तकनीकों और उनमें उपयोग किये जाने वाले रसायनों पर टिप्पणी लिखें ?&lt;/p&gt;&lt;p&gt;&lt;b&gt;1. स्क्रीन प्रिंटिंग:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;स्क्रीन प्रिंटिंग टेक्सटाइल प्रिंटिंग की एक प्रमुख तकनीक है, जिसमें छपाई के लिए एक स्क्रीन का उपयोग किया जाता है। यहां रंग को टेक्सटाइल पर छापने के लिए अलग-अलग रंगों के छपाई रसायनों का उपयोग किया जाता है। इसमें कुछ उदाहरण शामिल हैं:&lt;/p&gt;&lt;p&gt;- पिगमेंट द्वारा रंग छापना: जैसे कि प्राइमर और फ़्लोरेसेंट पिगमेंट।&lt;/p&gt;&lt;p&gt;- रंग के लिए डायरेक्ट और रियाक्टिव द्वारा रंग छापना।&lt;/p&gt;&lt;p&gt;- द्विआयामी छापाई के लिए प्लास्टिसॉल रंग उपयोग करना।&lt;/p&gt;&lt;p&gt;स्क्रीन प्रिंटिंग टेक्सटाइल प्रिंटिंग की एक प्रमुख तकनीक है, जिसमें एक स्क्रीन का उपयोग किया जाता है जिस पर छापाई के लिए डिजाइन तैयार किया जाता है। नीचे दी गई है, स्क्रीन प्रिंटिंग की प्रक्रिया, रंग और प्रिंटिंग के पूर्व और पश्चात की जानी प्रक्रियाएं:&lt;/p&gt;&lt;p&gt;प्रिटिंग की पूर्व-प्रक्रिया:&lt;/p&gt;&lt;p&gt;1. डिजाइन तैयारी: स्क्रीन प्रिंटिंग की प्रक्रिया शुरू होती है डिजाइन तैयारी के साथ। डिजाइन को कंप्यूटर या हस्तलिखित तकनीकों का उपयोग करके तैयार किया जाता है। डिजाइन को प्रिंटिंग के लिए मास्टर बनाने के लिए उपयोग किया जाता है।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2. स्क्रीन तैयारी: एक स्क्रीन बनाने के लिए, एक मेश स्क्रीन को चुना जाता है। स्क्रीन में एक वस्त्र या मेटल मेश होता है, जिसमें छोटी छोटी खिड़कियों का पैटर्न होता है जो रंग को पास करने के लिए उपयोग होता है। मेश को एक रंग को छाने वाले फ्रेम में तंबा या वुडेन स्क्रीन तंबे में बांधा जाता है।&lt;/p&gt;&lt;p&gt;3. एक्सपोजर: स्क्रीन को एक्सपोजर मशीन में रखा जाता है, जहां एक विशेष प्रकाश स्रोत के नीचे इसे रखा जाता है। डिजाइन के अंशों पर प्रकाश डालकर उन्हें स्क्रीन पर समायोजित किया जाता है। इसके परिणामस्वरूप, एक पोजिटिव या नेगेटिव छवि बनती है जो मेश की खिड़कियों में छापाई क्षेत्र के बादल के रूप में दिखती है।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;प्रिंटिंग की प्रक्रिया:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;1. रंग प्रिंटिंग: स्क्रीन को रंग के साथ तैयार किया जाता है। रंग को स्क्रीन के शीर्षिका पर डाला जाता है और फिर डॉक बार जैसी स्क्रैपर उपयोग करके रंग को स्क्रीन के नीचे छापने के लिए धकेला जाता है। मेश के खिड़कियों के माध्यम से, रंग वस्त्र पर छापता है और डिजाइन के हिसाब से छपाई का पैटर्न बनता है।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2. रंग की सुधार: जब एक रंग की प्रिंटिंग पूरी हो जाती है, तो स्क्रीन को साफ़ किया जाता है और अगले रंग के लिए तैयार किया जाता है। इसके लिए धुलाई या रंग हटाने वाले रसायनों का उपयोग किया जाता है जो स्क्रीन के ऊपर के रंग को साफ़ करते हैं ताकि नये रंग की प्रिंटिंग के लिए तैयार हो सके। यह प्रक्रिया सभी रंगों के लिए दोहराई जाती है जब तक कि छापाई की पूरी प्रक्रिया समाप्त न हो जाए।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;प्रिंटिंग के पश्चात की जानी प्रक्रियाएं:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;1. सेटिंग और फिक्सिंग: छापाई के बाद, वस्त्र को सेटिंग मशीन में जाता है, जहां वस्त्र पर छापे गए रंग को सुखाने और सेट करने के लिए गर्म और ध्यात वायु द्वारा धुलाया जाता है। इस प्रक्रिया को फिक्सिंग कहा जाता है और इससे छापाई का स्थायित्व बढ़ता है।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2. पकीबांधी: छापाई की प्रक्रिया के बाद, वस्त्र को पकीबांधी मशीन में जाता है, जहां वस्त्र को ऊनी से धोकर ताजगी दी जाती है। यह प्रक्रिया वस्त्र को सजावटी, मुलायम और आकर्षक बनाने में मदद करती है।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;3. धुलाई और अंदरूनी सुधार: छापाई की अंतिम प्रक्रिया में, वस्त्र को धो लिया जाता है ताकि अवशेष रंग हटा जाएं और स्क्रीन प्रिंटिंग की अच्छी गुणवत्ता की सुनिश्चितता हो। इसके बाद, वस्त्र को उच्च तापमान और दबाव के माध्यम से सुखाया जाता है।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;इन प्रक्रियाओं के बाद, छपाई पूरी होती है और वस्त्र पूर्ण रूप से उपयोग के लिए तैयार हो जाता है। स्क्रीन प्रिंटिंग प्रक्रिया में विभिन्न प्रकार के रंग रसायनों का उपयोग किया जाता है, जैसे पिगमेंट रंग, रियाक्टिव रंग, और प्लास्टिसॉल रंग, जो वस्त्र की आवश्यकताओं और छापाई की गुणवत्ता पर निर्भर करते हैं।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;2. हीट ट्रांसफर प्रिंटिंग:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;हीट ट्रांसफर प्रिंटिंग में, एक चढ़ाई या पेपर सतह पर रंग का छापा तैयार किया जाता है और फिर वस्त्र के सतह पर गर्मी और दबाव के माध्यम से छापा जाता है। यहां उदाहरण शामिल हैं:&lt;/p&gt;&lt;p&gt;- सब्लिमेशन प्रिंटिंग: इसमें, रंग सब्लिमेशन रसायनों का उपयोग करके पहले एक विशेष पेपर पर छापा जाता है, और फिर वस्त्र के साथ उच्च तापमान और दबाव के लिए इसे गर्मियां छापने के लिए इस्तेमाल किया जाता है।&lt;/p&gt;&lt;p&gt;- विनाइल छपाई: इसमें विनाइल रसायनों का उपयोग किया जाता है जो गर्मी और दबाव के माध्यम से वस्त्र पर छापे जाते हैं।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;हीट ट्रांसफर प्रिंटिंग एक तकनीक है जिसमें रंग एक चढ़ाई या पेपर सतह पर छापा जाता है और फिर गर्मी और दबाव के माध्यम से इसे कपड़ों पर छापने के लिए ट्रांसफर किया जाता है। यह छपाई तकनीक उत्पादों पर विभिन्न रंग और डिजाइन को छापने के लिए उपयोग होती है। नीचे दिए गए हैं, हीट ट्रांसफर प्रिंटिंग की प्रक्रिया, प्रयुक्त रंगों और रासायनिक प्रक्रियाओं का विस्तार से वर्णन:&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;प्रक्रिया:&lt;/p&gt;&lt;p&gt;1. डिजाइन तैयारी: पहले, छपाई के लिए डिजाइन को तैयार किया जाता है। डिजाइन कंप्यूटर या विशेष सॉफ्टवेयर के माध्यम से तैयार किया जाता है। डिजाइन में रंग, मोटीफ्स, या छवियाँ शामिल हो सकती हैं।&lt;/p&gt;&lt;p&gt;2. छपाई तैयारी: इस प्रक्रिया में, छपाई के लिए एक चढ़ाई या पेपर सतह तैयार की जाती है। यह चढ़ाई या पेपर छापाई के लिए विशेष रंग को संग्रहित करने के लिए उपयोग होती है।&lt;/p&gt;&lt;p&gt;3. रंग छापना: चढ़ाई या पेपर सतह पर छपे गए रंग को ट्रांसफर करने के लिए वस्त्र के साथ गर्मी और दबाव का इस्तेमाल किया जाता है। यहां उदाहरण शामिल हैं:&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;- सब्लिमेशन प्रिंटिंग:&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;इसमें, रंग सब्लिमेशन रसायनों का उपयोग करके पहले एक विशेष पेपर पर छापा जाता है, और फिर वस्त्र के साथ उच्च तापमान और दबाव के लिए इसे गर्मियां छापने के लिए इस्तेमाल किया जाता है।&lt;/p&gt;&lt;p&gt;- विनाइल छपाई: इसमें विनाइल रसायनों का उपयोग किया जाता है जो गर्मी और दबाव के माध्यम से वस्त्र पर छापे जाते हैं।&lt;/p&gt;&lt;p&gt;प्रयुक्त रंगों और रासायनिक प्रक्रियाओं के उदाहरण:&lt;/p&gt;&lt;p&gt;&lt;b&gt;सब्लिमेशन प्रिंटिंग के लिए:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;- सब्लिमेशन रसायन: इस प्रिंटिंग प्रक्रिया में, सब्लिमेशन रसायनों का उपयोग किया जाता है जो वस्त्र की सतह में प्रविष्ट होते हैं और उच्च तापमान पर गैस की रूप में परिवर्तित हो जाते हैं। इससे रंग वस्त्र के अंदर प्रविष्ट हो जाता है और वस्त्र की सतह पर चित्र बनता है।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;विनाइल छपाई के लिए:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;- विनाइल रंग: विनाइल छपाई में, विभिन्न विनाइल रंग का उपयोग किया जाता है जो वस्त्र की सतह पर छापाई के लिए उपयुक्त होते हैं। इन रंगों का चयन डिजाइन और उत्पाद की आवश्यकताओं के आधार पर किया जाता है।&lt;/p&gt;&lt;p&gt;इन रंगों और रासायनिक प्रक्रियाओं के द्वारा हीट ट्रांसफर प्रिंटिंग का उपयोग करके वस्त्रों पर रंगचित्र किया जाता है। इस प्रक्रिया में, डिजाइन को पहले एक चढ़ाई या पेपर सतह पर छापा जाता है और फिर उच्च तापमान और दबाव के माध्यम से यह रंग वस्त्र की सतह पर ट्रांसफर किया जाता है। इस प्रक्रिया से वस्त्र पर विविध रंगीन और विस्तृत डिजाइन बनाए जा सकते हैं।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;3. डायरेक्ट टू गारमेंट (DTG) प्रिंटिंग:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;DTG प्रिंटिंग में, डिजाइन को सीधे टेक्सटाइल पर छापने के लिए विशेष डिजिटल प्रिंटर का उपयोग किया जाता है। इस तकनीक में वस्त्र पर रंग को ट्रांसफर करने के लिए विभिन्न रंग रसायनों का उपयोग किया जाता है।&lt;/p&gt;&lt;p&gt;डायरेक्ट टू गारमेंट (DTG) प्रिंटिंग एक तकनीक है जिसमें वस्त्र पर छपाई करने के लिए एक विशेष डिजिटल प्रिंटर का उपयोग किया जाता है। इस तकनीक में रंग को ट्रांसफर करने के लिए विभिन्न रंग रसायनों का उपयोग किया जाता है।&amp;nbsp;&lt;/p&gt;&lt;p&gt;DTG प्रिंटिंग की प्रक्रिया और इसमें प्रयुक्त रंगों और रसायनों के नाम:&lt;/p&gt;&lt;p&gt;प्रक्रिया:&lt;/p&gt;&lt;p&gt;1. डिजाइन तैयारी: सबसे पहले, वस्त्र पर छापाई के लिए डिजाइन तैयार किया जाता है। डिजाइन को कंप्यूटरीकृत डिजाइन सॉफ्टवेयर का उपयोग करके या डिजिटल इमेज को प्रिंट करके तैयार किया जाता है।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2. वस्त्र की तैयारी: वस्त्र की सतह को तैयार किया जाता है ताकि उसमें रंग का अच्छा अड़ंगा हो। इसमें प्री-ट्रीटमेंट प्रक्रिया शामिल हो सकती है जिसमें वस्त्र को धोकर, उच्च तापमान और दबाव के माध्यम से रंग को सुसंगत बनाने के लिए तैयार किया जाता है।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;3. डिजिटल प्रिंटिंग: वस्त्र के साथ डिजिटल प्रिंटर का उपयोग करके रंग छापा जाता है। डिजिटल प्रिंटर द्वारा वस्त्र की सतह पर रंग की छापाई तैयार की जाती है, जिसमें डिजाइन के आधार पर विविध रंग और छवियाँ दिखती हैं।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4. फिक्सिंग: छापाई के बाद, रंग को फिक्स किया जाता है ताकि यह वस्त्र के साथ स्थायी रहे। इसके लिए गर्मी और दबाव का उपयोग किया जाता है, जिससे रंग सतह में पेनेट्रेट करता है और फिक्स हो जाता है।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;प्रयुक्त रंगों और रसायनों के नाम:&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;DTG प्रिंटिंग में विभिन्न प्रकार के रंग और रसायनों का उपयोग किया जाता है। निम्नलिखित रंगों और रसायनों का उपयोग होता है:&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1. डायरेक्ट रेक्टिव रंग: यह रंग रसायन का उपयोग करके डायरेक्ट टू गारमेंट प्रिंटिंग में इस्तेमाल किया जाता है। ये रंग वस्त्र के सतह में पेनेट्रेट करते हैं और उच्च तापमान और दबाव के माध्यम से रंग को फिक्स करते हैं।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2. पिगमेंट रंग: पिगमेंट रंग भी डायरेक्ट टू गारमेंट प्रिंटिंग के लिए प्रयुक्त होते हैं। ये रंग वस्त्र के सतह पर बने रहते हैं और उच्च तापमान और दबाव के माध्यम से फिक्स होते हैं।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;3. डिस्चार्ज रंग: इस प्रकार के रंग में रेसिस्टेंट रसायन का उपयोग किया जाता है जो वस्त्र के साथ डिस्चार्ज&amp;nbsp;रिएक्शन करते हैं। इससे वस्त्र की सतह पर जीवंत और टेक्सचर्ड छवियाँ बनाई जाती हैं।&lt;/p&gt;&lt;p&gt;डिस्चार्ज रंग विभिन्न प्रकार के डिस्चार्ज&amp;nbsp;रसायनों का उपयोग करके बनाए जाते हैं। ये रसायन वस्त्र की सतह पर रिएक्ट करते हैं और वस्त्र को रसायनिक अचारीयता ( dischargablitity) प्रदान करते हैं, जिससे वस्त्र पर छाप बनाना संभव हो पाता है । यहां कुछ प्रमुख डिस्चार्ज&amp;nbsp;रंगों के उदाहरण हैं:&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1. रिएक्टिव डायरेक्ट: यह रंग रिएक्टिव डायरेक्ट रसायन का उपयोग करके बनाया जाता है। ये रंग वस्त्र की सतह पर रिएक्ट होते हैं और उच्च तापमान और रसायनिक प्रक्रियाओं के माध्यम से फिक्स हो जाते हैं।&lt;/p&gt;&lt;p&gt;2. डिस्चार्ज: डिस्चार्ज रंगों को डिस्चार्ज रसायन का उपयोग करके बनाया जाता है। ये रंग वस्त्र की सतह से रंग को हटा देते हैं और छापाई के रूप में वस्त्र पर प्रकट होते हैं।&lt;/p&gt;&lt;p&gt;3. अस्थायी रिजिस्टर डायरेक्ट: अस्थायी रिजिस्टर डायरेक्ट रंग रिएक्टिव रंग और एसिड रसायन का मिश्रण होता है। ये रंग वस्त्र की सतह पर अस्थायी छापाई बनाते हैं जो धुलने के बाद हट जाती है।&lt;/p&gt;&lt;p&gt;4. अस्थायी थर्मोच्रोमिक: अस्थायी थर्मोच्रोमिक रंग उच्च तापमान पर परिवर्तित होने वाले रसायनों का उपयोग करके बनाया जाता है। ये रंग वस्त्र की सतह पर तापमान के प्रभाव से बदल जाते हैं और अस्थायी छापाई बनाते हैं।&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://textileclass.blogspot.com/feeds/4760978679455817246/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://textileclass.blogspot.com/2023/07/1.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/4760978679455817246'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/4760978679455817246'/><link rel='alternate' type='text/html' href='http://textileclass.blogspot.com/2023/07/1.html' title=''/><author><name>Prerna</name><uri>http://www.blogger.com/profile/13576179880746729757</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUjxLb8qb_mAGj7Xh-YL4YvXuVTbH-U4N74wMnmZnvM1HSW3XQDh115CTi4zQFPsslV3UPGgWKQ9iOoNbFF9QG3RgV3-pCAD7aT1iLg-MG2Dcy6gsFltJIVPUCiYvByhI/s220/M6dCVcV8_400x400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5869494643922110334.post-558478386728997356</id><published>2021-02-22T09:44:00.007-08:00</published><updated>2021-02-22T09:44:41.301-08:00</updated><title type='text'>DIFFERENCE BETWEEN DYEING AND PRINTING</title><content type='html'>&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;b&gt;Dyeing&lt;/b&gt;&lt;/span&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;Mono color application&lt;br /&gt;Dyes are applied in liquid form&lt;br /&gt;Salt is needed&lt;br /&gt;Temperature is used for better penetration during dyeing&lt;br /&gt;Water plays an important role in dyeing&lt;br /&gt;Percentage shade is calculated on the weight of material&lt;br /&gt;Time is allowed for better penetration&lt;br /&gt;Half bleached fabric is used for dyeing&lt;br /&gt;The fabric is handled either in open width or in rope form&lt;br /&gt;The fabric may be in wet/dry condition during dyeing&lt;br /&gt;Uniform color application on both the faces of fabrics&lt;br /&gt;Machinery requirement is comparatively simple (tanks, winches, jiggers, soft flow, padding mangle etc)&lt;br /&gt;Cost of dyeing/meter is lower&lt;br /&gt;The process of dyeing consumes more time&lt;br /&gt;Dyeing consumes more water&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;Printing&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Mono or multi color application&lt;br /&gt;Dyes are applied in paste form&lt;br /&gt;Salt is not needed&lt;br /&gt;Temperature is not used during printing.&lt;br /&gt;Thickening agent plays an important role&lt;br /&gt;Percentage shade is calculated on the weight of paste&lt;br /&gt;Time is not required since color is applied on the surface of the fabric only&lt;br /&gt;Full-bleached fabric is used for printing&lt;br /&gt;The fabric is handled only in open width form&lt;br /&gt;The fabric is to be in dry condition only during printing&lt;br /&gt;Due to single face printing, printed face will be darker and other face will be paler&lt;br /&gt;Machine requirement is complex by way of design, screen preparation, printing machines and after process machineries&lt;br /&gt;Cost of printing/meter is higher&lt;br /&gt;The process of printing consumes short time&lt;br /&gt;Printing consumes less water&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://textileclass.blogspot.com/feeds/558478386728997356/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://textileclass.blogspot.com/2021/02/difference-between-dyeing-and-printing.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/558478386728997356'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/558478386728997356'/><link rel='alternate' type='text/html' href='http://textileclass.blogspot.com/2021/02/difference-between-dyeing-and-printing.html' title='DIFFERENCE BETWEEN DYEING AND PRINTING'/><author><name>Prerna</name><uri>http://www.blogger.com/profile/13576179880746729757</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUjxLb8qb_mAGj7Xh-YL4YvXuVTbH-U4N74wMnmZnvM1HSW3XQDh115CTi4zQFPsslV3UPGgWKQ9iOoNbFF9QG3RgV3-pCAD7aT1iLg-MG2Dcy6gsFltJIVPUCiYvByhI/s220/M6dCVcV8_400x400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5869494643922110334.post-7537843324820170085</id><published>2021-02-08T09:43:00.005-08:00</published><updated>2021-02-08T09:45:04.772-08:00</updated><title type='text'>रंगाई और छपाई में अंतर् </title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;b style=&quot;color: #222222; font-family: Georgia, Utopia, &amp;quot;Palatino Linotype&amp;quot;, Palatino, serif; font-size: 15.4px; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;टेक्सटाइल डाइंग और टेक्सटाइल प्रिंटिंग में अंतर&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: #fff9ee; color: #222222; font-family: Georgia, Utopia, &amp;quot;Palatino Linotype&amp;quot;, Palatino, serif; font-size: 15.4px; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;background-color: #fff9ee; border-collapse: collapse; border: none; color: #222222; font-family: Georgia, Utopia, &amp;quot;Palatino Linotype&amp;quot;, Palatino, serif; font-size: 15.4px;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td colspan=&quot;2&quot; style=&quot;border: 1pt solid black; padding: 0in 5.4pt; width: 225.3pt;&quot; valign=&quot;top&quot; width=&quot;300&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;कपड़ा रंगाई&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;border: 1pt solid black; padding: 0in 5.4pt; width: 230.55pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;कपड़ा छपाई&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style=&quot;border: 1pt solid black; padding: 0in 5.4pt; width: 31.8pt;&quot; valign=&quot;top&quot; width=&quot;42&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;1&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 193.5pt;&quot; valign=&quot;top&quot; width=&quot;258&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;एक बार में&amp;nbsp;केवल एक&amp;nbsp;रंग प्रयुक्त किया जा सकता है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 25.8pt;&quot; valign=&quot;top&quot; width=&quot;34&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;1&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 204.75pt;&quot; valign=&quot;top&quot; width=&quot;273&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;मोनो या बहु-रंग अनुप्रयोग संभव है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style=&quot;border: 1pt solid black; padding: 0in 5.4pt; width: 31.8pt;&quot; valign=&quot;top&quot; width=&quot;42&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;2&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 193.5pt;&quot; valign=&quot;top&quot; width=&quot;258&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;कपड़े की लंबाई और चौड़ाई में एक समान रंग होगा |&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 25.8pt;&quot; valign=&quot;top&quot; width=&quot;34&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;2&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 204.75pt;&quot; valign=&quot;top&quot; width=&quot;273&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;स्थानीय रंगाई&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style=&quot;border: 1pt solid black; padding: 0in 5.4pt; width: 31.8pt;&quot; valign=&quot;top&quot; width=&quot;42&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;3&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 193.5pt;&quot; valign=&quot;top&quot; width=&quot;258&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;रंगों को तरल रूप में लगाया जाता है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 25.8pt;&quot; valign=&quot;top&quot; width=&quot;34&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;3&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 204.75pt;&quot; valign=&quot;top&quot; width=&quot;273&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;रंगों को पेस्ट के साथ लगाया जाता है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style=&quot;border: 1pt solid black; padding: 0in 5.4pt; width: 31.8pt;&quot; valign=&quot;top&quot; width=&quot;42&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;4&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 193.5pt;&quot; valign=&quot;top&quot; width=&quot;258&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;पानी रंगाई में महत्वपूर्ण भूमिका निभाता है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 25.8pt;&quot; valign=&quot;top&quot; width=&quot;34&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;4&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 204.75pt;&quot; valign=&quot;top&quot; width=&quot;273&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;थिकनिंग &amp;nbsp;एजेंट प्रिंटिंग में महत्वपूर्ण भूमिका निभाता है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style=&quot;border: 1pt solid black; padding: 0in 5.4pt; width: 31.8pt;&quot; valign=&quot;top&quot; width=&quot;42&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;5&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 193.5pt;&quot; valign=&quot;top&quot; width=&quot;258&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;प्रतिशत शेड&amp;nbsp;&amp;nbsp;की गणना सामग्री के वजन पर की जाती है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 25.8pt;&quot; valign=&quot;top&quot; width=&quot;34&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;5&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 204.75pt;&quot; valign=&quot;top&quot; width=&quot;273&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;प्रतिशत शेड&amp;nbsp;की गणना पेस्ट के वजन पर की जाती है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style=&quot;border: 1pt solid black; padding: 0in 5.4pt; width: 31.8pt;&quot; valign=&quot;top&quot; width=&quot;42&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;6&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 193.5pt;&quot; valign=&quot;top&quot; width=&quot;258&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;कपड़े को खुली चौड़ाई में या रस्सी के रूप में रंगा&amp;nbsp;जाता है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 25.8pt;&quot; valign=&quot;top&quot; width=&quot;34&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;6&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 204.75pt;&quot; valign=&quot;top&quot; width=&quot;273&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;कपड़े को केवल खुली चौड़ाई के रूप में छापा&amp;nbsp; जाता है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style=&quot;border: 1pt solid black; padding: 0in 5.4pt; width: 31.8pt;&quot; valign=&quot;top&quot; width=&quot;42&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;7&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 193.5pt;&quot; valign=&quot;top&quot; width=&quot;258&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;रंगाई के दौरान, कपड़े गीले या सूखे हो सकते हैं&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 25.8pt;&quot; valign=&quot;top&quot; width=&quot;34&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;7&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 204.75pt;&quot; valign=&quot;top&quot; width=&quot;273&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;छपाई के दौरान कपड़े को सूखी स्थिति में रखना होता है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style=&quot;border: 1pt solid black; padding: 0in 5.4pt; width: 31.8pt;&quot; valign=&quot;top&quot; width=&quot;42&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;8&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 193.5pt;&quot; valign=&quot;top&quot; width=&quot;258&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;कपड़े के दोनों ओर&amp;nbsp;समान रूप से रंग लगाया जाता है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 25.8pt;&quot; valign=&quot;top&quot; width=&quot;34&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;8&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 204.75pt;&quot; valign=&quot;top&quot; width=&quot;273&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;मुद्रित भाग&amp;nbsp;गहरा होगा, और दूसरा भाग हल्का&amp;nbsp; होगा&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style=&quot;border: 1pt solid black; padding: 0in 5.4pt; width: 31.8pt;&quot; valign=&quot;top&quot; width=&quot;42&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;9&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 193.5pt;&quot; valign=&quot;top&quot; width=&quot;258&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;सरल यंत्रों का उपयोग किया जाता है, जैसे टैंक, विंच, जिगर्स, सॉफ्ट फ्लो, पेडिंग मैंगल्स&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 25.8pt;&quot; valign=&quot;top&quot; width=&quot;34&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;9&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 204.75pt;&quot; valign=&quot;top&quot; width=&quot;273&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;प्रिंटिंग मशीनों की मशीनें&#39;&amp;nbsp;रंगाई मशीनों से&amp;nbsp;अधिक जटिल हैं&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style=&quot;border: 1pt solid black; padding: 0in 5.4pt; width: 31.8pt;&quot; valign=&quot;top&quot; width=&quot;42&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;10&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 193.5pt;&quot; valign=&quot;top&quot; width=&quot;258&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;प्रति मीटर रंगाई की लागत छपाई की लागत से कम है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 25.8pt;&quot; valign=&quot;top&quot; width=&quot;34&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times new roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 16px;&quot;&gt;10&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 204.75pt;&quot; valign=&quot;top&quot; width=&quot;273&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 17.71px; margin-bottom: 0in; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;प्रति मीटर छपाई की लागत रंगाई की लागत से अधिक है&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 12pt; line-height: 18.4px;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;span style=&quot;vertical-align: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://textileclass.blogspot.com/feeds/7537843324820170085/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://textileclass.blogspot.com/2021/02/blog-post.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/7537843324820170085'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/7537843324820170085'/><link rel='alternate' type='text/html' href='http://textileclass.blogspot.com/2021/02/blog-post.html' title='रंगाई और छपाई में अंतर् '/><author><name>Prerna</name><uri>http://www.blogger.com/profile/13576179880746729757</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUjxLb8qb_mAGj7Xh-YL4YvXuVTbH-U4N74wMnmZnvM1HSW3XQDh115CTi4zQFPsslV3UPGgWKQ9iOoNbFF9QG3RgV3-pCAD7aT1iLg-MG2Dcy6gsFltJIVPUCiYvByhI/s220/M6dCVcV8_400x400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5869494643922110334.post-4510122050790334471</id><published>2021-02-06T22:42:00.005-08:00</published><updated>2021-02-06T22:42:26.958-08:00</updated><title type='text'>Model Questions and Answers  (Yarn Manufacturing )</title><content type='html'>&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div&gt;&lt;div class=&quot;&quot; dir=&quot;auto&quot;&gt;&lt;div class=&quot;ecm0bbzt hv4rvrfc ihqw7lf3 dati1w0a&quot; data-ad-comet-preview=&quot;message&quot; data-ad-preview=&quot;message&quot; id=&quot;jsc_c_25&quot; style=&quot;padding: 4px 16px 16px;&quot;&gt;&lt;div class=&quot;j83agx80 cbu4d94t ew0dbk1b irj2b8pg&quot; style=&quot;display: flex; flex-direction: column; margin-bottom: -5px; margin-top: -5px;&quot;&gt;&lt;div class=&quot;qzhwtbm6 knvmm38d&quot; style=&quot;margin-bottom: 5px; margin-top: 5px;&quot;&gt;&lt;span class=&quot;d2edcug0 hpfvmrgz qv66sw1b c1et5uql rrkovp55 a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m&quot; dir=&quot;auto&quot; style=&quot;color: var(--primary-text); display: block; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; word-break: break-word;&quot;&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;1. What is fiber? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans: Fiber or fibre is classes of materials that are continuous filaments or are in discrete elongated pieces, similar to lengths of thread. They are very important in the biology of both plants and animals, for holding tissues together. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;2. What is textile fiber? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans: Textile fiber has some characteristics which differ between fiber to Textile fiber. Textile fiber can be spun into a yarn or made into a fabric by various methods including weaving, knitting, braiding, felting, and twisting. The essential requirements for fibers to be spun into yarn include a length of at least 5 millimeters, flexibility, cohesiveness, and sufficient strength. Other important properties include elasticity, fineness, uniformity, durability, and luster.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;3. What is yarn? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans: Yarn is a long continuous length of interlocked fibers, suitable for use in the production of textiles, sewing, crocheting, knitting, weaving, embroidery, and rope making. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;4. Flow chart of carded yarn manufacturing process.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans: &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Fiber/Bale → Blow Room → Lap/Chute&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Lap/Chute → Carding → Sliver (Carded)&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Carded Sliver → Draw Frame → Sliver (Drawn)&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Drawn Sliver → Simplex → Rove&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Rove → Ring Frame → Yarn&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Winding&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Reeling&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Bundling&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Bailing&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;5. Flow chart of combed yarn manufacturing process.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans: &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Fiber/Bale → Blow Room → Lap/Chute&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Lap/Chute → Carding → Sliver (Carded)&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Carded Sliver → Pre-Comb Drawing Frame → Sliver (Pre-Drawn)&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Sliver → Lap Frame → Lap&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Lap → Comber → Sliver&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Sliver → Post-Comb Drawing Frame → Sliver (Post-Drawn)&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Drawn Sliver → Simplex → Rove&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Rove → Ring Frame → Yarn&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Winding&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Reeling&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Bundling&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Bailing&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;6. What is the first process/ machine in yarn production? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Blow room. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;7. What is the second process/ machine in yarn production? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Carding machine. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;8. What process / machine is used after carding? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Draw frame. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;9. What process is used after draw frame? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Simplex. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;10. What process is used after simplex? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Ring frame. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;11. What is the production of blow room? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Lap. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;12. What is the production of carding machine? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Sliver. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;13. What is the production of draw frame? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Sliver/Drawing sliver &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;14. What is the production of simplex? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Roving. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;15. What is the production of ring frame? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yarn. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;16. 1 lb(pound) =? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. 840 yds=1 Hank=0.4536 kg=453.6 gm=16 ounce(oz). &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;17. What is the input of blow room? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Bale. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;18. What is the input of carding machine? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Lap/Now chute feed system is being used. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;19. What is the input of combing? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Sliver lap and number of doubling is usually 20-24. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;20. What is the input of simplex? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Drawn sliver, Sliver hank 0.12/0.14/0.16,etc. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;21. What is the input of ring frame? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Roving/Roving hank may be 0.75/0.80,etc. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;22. What is fiber fineness? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Fineness is one of the most important parameter determining the yarn quality (Fine or Coarse). &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;20. How fineness is specified for cotton? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Fineness is specified by micronaire value for cotton. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;21. The maturity of cotton is defined in terms of the development of cell wall (Yes/no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;22. A fully mature fibre has a well developed thick cell-wall (Yes/no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;23. An immature fibre has a very thin cell-wall (Yes/no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;24. In mature fibre, dye absorption is high (yes/no) &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;25. In immature fibre, dye absorption is low (yes/no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;26. What is staple length? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. The average length of spinnable fibre is called staple length. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;27. If staple length is increase then yarn quality is also increase (yes/no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;28. Toughness of fibre has a direct effect on yarn and fibre strength (yes/no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;29. If fibre strength is higher, then yarn and fabric strength is also higher (yes/ no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;30. Short fibres deteriorate the yarn strength and uniformity (true/false). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. True. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;31. What is the minimum strength for a textile fibre? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Approximately 6 CN/tex (about 6km breaking length) &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;32. What do you know about Presley index =? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Breaking load in Ibs/Bundle weight in mg. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;33. What is fibre elongation? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Elongation is specified as a percentage of the starting length. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;34. What is bale management? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Testing, sorting and mixing bales according to the properties of fibre for producing specific good quality yarn at minimum cost is called bale management. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;35. When bale mixing is done? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Before the blow room/Before the bales going into blow room. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;36. What are the basic operations in the blow room? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Opening &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Cleaning &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Mixing &amp;amp; blending &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Even feed of material to the card. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;37. What is carding? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Carding may be defined as the reduction of an entangled mass of fibre to a filmy web by working them between two closely spaced, relatively moving surface clothed with sharp wire points. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;38. Objective of carding. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• To open up the cotton in to single fibre state. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• To reduce the number of neps, short fibres. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• To produce a thick untwisted rope of fibre called sliver. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;39. Carding is called the heart/mother of spinning (true/ false). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. True. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;40. What are the main objectives of draw frame? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Straightening &amp;amp; parallelization of fibres by drafting &amp;amp; drawing. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Minimization of irregularity by doubling. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Blending &amp;amp; mixing of fibres. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• To produce a more uniform sliver of definite wt/yds. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;41. What are the faults of blow room? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Soft lap, &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Conical lap, &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Barrel shaped, &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Split lap, &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Ragged selvedge, &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Lap licking. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;42. Find out the hank of the lap when the weight of the lap is 14 oz/yds. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;14 oz contains = 1 yds, &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;1 oz contains = 1/14 yds, &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;16 oz or 1 lb contains = 16/14 yds &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;=16/14×840 hank=0.00136 hank &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;So hank of lap = 0.00136. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;43. Find out the wt/yds of the lap when hank of the lap is 0.0014? Ans.&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Weight of 0.0014×840 yds = 1 lbs or 16 oz &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;1.176 yds = 16 oz &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;1 yds = 16/ 1.176 oz = 13.6 oz &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;So weight of lap = 13. 6 oz/yds &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;44. For cotton, higher the count, finer the yarn (yes/no). Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;45. For jute, lower the count, finer the yarn (yes/ no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;46. What is the name of combing waste? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Noils. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;47. What is the meaning of TPI? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Turns per Inch/Twist per inch &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;48. What is the ring frame wastage? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Pnewmafil, banda, sweep, hard waste. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;49. What is roving? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. A roving is a continuous slightly twisted strand of fibres which has not received its final drawing for yarn. Roving hank=0.70 to 0.85, TPI=about 1.15 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;50. What are the faults of yarn? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Irregular yarn &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Thick &amp;amp; thin places &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Slubs &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Nepped yarn &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Spinners double &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Crackers &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Bad piecing &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Hairiness &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Soft yarn &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Hard &amp;amp; non elastic yarn &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Rough yarn &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;51. Over twisted yarn become poor in strength (yes/ no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans.Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;52. What is the meaning of MIC? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Microgram per inch. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;53. In direct system which one is fixed (mass/length)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Mass &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;54. In indirect system which one is fixed (mass/length)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Length &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;55. English count is denoted by Ne (yas/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;56. Metric count is denoted by Nm(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;57. Sliver and roving count is expressed by hank(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;58. In spinning mill, up to roving the count value is expressed by hank then count (true/false)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. True &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;59. The shape of yarn become round due to twist (yas/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yas &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;60. Name the types of fiber? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Normal fiber, thin walled fiber, Dead fibers . &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;61. How can you express fiber fineness? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Weight per unit length. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;62. What is stress? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Stress is the ratio between the applied force and cross sectional area of the specimen, &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Stress = applied force/ cross sectional area = F/A. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Unit of stress is N/m2, dyne/cm2, which is also called Pascal (Pa). &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;63. What is tenacity? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. The tenacity of a fibre is the mass stress at break. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Unit – gm/tex, &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Tenacity = breaking load / mass stress or linear density, &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Linear density = mass/unit length. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;64. What is tensile strength? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Tensile strength = force required to break the specimen/ cross sectional area &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;65. What is yield point? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. The point up to which, a material contains its elasticity is called yield point. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;66. What are the basic textile materials? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Fiber &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓ &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Yarn &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓ &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Grey fabric &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓ &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Finished fabric &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓ &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;End product &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;67. More fibre drawing produces more short fiber &amp;amp; resulted weak yarn (yes/no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;68. What is twist? Ans. Twist is the spirality of bundle of fibres/ filaments. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;69. Write down the types of yarn twist. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• “z” or clock wise &amp;amp; &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• “S” or anti clock wise twist. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;70. Twist increases the strength of yarn (true/ false). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. True &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;71. Write down the moisture regain of cotton fibre? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. 8.5% &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;72. What is IPI? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. It indicates yarns thick places, thin places and slubs. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;73. What is count? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Count is a numerical expression which expresses /indicates coarseness or fineness of yarn. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Or, count is a number indicating the mass per unit length or the length per unit mass of yarn. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;74. Different types of measurement. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;1 yard = 0.9144 m &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;1 m =1.0936 yards=7000 grain &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;1kg = 2.204 lbs, &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;1lbs(pound) = 453 .6gm = 7000 grains &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;1gm =15.43 grains &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;16 oz = 1 lb(pound) &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;36 inch = 1 yard &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;2.54 cm = 1 inch &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;1 Hank=840 yards=1 pound &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;75. What is yarn twist? Ans. The spiral disposition of the components of thread which is usually the result of relative rotation of the two ends is called yarn twist. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;76. Rotor yarn is “s” twisted (yes/no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;77. Ring process yarn is “z” twisted (yes/no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;78. What is strain? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Strain = elongation / initial length &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;79. What is the unit of Strain? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. No unit. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;80. What is the meaning of CSP? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans.  &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Count Strength Product &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;CSP= Count × Strength &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;81. If yarn is regular then CSP is higher (yes/no). &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;82. Different relations. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Denier = 9 × Tex &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Ne × Denier = 5315 &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Tex × Ne = 590.6 &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Tex × Metric = 1000 &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Denier × Metric = 9000 &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;83. What are the unusable waste in spinning mill? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans: (a)dropping-II, (b)flat strips of coarse count, (c)Floor sweeping-II, (d)dust etc. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;84. HVI(high volume instrument) is a very important m/c of Q.C lab in spinning mill.(yes/no) &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;85. What tests are done by HVI m/c? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. (a)fineness, (b)trash, (c)length, (d)strength, (e)Color. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;86. How can you determine yarn count in English system? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans.  &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Count (Ne) =length(yds)/length × weight unit/weight in gm &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;= (120yds/840yds) × (1lbs or 453.6gm/weight in gm) &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;=64.8/Weight in gm &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;87. Write down the name of count of direct system? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Txe,K tex,D tex,Mili tex,Denier,lb/spyndle, Woolen. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;88. What do you mean by one lea? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. One lea=120 yds. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;89. What do you mean by WIRA? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Wool International Research Association. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;90. Write down the full meaning of some institution? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• BSTI = Bangladesh standard and testing institution. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• ISO = International organization for standardization. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• BS = British standard &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• AQL = Acceptable quality level. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• BCIRA = British cotton industries research association. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• ITET= Institute of textile engineers and technologist. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• AAMA=American apparel manufacturer association. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• AAQC=American association of quality control. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;91. Beater are responsible for removing almost all of the impurity extructed in the blow room (yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;92. Name the last m/c of blow room? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Scutcher &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;93. What is the meaning of CV%? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Coefficient of variation percentage. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;94. Where sliver is collected and which form? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. In can and coiler form. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;95. In ring frame where yarn is collected? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Bobbin &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;96. Name the modern cone winding machine? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Auto-coner machine/Savio orion &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;97. Cotton fiber is dissolved with 70% H2SO4 (yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;98.All yarn of ring processing is Z-twist and rotor yarn is S-twist.(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;99. Where flyer is used in a spinning mill? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Simplex m/c. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;100. What is spinning? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. The process by which yarn is made from fiber. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;101. What is the raw material in spinning? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Fiber &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;102. What is millionaire value? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Micro gram per inch. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;103. Write down the classification of fiber? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. (i) natural, (II) Man made fiber. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;104. Different between cotton and viscose? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Cotton = Natural fiber, strength increase in wet condition. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Viscose = Man made fiber, strength decrease in we condition. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;105. What is the meaning of AFIS? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Advanced fiber information system. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;106. What is the ratio between length and width of fiber? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. 1000:1 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;107. Twist and twist direction of yarn affects the fabric structure(True/false)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. True &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;108. What is UR? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. UR = uniformity ratio =(50% Spun length/2.5% span length)×100 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;109. Write down the system of yarn count measurement? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Direct system: Tex,Denier. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Indirect system: English, metric. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;110. When fiber consider short? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Length shorter than 0.5 inch or 12.8mm. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;111. Why yarn preparation is needed? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. To increase weaving efficiency. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;112. What is drafting? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. The process of increasing the length per unit weight of slivers. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;113. What is drawing? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. It is the regular and uniform elongation of the sliver to make it light. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;114. What is doubling? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. The process of combining several sliver info one. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;115. Which one is best ,combed yarn or carded yarn? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Combed yarn. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;116. Roving is wind into the bobbin(yes/no) ? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;117. Write down the other name of simplex? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. (I)Speed frame, (II)Fly frame, (III)Roving frame. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;118. Some meaning- &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• DCP=Draft change pinion &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• LCP= Lifter change pinion &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• PW = poker wheel &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• TCP = Twist change pinion &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;119. Write down the causes of roving breakage? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. (I)Tension variation, (II) irregular roving. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;120. Write down the three types of flyer? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. (I) Spindle mounted flyer,(II) top mounted flyer,(III) closed mounted flyer. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;121. What is the backbone of the world textile trade? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Cotton. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;122. Silk fiber readily absorbs water (yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;123. Jute plant have high CO2 assimilation rate (yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;124. What is the output of comber machine? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Combed sliver. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;125. What is the output of the ring frame? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yarn in bobbin form. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;126. What is the first operation in blow room? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Opening &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;127. What is yarn? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. It is an assemblage of fibers twisted or laid together to form continuous strand suitable for use In weaving, knitting etc. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;128. Manmade fiber are hydrophobic in nature(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;129. Finer fiber produce stronger yarn(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;130. Write down the forms of manmade fiber? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. (I) Filament, (II) Filament tow, (III)staple. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;131. What is the manmade cellulose fiber? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Viscose. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;132. Write some name of natural cellulose fiber? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Cotton, flax, jute, hemp. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;133. What is bi-component fiber? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Bi-component fibers are synthetic fibers which fibers filament contains two types of polymer. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;134. What is bi- component yarn? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. A yarn having two different staple fiber. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;135. If H-bond present in fiber then fiber gets more strength(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;136. What is the length width ratio of cotton? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. 1:350 to 1:6000 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;137. In staple/spun yarn twist is must(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;138. Cotton is dissolved into 70% H2SO4(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;139. Viscose is dissolved into 35% H2SO4(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;140. Nylon is dissolved into 20% HCL/phenol(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;141. Polyester is dissolved into 100% nitro benzene at 100 ℃(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;142. Burning smell of cotton is like as burning paper(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;143. What is lint and linters? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Then cotton which are get after first time ginning to seeds cotton is called lint and for second time ginning of cotton is called linters. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;144. What is blow room? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. The section or line where the compressed bale are converted into uniform lap of particular length or made suitable for carding by opening, blending or mixing. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;145. What is MR% of jute? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. 13.75 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;146. What is MR% of viscose and silk? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. 11.0 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;147. What is MC % of cotton? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. 7.834 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;148. What is MR% of wool? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. 16.0 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;149. What is MR% of nylon? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. 4.0 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;150. What is MR% of polyester? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. 0.4 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;151. What are the long staple fiber? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Jute, wool, flax, hemp. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;152. How fiber is form? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Elements &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓ &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Monomer/molecules/macromolecules &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓ &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Polymer chain &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓ &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Fibrils/micels &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;↓ &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Fiber &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;153. What are the requirement of fabric construction? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. (I)EPI,(II)PPI, (III)Warp count, (IV)Weft count. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;154. What are the factors that determine the yarn properties? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Fiber properties, fiber arrangement, twist per inch. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;155. What is core spun yarn? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. It is a continuous filament polyester core wrapped in cotton fiber. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;156. Write down the main part of carding machine? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans.(I)Doffer, (II)cylinder, (III)taker-in. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;157. What is swelling? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. The change in dimension due to absorbing water or moisture of any textile material is termed as swelling. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Swelling=(Swollen dimension-Dry dimension)/Dry dimension &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;158. Which countries cotton is the best cotton in the world? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Mishor. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;159. What is the botanical name of cotton? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Goosypium Herbacum, Goosypium Hirsutum. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;160. What is ginning? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. The procedure by which seeds and cottons are separated from seeds cotton is called Ginning. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;161. How much trash% in cotton? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Generally 1% to 10%. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;162. What is blow room waste? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Dropping-II,Dust,filter waste. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;163. What is carding waste? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Dropping-I, Tacker in waste,Flat strip, motes &amp;amp; flies, sliver waste &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;164. What is draw frame waste? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Sliver wastage. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;165. What is the simplex wastage? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Sliver wastage, roving wastage. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;166. What is the ring frame wastage? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Pneumafil, hard waste, bonda waste, etc. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;167. What is the comber wastage and waste %? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Noils,(12-18)%. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;168. What is cleaning efficiency in blow room? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. CE% &lt;span class=&quot;pq6dq46d tbxw36s4 knj5qynh kvgmc6g5 ditlmg2l oygrvhab nvdbi5me sf5mxxl7 gl3lb2sf hhz5lgdu&quot; style=&quot;display: inline-flex; height: 16px; margin: 0px 1px; vertical-align: middle; width: 16px;&quot;&gt;&lt;img alt=&quot;🙁&quot; height=&quot;16&quot; referrerpolicy=&quot;origin-when-cross-origin&quot; src=&quot;https://static.xx.fbcdn.net/images/emoji.php/v9/t24/1.5/16/1f641.png&quot; style=&quot;border: 0px;&quot; width=&quot;16&quot; /&gt;&lt;/span&gt; trash cotton - trash in lap/trash in cotton )× 100 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;169. Step cleaner m/c is placed at 45 degree angle (yes/no)/ &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;170. Production of carding m/c? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Production = (Doffer speed × Doffer dia × Π)/36 (yds/min) &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;171. What is model length? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. It is the length of group of fibers where the most number of fibers have equal length. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;172. What is spun length? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. It is the term by which we can determined the % of fiber length in case of cotton, wool etc. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;173. What is staple length? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. The average length of spinable fiber is called staple length. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;** staple length = 0.91 × effective length(U.S.A upland cotton) &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;174. What is effective length? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. It is the term defined as the length of the main bulk of the longer fiber. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;175. How the amount of twist is expressed? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Twist per inch(TPI) = yarn &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Twist per meter (TPM) = roving &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Twist per centimeter (TPCM) &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;176. What is mass stress? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Mass stress = Applied forse/linear density &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Unit = CN/tex , gm/tex &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;177. What is elastic recovery? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Elastic recovery = Elastic extension/total extension. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;178. What is the modern testing equipment for spinning mill? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• HVI(High volume instrument) &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• AFIS(Advance fiber information system) &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Shirley analyzer = trash% &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Moisture meter = MC% &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Moisture testing oven = MR% &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;179. If MIC value is increased what should be the fineness? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Fineness should be decreased. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;180. What is pitch? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. The distance between adjustment spindles. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;181. What is the maximum count to be produce in rotor m/c and ring m/c in spinning? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Rotor m/c = not possible to produce more than 40s count. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ring m/c = it is possible to produce about 300s count. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;182. What is the feed material in ring and rotor m/c? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ring m/c = roving &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Rotor m/c = drawing sliver. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;183.What is tex? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Count is the tex system in the weight in grams of 1000m or 1km of yarn. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;184. How many types of draw frame ? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. (I)Breaker draw frame, (II)finisher draw frame. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;185. What is the output of winding? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yarn in cone form. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;186. Natural fibres are hydrophilic in nature? (Yes/No) &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;187.What is the types of waste in a spinning mill? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans: (i) useable waste (ii) unusable waste. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;188. The flyer is the essential part of speed frame(yes/no)? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Yes &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;189.What is neps? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Entanglement protruding fibres or entangled mass of fibres. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;190. Write down the some name of yarn testing machine. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Uster evenness tester &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Uster classimat &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Uster auto sorter. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;191. What is the useable waste in spinning mill? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans: (a)lap waste,(b) sliver waste,(c)roving waste,(d)bonda waste,(e) pneumafil waste . &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;192. What is fiber migration? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. It means fiber distribution into the yarn. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;193. Number of fibres in the yarn cross-section? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. 60-70 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;194. What is the standard staple length of cotton fibre? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Generally 0.5 inch to 2.5 inch. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;195. Write some yarn faults which are generally shown? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. (I)Thick place, (II) Thin place, (III) Neps, (IV) slub, (V) Hairiness. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;196. How many class or division of yarn preparation? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. (I) Warp yarn preparation, (II) Weft yarn preparation. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;197. What are the classes of winding machine for package of yarn? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. (I) pirn winding m/c, (II) cop winding m/c, (III) spol winding m/c, (IV) Cheese winding m/c, (V) cone winding m/c. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;198. What are the action of blow room? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Action of opposing spikes &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Action of air current &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Action of beaters, &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;• Regulating action &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;199. What is crimp? &lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. The wavy shape of thread/yarn is called crimp. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q&quot; style=&quot;margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;200. Total Draft =?&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;Ans. Total draft = BD×MD×FD&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;BD=Back draft&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;MD=Middle draft&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;FD=Front draft&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;l9j0dhe7&quot; id=&quot;jsc_c_26&quot; style=&quot;position: relative;&quot;&gt;&lt;div class=&quot;l9j0dhe7&quot; style=&quot;position: relative;&quot;&gt;&lt;div&gt;&lt;a class=&quot;oajrlxb2 gs1a9yip g5ia77u1 mtkw9kbi tlpljxtp qensuy8j ppp5ayq2 goun2846 ccm00jje s44p3ltw mk2mc5f4 rt8b4zig n8ej3o3l agehan2d sk4xxmp2 rq0escxv nhd2j8a9 a8c37x1j mg4g778l btwxx1t3 pfnyh3mw p7hjln8o kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x tgvbjcpo hpfvmrgz jb3vyjys rz4wbd8a qt6c0cv9 a8nywdso l9j0dhe7 i1ao9s8h esuyzwwr f1sip0of du4w35lb lzcic4wl abiwlrkh p8dawk7l tm8avpzi&quot; 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dir=&quot;auto&quot; style=&quot;color: var(--secondary-text); display: block; font-size: 0.9375rem; line-height: 1.3333; max-width: 100%; min-width: 0px; overflow-wrap: break-word; word-break: break-word;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://textileclass.blogspot.com/feeds/4510122050790334471/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://textileclass.blogspot.com/2021/02/model-questions-and-answers-yarn.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/4510122050790334471'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/4510122050790334471'/><link rel='alternate' type='text/html' href='http://textileclass.blogspot.com/2021/02/model-questions-and-answers-yarn.html' title='Model Questions and Answers  (Yarn Manufacturing )'/><author><name>Prerna</name><uri>http://www.blogger.com/profile/13576179880746729757</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUjxLb8qb_mAGj7Xh-YL4YvXuVTbH-U4N74wMnmZnvM1HSW3XQDh115CTi4zQFPsslV3UPGgWKQ9iOoNbFF9QG3RgV3-pCAD7aT1iLg-MG2Dcy6gsFltJIVPUCiYvByhI/s220/M6dCVcV8_400x400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5869494643922110334.post-8686662613676641357</id><published>2021-01-02T01:37:00.000-08:00</published><updated>2021-01-02T01:37:05.479-08:00</updated><title type='text'>वस्त्रों की छपाई</title><content type='html'>&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 16.0pt; line-height: 115%; mso-ansi-font-size: 18.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वस्त्रों की छपाई&lt;/span&gt;&lt;span style=&quot;font-size: 18.0pt; line-height: 115%; mso-bidi-font-size: 16.0pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वस्त्रों के उपर निश्चित पैटर्न या डिजाइन के अनुसार रंग चढ़ाने की
प्रक्रिया का वस्त्रों की छपाई कहते हैं। एक अच्छी छपाई वह है जिसमें रंग सूत के
साथ एकाकार हो जाय ताकि घर्षण से या धुलाई करने पर भी रंग न छूटे। छपाई&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंजन से सम्बन्धित
तो है किन्तु भिन्न कार्य है। रंजन की क्रिया में सम्पूर्ण सूत को एक ही रंग से
समान रूप से रंग दिया जाता है जबकि छपाई की प्रक्रिया में एक से अधिक रंग केवल कुछ
चुने हुए स्थानों पर ही लगाये जाते हैं। प्रिन्टिंग की क्रिया में काष्ट के ठप्पे&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;स्टेंसिलें&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;नक्काशी की हुई धातु
की प्लेटें&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रोलर या सिल्कस्क्रीन आदि का उपयोग किया जाता है। छपाई में प्रयुक्त
रंजक इतने गाढ़े बनाये जाते हैं कि वे सूक्ष्मनलिका-क्रिया द्वारा पसर न सकें।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इतिहास&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;हमारे प्राचीन ग्रंथों में चित्रलेखा&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;चित्रांगदा&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंगशाला&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आदि शब्दों का प्रयोग यह सूचित करता है कि
अलंकारिता की दृष्टि से रंगों का प्रयोग भारत में अत्यंत पुराना है। वस्त्र की
बुनाई करते समय रंगीन सूत द्वारा नाना प्रकार के रंगबिरंगे चित्र बनाए जाते थे।
इसके उपरांत उसे छपाई द्वारा रंगबिरंगे चित्रों से सँवारा जाता था। प्लिनी &lt;/span&gt;Pliny
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;के अनुसार &quot;रंगाई
छपाई&quot; का जन्म भारत से होकर मिस्र आदि देशों में ईसा पूर्व प्रसारित हो चुका
था।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बातिक छपाई&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;छींट &lt;/span&gt;Chhintz, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;गत &lt;/span&gt;Blotch, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बँधनी &lt;/span&gt;Tie Dyeing &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;और बातिक &lt;/span&gt;Batik &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आदि शब्द वस्तुत: छपाई की क्रियाविशेष के
सूचक हैं। छींट और गत की छपाई यंत्रों से की जाती है। छींट में रंगीन भूमि कम ओर
गत में लगभग सभी वस्त्र रंगचित्रों से ढका होता है। बँधनी में कपड़े को डोरी से
बाँध कर रंग के विलयन में रँगाई की जाती है। बातिक में मोम अथवा रोजिन का प्रयोग
किया जाता है और कपड़े पर रंग की बहुलता होती है। छींट की छपाई में ही उत्पादन
सबसे अध्कि और व्यय सबसे कम हो सकता है। ये छपे हुए कपड़े प्राय: सभी प्रकार के
व्यक्तिगत रुचि के अनुरूप तथा आकर्षक होते हैं। एक की दूसरे से तुलना कर किसी को
घटिया और किसी को बढ़िया कहना बड़ा कठिन है।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बँधनी छपाई&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कपड़े की छपाई को दो भागों में बाँटा जा सकता है: &lt;/span&gt;1 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सिद्धांत &lt;/span&gt;principles
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;और &lt;/span&gt;2 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कार्यप्रणाली &lt;/span&gt;practice&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;। सिद्धांत में वे
सभी बातें आ जाती हैं जिनसे कपड़े पर पक्का रंग चढ़ता है। विधान या व्यवहार में
उपकरणों का उपयोग और यथार्थ उत्पादन आदि आते हैं।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आज से कोई सौ वर्ष पूर्व&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;प्राकृतिक रंगां को ही रंगाई या छपाई के काम में
लाया जाता था। ये रंग वानस्पतिक&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जांतव अथवा खनिज स्रोतों से उपलब्ध होते थे।
हल्के या गाढ़े विलयनों में विभिन्न रंगस्थापक &lt;/span&gt;mordants &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;का प्रयोग कर इंद्रधनुष के सभी वर्ण
प्राप्त कर लिए जाते थे। विज्ञान के विकास के साथ-साथ कृत्रिम रंगों का भी उत्थान
हुआ। प्राकृतिक रंगों को अब लोग भूल गए। रँगाई और छपाई में प्रयुक्त रगों का
वर्गीकरण दो प्रकार से किया जाता है: &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;एक रँगाई की प्रणाली के आधापर और दूसरा रंगों में रासायनिक संघटनों के
आधार पर। पहले वर्गीकरण से इस बात का पता लगता है कि रंग विशेष की बंधुता &lt;/span&gt;affinity
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रेशे रेशे के अनुसार
होती है और दूसरे से रंगप्रदत्त वर्ण की दशा - कच्चा&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पक्का&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;चमकीला और लाल&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पीला&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;नीला आदि - निश्चित होती है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रँगाई हो या छपाई&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंगत लाने के लिये कुछ बातें ध्यान में रखना
आवश्यक है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे रंग को लिए दशा में उपस्थित करना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उसको किसी उचित माध्यम द्वारा रेशे या
कपड़े के संपर्क में लाना अदि। रँगाई में पानी और छपाई में माड़ी &lt;/span&gt;thickening
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तथा रंगवाहक उपयुक्त
हेते हैं। रंग रेशे के अंदर प्रवेश करे&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इसके लिए गरमी या भाप देना अथवा कुछ और सहायक
क्रियाएँ भी करनी पड़ती हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जोरंग की जाति पर निर्भर करती हैं। प्रत्येक रंग को
विलेय बनाने के लिये&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उसके अनुरूप उचित रसायन को पानी के साथ मिलाकर फेंटना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;चलाना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;गरम करना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उबालना और कभी ठंडा
करना पड़ता है। आवश्यक वस्तुएँ मिलाकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;झीने कपड़े से छानकर यंत्रों द्वारा छपाई की जाती
है। भाप और नमी के संयोग से रंग विषयक क्रियाएँ सक्रिय हो जाती हैं और इस प्रकार
रेशे पर रंग चढ़ता जाता है। छापने के पूर्व कपड़े को धोकर तैयार करना आवश्यक है&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;नहीं तो कपड़ा रंग
नहीं पकड़ता। छपाई के अंत में सुखाकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंग उड़ाने के लिए अवकरण&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आक्सीकरण इत्यादि यथोचित क्रियाएँ भी करनी
पड़ती हैं। सबसे पीछे उबलते साबुन के पानी से धोकर माड़ी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अनावश्यक मसाले और निष्क्रिय रंग निकाल
दिए जाते हैं। तब कपड़ा सुखाया और परिसज्जित किया जाता है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;माड़ी लसदार होती है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो अन्य मसालों सहित रंग को बाँध कर रखती है। इस
कार्य के लिए बबूल या अन्य गोंद&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;गेहूँ का आटा या स्टार्च&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;मकई का स्टार्च और ब्रिटिश गम आदि लसदार
पदार्थ पानी के साथ पकाकर काम में लाए जाते हैं। अल्शियन &lt;/span&gt;Alcian &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंगों के साथ गोंद
वर्जित है। इनके सथ मैदे का प्रोग करना चाहिए&lt;/span&gt;; &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वर्णक रंगों &lt;/span&gt;pigment colours &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;के साथ ऐक्रापान ए &lt;/span&gt;Acrapon,
A, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पायस मांड &lt;/span&gt;emulsion
thickening &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अधिक
उपयुक्त सिद्ध हुआ है। अभिक्रियाशील रंजकों का व्यवहार कते समय सोडियम ऐल्जिनेट &lt;/span&gt;sodium
alginate &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;की
माड़ी अधिक उपयुक्त होती है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;छपाई के पहले कपड़े की तैयारी के लिए विरंजन &lt;/span&gt;bleaching &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;से पहले कुछ
क्रियाएँ की जाती हैं। इनमें रोम दहन &lt;/span&gt;singeing &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;करके कपड़े के उभरे हुए रोएँ&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बेकार चिपटे हुए
तागे आदि जलाकर नष्ट कर किए जाते हैं। यह क्रिया कपड़े के एक या दोनों और&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;एक बार में या दो
बार में&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;की जा
सकती है। इसके साधन प्लेट सिंजिंग &lt;/span&gt;platesingeing, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रोलर &lt;/span&gt;roller &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सिंजिंग और गैस फ्लेम &lt;/span&gt;gasflame &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सिंजिंग हैं। इनमें से
किसी एक या दो का व्यवहार श्रृंखला में किया जा सकता है। इन तीनों क्रियाओं में
गैस फ्लेम सिंजिंग अधिक उपयोगी पाया गया है और आजकल मिलों में इसी का विशेष चलन
है। रोमदहन के पश्चात्&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इनमें&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ताने पर लगागई माड़ी काटने &lt;/span&gt;desize &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;की क्रिया भी करनी पड़ती है। माड़ी सड़ाकर
निकाली जाती है। केवल पानी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;नमकीन पानी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या अम्लीय पानी में माल को चौबीस घंटे
भिगोकर रखने से माड़ी सड़ाकर निकाली जाती है। केवल पानी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;नमकीन पानी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या अम्लीय पानी में माल को चैबीस घंटे
भिगोकर रखने से माड़ी सड़ जाती है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;किंतु इस क्रिया में समय अधिक लगता है और कार्य
की दक्षता भी अनिश्चित रहती है। इसलिए आजकल सड़न उत्पन्न करनवाले कृत्रिम प्रकिरण
पदार्थ काम में लाए जाते हैं। ये वानस्पतिक और जांतव दोनों प्रकार के हाते हैं।
इनके हल्के विलयन में माल को डाल देने से माड़ी शीघ्रातिशीघ्र सड़कर विलय हो जाती
और सरलतापूर्वक गरम पानी से धोकर निकाली जा सकती है। आई.सी.आई. कंपनी द्वारा
प्रस्तुत डिकैटेज़ &lt;/span&gt;Decatase &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;और सीबा कंपनी का रैपिडेज़ &lt;/span&gt;Rapidase &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ऐसे ही पदार्थ हैं।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;माड़ी कट जाने के पश्चात्&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;प्राकृतिक मोम&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पेक्टिक पदार्थ और प्रोटीन कपड़े पर रह
जाते हैं। इनको निकालने के लिए माल का दाहक सोडा ऐश&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;साबुन आदि के साथ आठ दस घंटे तक भट्ठी
कियर&lt;/span&gt;, kier &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;में दबाव देकर उबाला जाता है और धोकर अम्लीय बनाने तथा रसायन &lt;/span&gt;chemicaling
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;की क्रियाएँ की जाती
हैं। प्रत्येक क्रिया के बाद पानी से धुलाई अच्छी तरह होनी चाहिए। अंत में टर्की
रेड &lt;/span&gt;turkey red &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तेल के हल्के विलयन में उबालकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;गरम पानी से धो देने पर रंग निर्विघ्न
अच्छा और गहरा चढ़ता है।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कपड़े पर छपाई के दो पक्ष होते हैं: एक तो छपाई विधि या साधन &lt;/span&gt;Methods
of printing, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिसमें
यंत्रों का वर्णन है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;दूसरा रंगीय उपचार या प्रथाएँ &lt;/span&gt;Styles of printing, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिसमें उन नियमों का
वर्णन है जिनके द्वारा कपड़े पर रंगीन अभिकल्प &lt;/span&gt;designs &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तैयार किए जाते हैं।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;छपाई की विधियाँ&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कपड़े पर छींट की छपाई चार विधियों से की जाती है:&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;1 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;हाथ ठप्पों &lt;/span&gt;hand blocks &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;से&lt;/span&gt;,&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;3-&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;क स्टेन्सिल &lt;/span&gt;stencil &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;की छपाई&lt;/span&gt;,&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;3-&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ख स्क्रीन &lt;/span&gt;screen &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;की छपाई&lt;/span&gt;,&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;2 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;मशीन के द्वारा ठप्पों से &lt;/span&gt;machine block, or perrotine printing,&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;4 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ताँबे को खुदी हुई चद्दरों से छापे की छपाई &lt;/span&gt;flat press
printing from engraved copper plates &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तथा&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;5 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बेल छपाई &lt;/span&gt;roller printing&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;हाथ के ठप्पे और
स्टेंसिल &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;स्क्रीन की लोकप्रियता अधिक है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पर बेलन प्रिंटिंग का उत्पादन अधिक होने
से माल सस्ता तथा सर्वसुलभ होता है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;हाथ ठप्पे &lt;/span&gt;Hand Blocks - &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ये कई प्रकार के हाते हैं: केवलं लकड़ी के&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ताँबे के&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;लकड़ी के ठप्पों में
ताँबे की पत्तियाँ लगाकर और बहुरंगी ठप्पे &lt;/span&gt;multicolour blocks &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आदि। लकड़ी के ठप्पे
कड़ी और सीझी हुई &lt;/span&gt;seasoned &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;लकड़ी से बनाए जाते हैं। ये आवश्यकतानुसार &lt;/span&gt;6&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;फ़ फ़ चौड़े और &lt;/span&gt;8&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;फ़ फ़ लंबे हाते हैं&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पर वांछित अभिकल्प
के अनुसार छोटे भी न होने चाहिए कि काम करने में असुविधा हो। अभिकल्प उभरे हुए &lt;/span&gt;in
relief &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;हाते
हैं। इनमें खोदाई करने में देर लगती है और ये जल्दी घिस जाते हैं। इस विधि के अन्य
दोष ये लें कि हाथ से काम करने में उत्पादन कम होता है और छीपे छापनेवाले को
परिश्रम अधिक करना पड़ता है। परंतु इस कला का सबसे बड़ा गुण यह है कि हाथ ठप्पे के
द्वारा&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कितना
ही लंबा चौड़ा कपड़ा क्यों न हो छापा जा सकता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो किसी अन्य विधि से असंभव है। इसके
अतिरिक्त अलंकारिता &lt;/span&gt;ornamentation &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;की दृष्टि से भी यह अपना विशिष्ट स्थान रखती हैं।
इसके व्यवसाय में व्यय कम लगने से घरेलू धंधों में इसका चलन है। ठप्पा रग लगाने का
साधन है। रंग थाली से लिया जाता है। यह लकड़ी की आयताकार होती है जिसकी तली में
आजकल रबर की चादर लगाने का रिवाज़ चल गया है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इस थाली में आवश्यक समग्री&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;मिश्रित रंग क पेस्ट
भर दिया जाता है। इसके ऊपर बाँस की पतली खपच्चियों से बनी एक टटिया रख दी जाती है।
इसे इसी टटिया के बराबर जूट&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;टाट या कंबल के टुकड़े से ढक दिया जाता है। इन सब
के ऊपर टाट के बराबर एक मलमल का टुकड़ा बिछा दिया जाता है। इन सब के ऊपर टाट के
बराबर एक मलमल का टुकड़ा बिछा दिया जाता है। टाट और मलमल को रंग के पेस्ट में
भिगोकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;साधारण
निचोड़ कर और तब अच्छी तरह खोलकर इस प्रकार बिछाना चाहिए कि उनमें सिकुड़न रहे। इस
प्रकार विछी हुई गद्दी पर सरलता से आगे पीछे बदलकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ठप्पे में दो बार रंग लगाकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तब कपड़े पर लगाना
चाहिए। कपड़े पर रंग लगाने से पूर्व उसे मेज पर बिछा लिया जाता है। यह मेज
छपनेवाले कपड़े की लंबाई चौड़ाई को ध्यान में रखकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;लगभग &lt;/span&gt;11 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;फीट लंबी&lt;/span&gt;, 30 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इंच चौड़ी और &lt;/span&gt;45 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इंच ऊँची&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;होनी चाहिए। परंतु बैठकर काम करनेवाले
लगभग &lt;/span&gt;60 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इंच
लंबी&lt;/span&gt;, 30 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इंच
चौड़ी और &lt;/span&gt;15 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इंच ऊँची मेज पर सुविधापूर्वक काम करते हैं। मेज प्रत्येक दशा में
चौरस और भारी होनी चाहिए&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिससे हिले नहीं। उसपर पहले एक मोटा कंबल बिछाकर&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उसके ऊपर उबाली हुई
कोरी खद्दर &lt;/span&gt;back grey &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;की कम से कम दो या चार तहें देकर तब छपाई का कपड़ा इस प्रकार फैलाना
चाहिए कि उसमें सिकुड़न रहे। कोई कोई छीपे बारक कपड़े की छपाई करते समय उसे बबूल
के काँटों अथवा आलपिनों से स्थिकर देते हैं। इसके पश्चात् ऊपर बताए अनुसार ठप्पे
को रंगकर छपाई की जाती है। अभिकल्प को ध्यान में रखते हुए कपड़े पर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उसे मोड़कर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रेखाएँ निर्धारित कर
ली जाती हैं। इन्हीं के सहारे छपाई आगे बढ़ती है।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;स्टेंसिल की छपाई &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;Stencil Printing&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कागज के ऊपर चित्र बनाकर बच्चे उसे इस प्रकार काटते हैं कि चित्र के
छिद्रों से ब्रश द्वारा रंग डाला जाए तो नीचे रखे दूसरे कागज या कपड़े पर वैसा ही
चित्र बन जाए। इस कला को स्टेंसिल काटना और इस प्रकार की छपाई को स्टेंसिल की छपाई
कहते हैं। कागज़ को स्टेंसिल टिकाऊ नहीं होती&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अत: ताँबे की स्टेंसिल का कपड़े की छपाई
में उपयोग होता है। ब्रश की जगह एअरोग्राफ गन &lt;/span&gt;aerograph gun &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;का उपयोग किया जाता है। इस यंत्र में
मुख्य दो अंग होते हैं। एक रंग प्याली &lt;/span&gt;colour cup &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;होती है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;दूसरी वायुनलिका&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिससे दबावयुक्त वायु &lt;/span&gt;air under
pressure &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आती है।
जब लिबलिबी &lt;/span&gt;trigger &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;को दबाया जाता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;हवा आगे बढ़कर रसते हुए रंग पेस्ट से मिलती है और
एक बारीक तुंड &lt;/span&gt;nozzle &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;से फुहारे के रूप में रंग के साथ स्टेंसिल के ऊपर पड़ती है और चित्र
के छिद्रों से होकर कपड़े पर तत्सम चित्र बनाती है। एक चित्र में दस बारह रंग तक
सरलतापूर्वक लगाए जा सकते हैं। इस साधन की यह विशेषता है कि इसमें रंग की आभा &lt;/span&gt;shade
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;हल्की से हल्की और
गहरी से गहरी की जा सकती है। एक कलाकार के हाथों इस विधि द्वारा रंगों की जो
अलंकारिता लाई जा सकती है वह असीम है। इसके चित्रित फूलों पर मधुमक्खी या भ्रमर तक
सरलता से बनाए जा सकते हैं। परंतु उत्पादन अत्यंत कम होने से स्टेंसिल की छपाई
कार्यविशेष के लिए ही सीमित है&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;स्क्रीन की छपाई &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;Screen Printing&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;स्टेंसिल का विकसित रूप स्क्रीन है। स्क्रीन जाली &lt;/span&gt;gauze &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;से बनाई जाती है।
रेशम का कपड़ा &lt;/span&gt;silk cloth, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अरंगडी &lt;/span&gt;organdie, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ताँबे के तारों की जाली&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आधुनिक टेरिलीन &lt;/span&gt;terylene
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या नाइलॉन &lt;/span&gt;nylon
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;का कपड़ा इत्यादि
स्क्रीन बनाने में प्रयुक्त होते हैं। कुछ रंगों के पेस्ट में दाहक सोडा पड़ता है&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिससे रेशम का कपड़ा
धीरे-धीरे गल जाता है। ऐसी दशा में रेश्म का कपड़ा अनुपयुक्त होता है। जाली या
कपड़े की लकड़ी के आयताकार साँचे में खींचकर लगाया जाता है। लकड़ी की छोटी छोटी
खपच्चियों को लगाकर चारों ओर खाँचे में अच्छी तरह कस दिया जाता है। इस आयत की
दीवार लगभग तीन इंच ऊँची&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आधी इंच मोटी और छह इंच लंबी होती है। आयत की
चौड़ाई चार फुट के लगभग हो सकती है। अभिकल्प को जाली पर राल वार्निश्&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या सेलूलोज़
लाक्षारस &lt;/span&gt;cellulose lacquer &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;से इस प्रकार बनाया जाता है कि जहाँ चित्र हो
वहाँ लाक्षारस न लगने पाए और शेष सब स्थान लाक्षारस से भर जाएँ। इस प्रकार बनाई
स्क्रीन पर जब रंग डालकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रबर के निपीड़क &lt;/span&gt;squezee &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;से रंग आगे पीछे खींचा जाएगा&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तब रंग चित्रित
स्थानों को पारकर कपड़े पर पहुँच जाएगा। इस प्रकार स्क्रीन की छपाई की जाती है।
निपीड़क आध इंच मोटे&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;दो इंच चौड़े और अभिकल्प की चौड़ाई के अनुसार दो फुट लंबे इंडिया रंबर
के खंड को लकड़ी के खाँचेदार तीन इंच मोटे और दो फुट लंबे हत्थे में जमा कर बनाया
जाता है। ठप्पे की छपाई के लिए बनागए नियमों के अनुसार स्टेंसिल और स्क्रीन में भी
कपड़ा मेज के ऊपर बिछाया जाता है। मेज की लंबाई स्क्रीन में &lt;/span&gt;100 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;गज तक तथा चौड़ाई
कपड़े की चौड़ाई से कुछ अधिक रखी जाती है। यह मेज छपाई धुलाई की सुविधा के लिए एक
ओर को कुछ ढलुवाँ होती है। जहाँ गरमी देने का साधन है वहाँ मेज का ऊपरी तल धातु का&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे जस्ते की चादर
का&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;होता
है। कहीं कहीं आजकल सीमेंट का भी उपयोग होता है। कपड़े को स्थिर रखने के लिए ऊपर
मोम लगा दिया जाता है। इस दश में मेज के ऊपर बेठन कंबल&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बैक ग्रे आदि न भी रहे तो कोई असुविधा
नहीं होती। मेज पर और स्क्रीन की लकड़ी में सानुपातिक खाँचे &lt;/span&gt;catch points &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बने होते हैं जिससे
अभिकल्प दोबारा रखने &lt;/span&gt;repeat &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अर्थात् लगाने में आसानी पड़े। भारतीय कपड़े की
मिलों में&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;विशेषकर जहाँ कृत्रिम रेशम या रेयन बनता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इस पद्धति से छपाई बड़े पैमाने पर होती
है। स्क्रीन का उपयोग रेशम की छपाई में इसलिए अधिक मान्य है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;क्योंकि रोलर
प्रिंटिंग मशीन पर सुविधापूर्वक उसे नहीं छापा जा सकता। कपड़े का रूप भी कुछ बिगड़
जाता है। अहमदाबाद&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;मुंबई और वाराणसी में स्क्रीन की छपाई घरेलू धंधों के रूप में भी काफी
प्रचलित है। जापान और स्विट्जरलैंड तो इसके केंद्र ही हैं।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;स्क्रीन की छपाई का विकास अभी थोड़े दिन पूर्व ही हुआ है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;परंतु जो उन्नति
छपाई के इस साधन की हुई है वह सराहनीय है। इस कला के संरक्षक इसे रोलन प्रिंटिग से
भी अधिक लोकप्रिय बनाने का भरसक प्रयत्न कर रहे हैं। परंतु फिर भी अभी इसका
उत्पादनव्यय रोलर छपाई की अपेक्षा अधिक पड़ता है। यह बात अवश्य माननी पड़ेगी कि
अलंकारिता की दृष्टि से यह कहीं आगे बढ़ गई है और कुछ विशिष्ट अभिकल्पों के लिए&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे गलीचे आदि की
छपाई &lt;/span&gt;panel printing &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;में&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अपना जोड़ नहीं रखती।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इतने थोड़े समय में ही इस छपाई के लिए नाना प्रकार की मशीनें बन गई
हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो ऐसे
नवीनतम आधुनिक यंत्रों से युक्त हैं जिनसे छपाई एक ओर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या कपड़े के दोनों ओर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;हो सकती है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अथवा दो कपड़े एक
साथ छापे जा सकते हैं। मोटे से मोटा और पतले से पतला कपड़ा बिना विकृत हुए सुंदर
चित्रों और चटकीले गहरे रंगों में छापा जा सकता है। प्रत्येक कार्य&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे मेज पर कपड़ा
लगाना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आगे
बढ़ाना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;स्क्रीन
उठाकर कपड़े पर रखना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इसे छापकर हटाना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;मेज धोना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;मेज को यथोचित गरम करना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;छपा हुआ कपड़ा
निश्चित ताप पर सुखाना और उसके बाद की क्रियाएँ आदि&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सभी स्वचालित यंत्रों से होती हैं। किसी
को हाथ तक लगाने की आवश्यकता नहीं होती। चालक और विशेषज्ञ मशीन की गति और रंग&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पेस्ट आदि का आवश्यक
नियंत्रण और सामंजस्य बनाए रखते हैं।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;हाथ के काम में चार आदमियों द्वारा&lt;/span&gt;, 60 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;गज की मेज पर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आठ घंटे में लगभग &lt;/span&gt;400 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;गज कपड़ा और मशीन
द्वारा लगभग &lt;/span&gt;600 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;गज कपड़ा छापा जा सकता है।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बेलन छपाई विधि या सिलिंडर प्रिंटिंग &lt;/span&gt;Roller or Cylinder
Printing&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;यह आजकल की छींट की छपाई का आधुनिकतम और पूर्ण सफल साधन है। इस यंत्र
का आविष्कार &lt;/span&gt;1785 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ई. के लगभग एक अंग्रेज सज्जन&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बेल&lt;/span&gt;, Bell &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ने किया&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;यद्यपि इससे पूर्व फ्रांस और अन्य देशों
में भी इसका स्वरूप सोच लिया गया था और संभवत: कुछ प्रयोग इसपर हुए भी थे&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तथापि सफलता का
श्रेय बेल को ही प्राप्त हुआ। इस यंत्र में वे सभी आवश्यक अंग हैं जो छपाई के लिए
अनिवार्य होते हैं। इसमें मेज की जगह सिलिंडर और ठप्पों की गद्दियों के स्थान पर
रंग थाली &lt;/span&gt;colour furnisher &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;और लकड़ी के ठप्पों के बजाय ताँबे के बेलन &lt;/span&gt;copper
rollers &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;होते
हैं।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;लोहे के सिलिंडर पर लचीलापन लाने के लिए एक ऊनी फलालेन &lt;/span&gt;woollen
flannel, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या फलालेन
के अभाव में धुली हुई दोसूती&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;लपेटकर एक ऊनी कंबल लगाया जाता है। इसके दोनों
सिरे मिलाकर सी दिए जाते हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिससे इसमें सिरा नहीं होता और लगभग &lt;/span&gt;40 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;गज लंबा होता है।
उसके ऊपर धुली कोरी मारकीन &lt;/span&gt;back grey &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;होती है। इस सब की चौड़ाई बेलन के बराबर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;परंतु बैक ग्रे छपनेवाले
कपड़े से कुछ बड़ा होता है। सबसे ऊपर छपनेवाला कपड़ा होता है। ताँबे के बेलन&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिनपर अभिकल्प &lt;/span&gt;design
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बने होते हैं&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सिलिंडर को दबाते
हुए कपड़े के साथ घूमते हैं और रंगथाली में फिरते हुए बेलन से रंग मिलता है। तब
उसकी दबी हुई&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जगहों में रंग भर जाता है और बेलन में सभी जगह रंलग जाता है। कपड़े के
पहले बेलन पर एक पैनी छुरी &lt;/span&gt;Doctor Knife &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;लगी होती है। यह अनावश्यक रंग को निकाल कर चिकने
धरातल को बिलकुल साफ कर देती है। दबाव पड़ने पर कपड़ा दबी जगहों में स्थित रंग को
लेकर छपाई की क्रिया पूर्ण करता है। कपड़े पर लगे तागे आदि छपाई बेलन पर लग जाते
हैं। उनको निकालने के लिए दूसरी ओर कुंद छुरी &lt;/span&gt;Lint Doctor &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;होती है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;मशीन से निकालकर कपड़ा सुखाया जाता है। यह क्रिया गरम किए हुए कमरे
में&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या भाव
से गरम किए हुए सुखानेवाले यंत्र &lt;/span&gt;Drying Machine &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;के सिलिंडरों &lt;/span&gt;cylinders &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पर की जाती है। गरम
नलियों &lt;/span&gt;hot tubes &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;के संपर्क से इसी प्रकार बैक ग्रे भी सुखाया जाता है। चलते चलते कड़ा
हो जाने पर इसे धोकर साफ कर लिया जाता है। कंबल के स्थान पर मैकिनटॉश &lt;/span&gt;mackintosh
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;का भी उपयोग किया
जाता है। यह रबर लगा हुआ कपड़ा होता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो पानी से नहीं भीगता और जिसपर दाहक सोडा जैसे
खारे पदार्थों का प्रभाव भी कम पड़ता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जबकि कंबल बैक ग्रे से रक्षित रहने पर भी खराब हो
जाता और कम दिन चलता है। कपड़े पर लगे रंग में कमी तथा उसका विकास एक विशेष प्रकार
प्रकर के कमरे में किया जाता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिसमें भाप भरी होती है। इसे भाप कमरा &lt;/span&gt;Ager
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कहते हैं। इसमें
लोहे की लगभग आधी इंच मोटी दीवार चारों ओर होती है। कमरे की तली में भाप नलिकाएँ
होती है। कुछ छिद्र सहित और कुछ छिद्र रहित। जब सूखी भाप की आवश्यकता होती है&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जब छिद्र रहित को और
जब गोली भाप की जरूरत होती है तब छिद्रित नलिकाओं को खेला जाता है। इनसे ताप &lt;/span&gt;100
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;डिग्री सें. के निकट
तक ही प्राप्त किया जा सकता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;परंतु कभी कभी &lt;/span&gt;105 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;डिग्री सें.&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या इससे भी अधिक&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ताप वांछित होता है। इसलिए आजकल ऐसे कमरे
के बाहर भी छोटे छोटे&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;मोटे लोहे की चादर के संदूक की तरह भापकक्ष &lt;/span&gt;Steam Chest &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;लगा दिए जाते हैं।
इनमें भाप भारी दबाव में रहने से ऊपर की छत और दीवारें आवश्यकतानुसार अधिक गरम की
जा सकती हैं। कपड़ा कमरे के अंदर ताँबे के फिरते हुए बेलनों पर चलता है और तीन
मिनट से &lt;/span&gt;10 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;मिनट तक उसके अंदर रखा जाता है। छपा हुआ कपड़ा चाहे हाथ ठप्पों का हो&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;चाहे स्टेंसिल&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;स्क्रीन या रोलर
मशीन का&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सभी इन
बेलनों पर चलाकर विकसित किए जा सकते हैं।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ऊपर के कमरे से निकालकर कपड़े को धुलाई मशीन &lt;/span&gt;Soaper &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पर ले जाया जाता है।
इसमें चार&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पाँच या छ: कक्ष &lt;/span&gt;compartments &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;होते हैं। आगे एक छोटा कक्ष अविकारी इस्पात &lt;/span&gt;stainless
steel &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;का होता
है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिसमें
अम्ल आदि आवश्यकतानुसार लिए जाते हैं। शेष कक्षों में केवल पानी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;गरम पानी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वाई सल्फाइट ऑव सोडा&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;साबुन का पानी&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या अन्य मसालों का
विलयन लिया जाता है। सुविधा और उपयुक्त रंगों के अनुसार विशेषज्ञ इनको अपने अपने
रुचिपूर्वक काम में लाते हैं। अंत में शुद्ध पानी से धोकर कपड़ा सुखाया जाता है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ऊपर बताया गया है कि ताँबे के बेलनों पर अभिकल्प खोदकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इनसे छपाई की जाती
है। इनपर खोदाई की क्रिया तीन प्रकार से की जाती है। एक तो हाथ से छेनी हथौड़ी
द्वारा&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;दूसरे
डाई &lt;/span&gt;die &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;और मिल &lt;/span&gt;mill
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;की सहायता से&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तीसरे पैंटोग्राफ &lt;/span&gt;pantograph
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;और फोटोज़िंको
पद्धति &lt;/span&gt;photo zinco process &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;से बेलन पर चित्र बनाकर नाइट्रिक अम्ल से कटाई &lt;/span&gt;itching
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;की जाती है। बेलन पर
खोदाई से अभिकल्प चिह्न अंदर की ओर &lt;/span&gt;intagtio &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;में होते हैं। अभी डाई-मिल &lt;/span&gt;die-mill
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;का चलन अधिक है&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पर पैंटोग्राफ प्रथा
का विकास उत्तरोत्तर हो रहा है। प्रत्येक रंग के लिए एक बेलन लिया जाता है। इस
प्रकार चार रंग कपड़े पर लगाने के लिये पृथक् पृथक् चार बेलन लेने पड़ते हैं।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रोलर छपाई का उत्पादन अन्य सभी साधनों से अत्यंत अधिक है। इसके चार
रंगों का अभिकल्प आठर घंटे में &lt;/span&gt;20.000 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;गज कपड़ा छाप हो सकता है। अधिक से अधिक &lt;/span&gt;18
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंगों की छपाई में
आठ नौ हजार गज का उत्पादन हो सकता है। अधिक से अधिक &lt;/span&gt;18 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंग तथा छापने की मशीन अभी बनी है। इस
मशीन में प्राय: सूती कपड़ा ही अधिक छापा जाता है और अधिकांश सूती कपड़े की मिलें
इसे लगाए हुए हैं। अन्य जाति के कपड़े भी इसपर उसी प्रकार छापे जा सकते हैं जैसे
सूती कपड़े&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;किंतु छपनेवाले कपड़े का धरातल चिकना ओर समतल एव कपड़े पर पड़नेवाला
खिंचाव यथोचित कम होना चाहिए।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;छपाई की प्रथाएँ (&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;Styles Of Printing&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;)&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;छपाई के आरंभिक काल में साधनगत विभाजन का चलन था&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;परंतु आजकल रंजक और
रंगने में क्रमश: महान विकास हो जने से उन रीतियों को विभाजन का आधार बनाना पड़ता
है जिनके द्वारा छपाई में कपड़े पर रंग खिलता हे&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या रंग स्थापित किया जाता है। रासायनिक
अथवा यांत्रिक क्रियाओं के आधापर इन रीतियों को अलग-अलग वर्गों में रखा जा सकता है&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो प्रत्येक की
भिन्न-भिन्न होती हैं। इन्हीं को छपाई की प्रथाएँ कहते हैं। भाप छपाई &lt;/span&gt;steam
style or direct printing, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंजक छपाई &lt;/span&gt;dyed style &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;और कटाव छपाई &lt;/span&gt;discharge style &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आदि इनके उदाहरण
हैं।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कपड़ों की परम्परागत छपाई की तकनीकों को मुख्यत: चार भागों में बाँट
सकते हैं-&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पहले निश्चित पैटर्न के अनुसार मॉर्डैन्ट की छपाई और उसके बाद
वस्त्रों का रंजन - जहाँ मॉर्डैन्ट लगा होता है केवल वहीं रंग पक। दता है।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पहले से रंगे एवं सुखाये गये वस्त्पर समुचित पैटर्न में विरंजक &lt;/span&gt;bleaching
agent &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;का
प्रयोग करके रंग छुड़ा दिया जाता है।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंग प्रतिरोधक जैसे मोम का प्रयोग तत्पश्चात वस्त्र को रंगना। जहाँ
प्रतिरोधक लगा होता है वहाँ-वहाँ रंग नहीं पकड़ता |&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सीधी छपाई (&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;direct printing)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;i&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;भाप की छपाई &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;(steam style or direct printing)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;यह आजकल की सर्वाधिक छपाई की प्रथा है। इसमें वे ही रंजक प्रयुक्त
होते हैं जो छपनेवाले कपड़े के प्रति सीधी बंधुता &lt;/span&gt;direct affinity &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रखते हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अथवा जो रसायनकों के
संयोग से इस प्रकार की बंधुता उत्पन्न कर सकते हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे अम्लीय और क्रोम रंगस्थापक तथा
समाक्षारीय एल्शियन &lt;/span&gt;Alcian &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;और विलेय कुंड &lt;/span&gt;vat &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंजक ऊनी तथा रेशमी वस्त्र पर&lt;/span&gt;; &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;प्रत्यक्ष &lt;/span&gt;direct,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;समाक्षारीय&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;गंधकी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वैट &lt;/span&gt;vat, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;विलेयकृत वैट रंजक
अथवा वैट रंजकों के लिउको एस्टर्स &lt;/span&gt;leuco esters, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आज़ोइक &lt;/span&gt;Azoic, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिनमें बीटा-नैपथाल &lt;/span&gt;b-Naphthol, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;नैपथाल ए.एस. &lt;/span&gt;Naphthol
AS series, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रैपिडफास्ट
&lt;/span&gt;Rapidfast, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रैपिडोजन &lt;/span&gt;Rapidogen &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तथा पैरिडेज़ॉल &lt;/span&gt;Rapidazol &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;भी संमिलित हैं और एनिलीन काला &lt;/span&gt;Aniline
Black, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;एलिजरिन
क्रोम रंगस्थापक &lt;/span&gt;chrome mordant &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;एवं वे सभी वानस्पतिक रंग जो रंगस्थापक द्वारा
कपड़े पर चढ़ाए जाते हैं सूती कपड़े या समान गुणवाले रेयन के लिए उचित हैं।
रंगस्थापक वह रासायनिक पदार्थ है जो रेशे और रंग दोनों के प्रति बंधुता रखता है।
जब वह स्वयं कपड़े पर स्थापित हो जाता है तब रंग को भी चढ़ा लेता है। इस वर्ग के
रंगों में प्राय: कपड़े के प्रति सीधी बंधुता नहीं होती। रंगस्थापक और समाक्षारीय
रंजक यद्यपि सूती रेशे पर सीधे नहीं चढ़ते&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तथापि इनको इस प्रथा में सम्मिलित किया
गया है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;क्योंकि
इन रंगों को कुछ ऐसे रसायनकों के साथ छापा जाता है जिनका रंगस्थापक पहले निष्क्रिय
रहता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पर भाप
लगने पर सक्रिय होकर रंगस्थापक और रंजक दोनों एक साथ रेशे पर चढ़ जाते हैं। इस
प्रथा में प्रयुक्त रंजकों का योग &lt;/span&gt;recipe &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;भी विभिन्न वर्ग के रंजकों के अनुसार पृथक पृथक्
होता है। उदाहरण के लिए&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;प्रत्यक्ष &lt;/span&gt;direct &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंजकों के साथ सोडा फॉस्फेट &lt;/span&gt;sodaphosphate
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कुंड रंजकों के साथ
अवकरणीय पदार्थ&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे सोडियम सल्फॉक्जिलेट फामैंल्डिहाइड &lt;/span&gt;Sodium sulphoxylate
formaldehyde, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या
आई.सी.आई. निर्मित फॉर्मोसल &lt;/span&gt;Formosul &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;और क्षार &lt;/span&gt;alkali &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे पोटासियम कार्बोनेट&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंग को सक्रिय रूप
देने के लिए लेना अनिवार्य है। इसी प्रकर माड़ी के अतिरिक्त अन्य रंजकों के साथ भी
उचित रसायनकों का होना नितांत आवश्यक है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इस प्रथा में भाप का महत्व प्रमुख है। आज़ोइक &lt;/span&gt;azoic &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंजकों को छोड़कर
शेष अन्य रंजकों के साथ भाप देना अनिवार्य है। आज़ोइक के रैपिडेज़ाल को भी भाप
देकर विकसित किया जाता है। रैपिडोजेन &lt;/span&gt;Rapidogen &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंजकों को अम्लीय भाप &lt;/span&gt;steaming in
acid fumes &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;से
उपचारित करते हैं। रैपिडफास्ट &lt;/span&gt;rapid fast &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंजकों को छपाई के पीछे कपड़े को दो-तीन दिन हवा
में लटकाकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अथवा भाप देकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या उबलते तनु कार्बनिक अम्ल के विलयन में चलाकर&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उभाड़ा जा सकता है।
रंजक और उसके आनुषंगिक रसायक माड़ी &lt;/span&gt;thickening agents &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;में मिलाकर कपड़े पर हाथ ठप्पे&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;स्क्रीन&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;स्टेंसिल या रोलर
पिं्रटिग यंत्र से छाप दिए जाते हैं। पीछे कपड़े को सुखाकर घरेलू वाष्पयंत्र &lt;/span&gt;Cottage
Steamer &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;में एक
घंटे और गतिवान् पक्वित्र &lt;/span&gt;Rapid Ager &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;में तीन से लेकर सात मिनट तक भाप दी जाती है। इस
प्रकार कपड़े पर रंग चढ़ाकर फिर उससे लिपटा हुआ &lt;/span&gt;unfixed colour &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंजक सबुनिया &lt;/span&gt;soaping
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कर निकाल दिया जाता
है। परंतु कभी-कभी इससे पहले कुंड रंजकों में आक्सीकरण अथवा बेसिक रंगों में
स्थिरीकरण क्रिया &lt;/span&gt;fixing, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कर लेना आवश्यक है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अन्यथा रंग फीका आएगा और पक्का भी नहीं
रहेगा। रंजक वर्ग के अनुसार ही रंग पक्का अथवा कच्चा होता है। पक्के और कच्चे रंग
के अनुसार ही छपाई का व्यय भी कम या अधिक होता है।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;i&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;छपाई की रँगाई प्रथा
(&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;dyed style&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;)&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;यह अपने देश की प्राचीनतम छपाई प्रथा है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो कुछ समय पूर्व संसार के अनेक देशों में
व्यापक रूप से प्रचलित थी। आज भी &quot;रामनामी&quot; वस्त्र की छपाई मथुरा ओर
उसके आसपास के जिलों में इसी विधि से होती है। छपाई के पहले कपड़े पर रंगस्थापक
लगाना पड़ता है। रंगस्थापक को उचित रसायनकों से क्रियान्वित करके&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कपड़े पर स्थापित
करने के बाद उसकी धुलाई की जाती है। तदनंतर गीली दशा में ही रँगाईपात्र में उचित
योगों के साथ वांछित रंग दिया जाता है। रंगस्थापक अभिकल्प के अनुसार लगाया जाता है&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अत: रंग
रंगस्थापकस्थित अभिकल्पों पर ही चढ़ता है। इस प्रकार चार रंग के अभिकल्प के लिए
चार रंगस्थापक लगाने पड़ेंगे। इनका लेप रंगरहित होता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इसलिए नील का प्रयोग प्रदर्शक &lt;/span&gt;sighting
agent &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;के रूप
में किया जाता है। रंगस्थापक अनेक होते हैं और लगभग उन सबसे एक ही रंजक के अलग रंग
प्राप्त होते हैं। किन्हीं दो को मिलाकर रंग में परिवर्तन भी किया जा सकता है&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;क्योंकि रंग
रंगस्थापक के अनुसार ही होता है और मिलाने पर एक का वर्ण दूसरे से प्रभावित हो
जाता है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वानस्पतिक रंजकों में &quot;मंजीठ&quot; &lt;/span&gt;madder &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;और &quot;आल&quot; का उपयोग इस छपाई में
विशेष होता था। आजकल मंजीठ के स्थान पर सांश्लेषिक एलिज़रिन काम में लाई जाती है।
इन रंजकों के संपर्क में फिटकरी लाल&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सोडियम बाईक्रोमेट और स्टैनस क्लोराइड नारँगी तथा
हराकसीस बैंगनी और काला वर्ण देता है। फिटकरी और हराकसीस को मिलाकर उन्नाबी &lt;/span&gt;maroon
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंगत से लेकर कसीस
को बढ़ाने से चॉकलेट &lt;/span&gt;chocolate &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंग तक प्राप्त किया जा सकता है। आजकल एलिज़रिन
का ही व्यापक उपयोग होता है। मंजीठ का चलन तो बिलकुल ही उठ गया है। रंगस्थापक छपाई
के पश्चात् रंगाई करके&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;साबुन से भली प्रकार धोकर तब कपड़े को सुखाया जाता है। ये रंग प्रकाश
और धुलाई आदि के लिए अच्छे पक्के होते हैं। इनमें चमक भी अच्छी होती है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;परंतु प्रयुक्त
रसायनकों में अपद्रव्य न होना चाहिए। इस प्रथा में कठोर पानी का उपयोग कुछ विशेष
क्रियाओं के लिए लाभकारी है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;किंतु साधारण अन्य प्रथाओं में हानिकारक है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो रंग रंगस्थापक की सहायता से चढ़ाए जाते हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वे सभी इस प्रथा से छापे जा सकते हैं। इस
प्रकार समाक्षारीय रंजक भी इसके लिए उपयुक्त हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;परंतु साधारणतया प्रकाश और धुलाई के लिय
कच्चे होने से इनका चलन स्वतंत्र रंगत में अधिक नहीं है। क्रोम रंगस्थापक रंजक भी
उपर्युक्त सिद्धांत के अनुसार उचित हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;परंतु इनमें सभी आभा के रंग उपलब्ध होने से इनको
प्राय: सीधी &lt;/span&gt;direct &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;छपाई द्वारा ही काम में लाया जाता है। ऊनी या रेश्मी वस्त्रों की छपाई
में अन्य योगों के साथ क्रोम ऐसिटेट &lt;/span&gt;chrome acetate &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंग स्थिरीकरण के लिए उपयोग में आता है।
अम्लीय माध्यम होना आवश्यक है।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;i&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कटाव प्रथा (&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;Discharge Style of Printing&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;)&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इस छपाई में पहले कपड़े को किसी रंग में रंगना होता है। रंगाई वैसे ही
की जाती है जैसे वस्तु रंगाई कला में प्रचलित है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अर्थात् रंग घुलाकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंजक जाति के अनुसार
उचित योगों को लेकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंगपात्र में चलाना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पकाना आदि। पूर्ण रँगाई क्रिया के पश्चात्&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कपड़े पर अभिकल्प के
अनुसार कटाव कारक &lt;/span&gt;discharging or cutting agent &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;लगाया जाता है। सुखाई करके भाप दी जाती है&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;घरेलू भापयंत्र में
एक घंटा और गतिवान् पक्वित्र में तीन से &lt;/span&gt;10 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;मिनट तक समय दिया जाता है। इसी बीच कटाव
की क्रिया संपन्न होता है। उसके बाद माल को बाहर निकालकर हवा में सुखाया जाता है
और आक्सीकरण आदि क्रियाएँ की जाती हैं। अंत में साबुन से धोकर कपड़े को अच्छी तरह
साफ कर दिया जाता है। कपड़ा रंगीन होता है। यदि केवल कटाव का योग ही लगाया जाएगा&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तो कपड़े की रंगीन
पृष्ठभूमि पर श्वेत अभिकल्प होंगे&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो गोल बूँदों के या अलंकार के रूप में
दृष्टिगोचर होंगे। इसे श्वेत कटाव कहा जाएगा। यह बात ध्यान में रखनी चाहिए कि केवल
श्वेत चिह्नों में अलंकारिता का विस्तार अत्यंत सीमित हो सकता है। इसलिए रंगीन
पृष्ठभूमि पर कटाव के माध्यम से एक श्वेत और कई एक रंगीन कटाव किए जाते हैं। रंगीन
कटाव के लिए कटावकारक में ऐसे रंजक उचित अनुपात में मिश्रित कर दिए जाते हैं जो
कपड़े के रंग को वाष्पन में काट दें। इन मिश्रित रंगों की अन्य क्रियाएँ&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे रंगउभाड़&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अवकरण एवं आक्सीकरण
आदि वैसी ही होती हैं जैसी उनकी निजी सीधी छपाई में। इन मिश्रित रंजकों में
आभानुसार एक ही वर्ग के कई रंजक&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अथवा कई वर्गों के रंजक&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;लिए जा सकते हैं। किंतु ये केवल ऐसे ही
होने चाहिए जो कटाव कारक से नष्ट न हों&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रेशे से उचित बंधुता रखते हों तथा कटाव कारक में
उनका वर्ण भी परिवर्तित न हो। एक ही रसायनक एक रंजक के लिए घातक और दूसरे के लिए
हितकर हो सकता है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कटाव कारक तीन प्रकार के होते हैं। एक तो आक्सीकारक&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे बाईक्रोमेट&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;नाइट्रेट&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;क्लोरेट&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ब्रोमेट आदि। इनके
प्रभाव को बढ़ाने या उत्प्रेरित करने के लिये आक्सीजन वाहकों एवं उत्प्रेरकों का
प्रयोग किया जाता है। दूसरे कटाव के पदार्थ अवकारक होते हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे स्टेनस
क्लोराइड&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;हाइड्रोसल्फाइट
और सल्फॉक्ज़िलेट-फार्मैल्डिहाइड &lt;/span&gt;Sulphoxylate Formaldehyde &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अथव आई.सी.आई. निर्मित व्यापारिक फार्मोसल
&lt;/span&gt;Formosul &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;या
आई.जी. निर्मित रांगोलाइट सी &lt;/span&gt;Rongolite C &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आदि। इनके प्रभाव को बढ़ाने के लिए ऐंथ्राक्विनोन
लेप &lt;/span&gt;Anthraquinone paste &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;और ल्यूकोट्राप डब्ल्यू &lt;/span&gt;Leucotrope W &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;को कटाव कारक में
मिलाना पड़ता है। तीसरे प्रकार के कटाव पदार्थ अम्ल होते हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो प्राय: खनिज
रंगों की ही कटाई में काम आते हैं। ये रासायनिक पदार्थ अलग रंगजाति के कटाव के लिए
लगभग निश्चित से हो गए हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;यद्यपि इनका उपयोग दूसरे समकक्ष रंजकों में भी
किया जा सकता है। इन पदार्थो का चुनाव इस प्रकार करना चाहिए कि ये मिश्रित रंग के
मूल रसायनकों का विरोध न करें&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे आज़ोइक रंजकों के पृष्ठभूमि कटाव में
पोटासियम कार्बोनेट&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;दाहक सोडा&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;हाइड्रोसल्फाइट और फॉर्मोसल आदि लिए जाते हैं। इन्हीं पदार्थों को
कुंड रंजकों के मूल लेप में&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उनकी प्रत्यक्ष छपाई में अथवा उनकी रंगाईं में
उपयोग में लाया जाता है। अब कुंड रंजकों को इन कटाव के पदार्थों में मिलाकर आज़ोइक
रंजकों के तल &lt;/span&gt;ground &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;की निर्विघ्न कटाई की जा सकती है। इनमें से कोई भी पदार्थ कुंड रंजक
के वस्त्पर चढ़ने में हानिकारक न होकर पूरक होगा। यदि कुंडरंजक के अतिरिक्त सरल
रंजकों &lt;/span&gt;diret colours &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;को रंग कटाव के लिय लिया जाय&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तो अनुचित होगा&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;क्योंकि सरल रंजक इन पदार्थों में स्वयं
कटकर रंगहीन हो जायँगे। सरल रंजकों में केवल पीला रंग ही ऐसा होता है जो इन योगों
से नहीं कटता। उसे पीले कटाव में आज़ोइक के तल पर लिया जा सकता है। नील तथा अन्य
कुंडरंजकों की तल कटाई के लिए आक्सीकारक पदार्थ उपयुक्त होते हैं। परंतु जिन
रंजकों में ऐंथ्राक्विनोन लेप आदि उत्प्रेरक मिले हों उन्हें अवकारक पदार्थों से
भी काटा जा सकता है। सरल रंजकों के तल को भी आज़ोइक रजकों की भाँति ही काटा जा
सकता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;परंतु
योगों की मात्रा और भाप का समय कम होना चाहिए।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;प्रतिरोध छपाई (&lt;/span&gt;Resist&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt; printing)&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कटाव में कपड़े को रंगकर तब उसका रंग काटा जाता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;किंतु प्रतिरोध
प्रथा में कपड़े पर प्रतिरोधी &lt;/span&gt;resisting agent &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पहले ही लगा लिया जाता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तब सुखाने के बाद
रँगाई की जाती है। प्रतिरोधी लगे स्थलों पर रंग नहीं चढ़ता शेष सब कपड़ा भली
प्रकार रँग जाता है। प्रतिरोधी में रंग मिलाकर चित्रित किया जाए&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तत्पश्चात् रँगाई की
जाए&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तो
रंगीन प्रतिरोधन प्राप्त होगा। ये प्रतिरोधन दो प्रकार के होते हैं- एक तो
यांत्रिक&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो
अपरिवर्तित भौतिक रूप से बिना किसी परिवर्तन के काम करते हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे मोम&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रेजिन&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;चीनी मिट्टी&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिंक ऑक्साइड&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;चर्बी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सीस&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बेरिय सल्फेट आदि।
वातिक और बंधनी की छपाई इसी श्रेणी में आती है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;परंतु इन पदार्थों को रासायनिक
प्रतिरोधकों के साथ भी मिलाते हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिससे सक्रिय रंजक तत्व कपड़े तक न पहुँच सकें।
दूसरे रासायनिक द्रव्य&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो क्रियाकलाप के बीच ऐसी दशा उत्पन्न कर देते हैं कि रँगाई के समय
योग लगे स्थलों पर कपड़ा रंग नहीं पकड़ता&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तथा बिलकुल श्वेत रहता है। रासायनिक प्रतिरोधी
चार प्रकार के होते हैं: &lt;/span&gt;1 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अवकारक&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे सोडियम या पोटाशियम सल्फाइट&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सोडियम या पोटशियम
बाइसल्फाइट&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;स्टैनस क्लोराइड&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;हाइड्रोसल्फाइट और फार्मोसल आदि&lt;/span&gt;, 2 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आक्सीकारक&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे तूतिया&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ऐमोनियम क्लोरेट&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सोडा बाईक्रोमेट&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सोडियम क्लोरेट&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ऐमोनियम वैनेडेट आदि&lt;/span&gt;,
3 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;क्षार&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे दाहक सोडा&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ऐश और पोटासियम
कार्बोनेट आदि&lt;/span&gt;, 4 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अम्ल जैसे साइट्रिक&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;टैनिक&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;टार्टरिक और काक्ज़ैलिक अम्ल आदि। इनके अतिरिक्त
कुछ ऐसे धातुलवण भी होते हैं जो भाप में विघटित होकर अम्ल देते हैं। इन्हें भी
लिया जा सकता है। प्रतिरोधियों को लगाकर सुखाना चाहिए। यदि प्रतिरोधी श्वेत &lt;/span&gt;white
resist &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;है&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तो कपड़े को सुखाकर
पैडिंग &lt;/span&gt;padding &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;द्वारा इस प्रकार रंगते हैं कि कपड़ा केवल दोनों बेलनों के बीच से
जाता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कक्ष से
नहीं और नीचेवाले रोलर पर एक कपड़ा लपेट दिया जाता है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ऐनिलीन &lt;/span&gt;Aniline &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वाले माल को भाप सेवन &lt;/span&gt;ageing &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कराकर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;साधारण आक्सीकरण के
बाद पानी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;साबुन
आदि से स्वच्छ किया जाता है। जब प्रतिरोधी में वैट रंग मिला हो&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तब छपाई के बाद उसे
भाप देकर स्थायी कर लेना चाहिए। तत्पश्चात् यदि तल ऐनिलीन के काले रंग का हो&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तो उसके अनुसार
रँगाई पात्र में योगों के साथ पैडिंग आदि करके अन्य क्रियाएँ करनी पड़ती हैं। इसी
प्रकार अन्य रंगों की श्वेत अथवा रंगीन प्रतिरोध छपाई की जाती है। प्रतिरोधी का
उपयोग रंजक वर्ग और उसके गुणधर्मानुसार किया जाता है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;यांत्रिक प्रतिरोधियों का उपयोग स्वतंत्र रूप से बंधनी &lt;/span&gt;tie-dyeing
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;और बातिक &lt;/span&gt;batik
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;की छपाई में होता
है। बँधनी में कपड़े का केवल पतली डोरी से अभिकल्प के अनुसार बाँधकर रँगाई की जाती
है। कई रंग लगाने के लिए यह क्रिया कई बार में पूरी की जाती है। जब रँगाई ठंडे में
करनी हो तब रस्सी में मोम लगाकर उसे भी जलसह बना लिया जाता है। उचित रँगाई के
योगों के साथ रंगाई की जाती है। इस प्रथा का उपयोग जयपुर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जोधपुर आदि राजस्थानी नगरों में अब भी
अधिक पाया जाता है। प्रसिद्ध जयपुरी साफा इसी रीति से रंगा जाता है।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;i&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बातिक &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;Batik&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अनुमानत: यह संस्कृत शब्द &quot;वार्तिक&quot; से बना है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिसका अर्थ बत्ती
होता है। इस क्रिया में प्रयुक्त मोमबत्ती के आधापर इसका यह नाम पड़ा है। मोम
लगाकर कपड़े को बत्ती की भॉति लपेट कर रंगाई के लिए झुर्रियाँ &lt;/span&gt;cracks &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;डाली जाती हैं।
संभवत: प्रारंभ में यह कला दक्षिण भारत के समुद्री तटों पर प्रचलित थी। वहीं से पूर्वी
देशों - जावा&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सुमात्रा की ओर जाकर उन देशों की मुख्य छपाई कला हो गई। अब इसका
प्रचार हमारे देश में नहीं है। शांतिनिकेतन के कुछ कलाकार कला के रूप में इसे
प्रदर्शित करते हैं। व्यापारिक वस्त्र छपकर जावा में ही तैयार होता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;भारत में नहीं। इस
प्रथा से छपा हुआ कपड़ा बड़ा आकर्षक&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सुंदर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उसकी अलंकारिता अत्यंत जटिल&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;विचित्और अनेक रंगों
से युक्त होती है। इसकी छपाई में अधिक समय और अनुभव एवं कार्यदक्षता की विशेष
आवश्यकता होती है। जावा और अन्य पूर्वी देशों में इस प्रकार के कपड़े उत्सवों और
विशेष अवसरों पर पहनने का चलन है। &lt;/span&gt;17&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वीं&lt;/span&gt;, 18&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वीं और &lt;/span&gt;19&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वीं शताब्दी में इसका विकास अधिक हुआ तथा यह चीन&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जापान&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इंडोचीन और पश्चिम
में हालैंड&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जर्मनी एवं फ्रांस तक में फैल गया था। अंत में बेलन छपाई के सामने यह
कला टिक न सकी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;विशेषकर पश्चिम में और अब केवल जावा इसका केंद्र रह गया है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बातिक की छपाई तकनीक में जावा ने इस समय उतनी ही दक्षता प्राप्त कर ली
है जितनी अन्य देशें ने अन्य छपाई प्रथाओं में। यद्यपि सिद्धांत की दृष्टि से कटाव
प्रथा का कुछ अनुकरण कर क्रिया को विस्तृत करने और अलंकारिता में विशेषता लाने का
प्रयत्न किया गया है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;फिर भी अब तक बातिक छपाई का कार्य प्रतिरोधन प्रथा की सीमा के भीतर ही
होता है। रंग को कपड़े पर पहुँचने से रोकने के लिए मोम&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;राल और चावल&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;मैदा या स्टार्च की माड़ी का उपयोग किया
जाता है। ये पदार्थ ठंडे होकर जमते और प्रतिरोधो का कार्य करते हैं। इन्हें नाना
प्रकार से कपड़े पर लगाया जाता है। हाथ से लगाने में अलंकारिता न्यून श्रेणी की
होती है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अत:
विभिन्न प्रकार के उपकरणों का विकास किया गया है। इनमें से विशेष उल्लेखनीय एक
छोटा ताँबे का लोटा है जिसमें कई पतली टेढ़ी टोंटियाँ &lt;/span&gt;spouts &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;होती हैं। इससे
कपड़े पर मोम द्वारा बहुत बारीकी से चित्रांकन किया जा सकता है। कोई कोई कूँची &lt;/span&gt;brush
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;से भी काम लेते हैं।
कभी कभी कपड़े पर मोम लगाकर सुई की नोक से छिद्र बनाते हुए चित्रित किया जाता है।
विभिन्न प्रकार की स्टेंसिलों की सहायता से भी चित्र बनाए जाते हैं। आजकल लकड़ी के
ठप्पों में ताँबे की पत्तियाँ &lt;/span&gt;strips &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;लगाकर उत्पादन बढ़ाने का प्रयास सफल हुआ है। इन
उपकरणों को रंगाई क्रिया का प्रारंभिक साधन कहा जा सकता है। परंतु रँगाई चूँकि कई
बार में पूरी की जाती है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अत: इनका उपयोग बार बार होती है। कभी-कभी एक बार
रँग लेने के बाद उस जगह कूँची से भी मोम भरी जाती है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ताकि वहाँ रंग न पहुँच सके। तब रँगाई की
क्रिया भी दुहराई जाती है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;प्राचीन काल में रँगाई के लिए केवल वानस्पतिक रंग ही उपलब्ध थे। मोम
घुले नहीं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इस विचार से इस छपाई प्रथा में रँगाई ठंडे में की जाती थी। नील की
अनेक जातियाँ तथा मंजीठ आदि इसी प्रकार काम में लाए जाते थे। मोम आदि से अलंकारिता
के पश्चातृ रंगाई की रीति वही होती है जो साधारण कपड़ा रँगाई में व्यवहृत होती है।
लाल की रँगाई में तेल लगाना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रंगस्थापक&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उसको स्थायी करना आदि क्रियाएँ यथावत्
करके तब मोम से अलंकारिता की जाती थी और उसके बार रँगाई होती थी। स्वतंत्र रूप से
या कई वनस्पतियों के मिश्रण से बहुरंगी आभाएँ बनाई जाती थीं। फिर भी ये रंगतें आभा
में सीमित थीं। आजकल सांश्लेषिक नील और एलिजरिन का उपयोग अधिक किया जाता है। इनके
अतिरिक्त अब अन्य उपयुक्त सांश्लेषिक रंजकों&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे आज़ोइक आदि को भी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इस छपाई की रँगाई
में काम में लाया जाने लगा है। अधिकांश वानस्पतिक रंग प्रकाश और धुलाई में कच्चे
होते है। इस कारण से भी नवीन रंगों को अधिक अपनाया गया है। इनकी रंगाई क्रियाएँ भी
अधिक सुविधाजनक होती है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बातिक कटाव में पोटासियम परमैंगनेट की रीति का अधिक अनुसरण किया जाता
है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अर्थात्
कपड़े को नील में रँगकर धोने सुखाने के बाद अभिकल्प के अनुसार मोम लगाया जाता है।
तत्पश्चात् आक्सीकारक कटाव करके हाइड्रोसल्फाइट ऑव् सोडा के तनु विलयन में चलाया
जाता और धुलाई और धुलाई आदि की जाती है। जिन स्थलों में मोम लगा रहता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वहाँ का कपड़ा नीला
रहता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;शेष
श्वेत।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;प्रारंभ में यह छपाई प्रथा बड़े घरों में समय काटने का साधन थी&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बाद में&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;विशेषकर जावा में&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;घरेलू धंधों के रूप
में इसका प्रचलन बड़ी मात्रा में होने लगा और आज भी वहाँ जनसंख्या के एक बड़े भाग
के जीविकोपार्जन का यह मुख्य साधन है।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: Mangal, serif; line-height: 115%;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;धातु छपाई प्रथा (metallic printing)&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जरी की बुनाई में सोने-चाँदी के तारों का उपयोग किया जाता है। ऐसे
वस्त्रों का मूल्य साधारण मनुष्य की क्रयशक्ति के परे होता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अत: छपाई द्वारा इस
कमी की पूर्ति करने का प्रयास छीपों ने किया है। इसमें धातुचूर्ण को काम में लाया
जाता है। ये चूर्ण सोना&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;चाँदी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बनावटी सोना और ऐल्यूमीनियम आदि चमकदार धातुओं के
होते हैं। इनका कपड़े पर चिपकाने के लिए कुछ आर्सजकों का उपयोग किया जाता है&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे लिथाफोन &lt;/span&gt;Lithophone,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;प्राकृतिक प्रकाश
संश्लेषिक राल&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रोगन&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;असली का उबाला तेल&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;वार्निश &lt;/span&gt;Lacquer &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आदि। कपड़े की यथोचित रँगाई करके&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;सुखाने के बाद या
पीतल के ठप्पों से आर्सजकों का अपेक्षित अभिकल्प लगाया जाता है उसके ऊपर पतले
कपड़े की पोटली में बाँधकर धातुचूर्ण को धीरे-धीरे छिटकाया जाता है। इस प्रकार
आसंजक पर धातुचूर्ण लगाकर कपड़े को दो तीन दिन धूप तथा छाया में लटकाने से आसंजक
सूख जाता है और चूर्ण स्थायी होकर पक्का हो जाता है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आजकल उपर्युक्त आसंजकों के बदले ऐसे पदार्थ लिये जाते हैं जिनसे कपड़े
पर सांश्लेषिक रेज़िबन जाती है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे फीनॉल और फार्मैल्डिहाइड सोडियम ऐसीटेट के
साथ। इनके प्रभाव को अधिक स्थायी बनाने के लिए इनमें थोड़ी सी सेरिकोज़ &lt;/span&gt;Sericose,
a cetyle cellulose compound &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;भी मिला दिया जाता है। भाप देने पर इस प्रकार जो अविलेय रेजिन बनता है
उसमें साबुन की धुलाई के लिए धातुचूर्ण बहुत पक्के स्थापित हो जाते हैं।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;आजकल उपर्युक्त सिद्धांत के आधापर ही फ्लॉक &lt;/span&gt;Flock &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;छपाई का आविष्कार
हुआ है। इसमें धातुचूर्ण के स्थान पर रूई&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ऊन&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रेशम और रेयन के एक या दो मिलीमीटर लंबे&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अथवा आवश्यकतानुसार
छोटे एवं बड़े टुकड़े&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;काटकर कपड़े पर चिपकाए जाते हैं। पोटली या अन्य साधन के द्वारा रेश
चूर्ण को छिटककर पारदर्शी वस्त्रभूमि&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे ऑरगैंडी या नाइलॉन पर&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;इसकी छपाई बहुत
सुंदर और आकर्षक होती है। मशीन के द्वारा कपड़े के साथ &lt;/span&gt;90 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;डिग्री का कोण बनाते हुए रेशें एवं बड़े
टुकड़ों को खड़ा लगाने का चलन भी हो गया है। ऐसे कपड़े को पाइल फैब्रिक &lt;/span&gt;pile
fabric &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;कहते
हैं। यह देखने में वैसा ही होता है जैसे गलीचे का कपड़ा। जिस मशीन के द्वारा इनको
कपड़े पर लगाया जाता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उसमें चुंबकीय आकर्षण होता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिसके संपर्क में
आनेवाला रेशासमूह कपड़े में खड़ा लग जाता और आसंजक पदार्थ की वहाँ पूर्वस्थिति
होने से&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उसी में
खड़ा स्थिर होकर पक्का हो जाता है। इस कला में प्रयुक्त आसंजक आधुनिक होते हैं और
ये साबुन की धुलाई के लिए तो पक्के होते ही हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;प्राय: उनमें से अधिकांश शुष्क धुलाई के
लिए भी पक्के होते हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रेशे&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रेशों के टुकड़े या चूर्ण&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;श्वेत अथवा रंगीन काम में लाए जाते हैं। चमड़े के
चूर्ण को भी इसी प्रकार चिपकाकर नाना प्रकार की सुंदर एवं आकर्षक वस्तुएँ
व्यापारिक स्तर पर बनाई जाती है। ऐल्यूमीनियम के चूर्ण को इसी पद्धति से छापकर आग
बुझानेवाले कर्मचारियों के बहुमूल्य कपड़े बनाए जाते हैं।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;छपाई की जिन पद्धतियों का ऊपर वर्णन किया गया है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उत्पादन और
व्यापारिक दृष्टि से वे ही महत्वपूर्ण हैं। इनके अतिरिक्त कुछ और पद्धतियाँ भी हैं&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो कार्यविशेष के
लिए ही निश्चित हैं और जिनका चलन उद्योग में सीमित है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जैसे उभाड़ प्रथा &lt;/span&gt;Raised style &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो रसायनकों के
अवक्षेपन द्वारा होती है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;क्रीपान प्रथा &lt;/span&gt;Crepon or crimp style &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो दाहक सोडा के
मर्सरीकरण शक्ति के सांद्रण से प्राप्त होती है और धारी की छपाई &lt;/span&gt;printing
of linings &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जो
ब्रोकेड ऐसे कपड़ों के लिए भी प्रचलित है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;परंतु अधिक नहीं।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;रसायनकों की विभिन्नता और प्रथागत क्रियाकलाप से ही छपाई का इतना
विकास हुआ है। कपड़ों की छपाई में वांछित उत्पादन की दृष्टि से इनमें से प्रत्येक
का अपना अपना निजी महत्व है और उत्पादक उसी प्रथा का अनुसरण करते हैं जिसके द्वारा
निर्मित कपड़े की माँग अधिक होती है। यंत्रों और उपकरणों आदि का प्रबंध भी उसी के
अनुसार किया जाता है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;उपर्युक्त प्रथाओं में प्रयुक्त योगों को पकाने और बनाने आदि के लिए
जब उत्पादन बड़ी मात्रा में किया जाता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;तब रंजकमिश्रण पात्र का इसमें उपयोग किया जाता
है। इसमें दो या अधिक कड़ाह होते हैं&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;जिनमें भाप से गरम करने का और पानी से ठंडा करने
का साधन होता है। इनमें योगों को चलाने के लिए विलोडक &lt;/span&gt;stirrer &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;भी लगे होते हैं। ये
पात्र अपनी जगह पर रहते हुए योगों के गिराने के लिए उलटे भी जा सकते हैं। एक बार
में लगभग &lt;/span&gt;1200 &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;पाउंड माड़ी&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अथवा पेस्ट&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बनाया जा सकता है।&lt;/span&gt;&amp;nbsp;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ऊपर बताई हुई प्रथाओं से रेशे के अनुसार उचित रंग और योग लेकर सूती&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ऊनी रेशमी अथवा रेयन
सभी प्रकार के कपड़े छापे जा सकते हैं। दाहक क्षारों का उपयोग ऊनी और रेशमी रेशों
पर वर्जित है। इनका माध्यम सदैव अम्लीय होना अनिवार्य है। अत: पेस्ट बनाते समय इसे
ध्यान में रखना आवश्यक है। छपाई में रंगाई की तरह रंग चढ़ाना मुख्य ध्येय होता है&lt;/span&gt;,
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;अत: योग &lt;/span&gt;recipe
&lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;ऐसा बनाना चाहिए
जिससे निर्दिष्ट रेशे पर अपेक्षित रंग चढ़ जाए। योग में रासायनिक द्रव्यों की
मात्रा कम या अधिक करना विशेषज्ञ के इच्छानुसार हो सकता है। एक रसायनक के अभाव में
अन्य समगुणाधर्मी रसायन द्रव्य लिया जा सकता है&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;परंतु मूल सिद्धांत यह है कि रंग की
विलेयता&lt;/span&gt;, &lt;span lang=&quot;HI&quot; style=&quot;font-family: &amp;quot;Mangal&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; line-height: 115%; mso-ansi-font-size: 11.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;&quot;&gt;बंधुता
और उसके स्थायित्व आदि में अंतर नहीं आना चाहिए।&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://textileclass.blogspot.com/feeds/8686662613676641357/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://textileclass.blogspot.com/2021/01/blog-post.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/8686662613676641357'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/8686662613676641357'/><link rel='alternate' type='text/html' href='http://textileclass.blogspot.com/2021/01/blog-post.html' title='वस्त्रों की छपाई'/><author><name>Prerna</name><uri>http://www.blogger.com/profile/13576179880746729757</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUjxLb8qb_mAGj7Xh-YL4YvXuVTbH-U4N74wMnmZnvM1HSW3XQDh115CTi4zQFPsslV3UPGgWKQ9iOoNbFF9QG3RgV3-pCAD7aT1iLg-MG2Dcy6gsFltJIVPUCiYvByhI/s220/M6dCVcV8_400x400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5869494643922110334.post-5085881661332409258</id><published>2020-12-20T10:22:00.001-08:00</published><updated>2020-12-20T10:22:14.467-08:00</updated><title type='text'>INTRODUCTION TO LOOM | PARTS OF LOOM | CLASSIFICATION OF LOOM</title><content type='html'>&lt;iframe style=&quot;background-image:url(https://i.ytimg.com/vi/YVCYPg4B12M/hqdefault.jpg)&quot; 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color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; text-align: justify;&quot;&gt;SILK FIBRE:&lt;/b&gt;&lt;/p&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; text-align: justify;&quot;&gt;The &quot;&lt;b&gt;&lt;i&gt;silk&lt;/i&gt;&lt;/b&gt;&quot; fibre is still a symbol of luxury. It is a &quot;&lt;b&gt;&lt;i&gt;natural&lt;/i&gt;&lt;/b&gt;&quot; fibre. It is obtained from insects. The silk fibre has excellent fibre characteristics. It shows a very high degree of lustre, soft feel and touch, drape, and elongation property. Since the production of silk fibre requires&amp;nbsp;&lt;b&gt;&lt;i&gt;bulk men power&lt;/i&gt;&lt;/b&gt;, therefore it also helps to generate big&amp;nbsp;&lt;b&gt;&lt;i&gt;employment&lt;/i&gt;&lt;/b&gt;&amp;nbsp;in rural and trivial regions. Its natural sheen, moisture-absorbing capability, dyeing affinity, and low specific gravity make it &quot;&amp;nbsp;&lt;b&gt;&lt;i&gt;queen&lt;/i&gt;&lt;/b&gt;&amp;nbsp;&quot; among all fibres. The silk is a very &quot;&lt;b&gt;&lt;i&gt;expensive&lt;/i&gt;&lt;/b&gt;&quot; fibre. It contributes only 0.2 % of world textile production. The silk fibre consists of proteins. Near about 40 countries are engaged in the production of silk fibre. Asia&amp;nbsp;&lt;b&gt;&lt;i&gt;( China and India)&lt;/i&gt;&lt;/b&gt;&amp;nbsp;is the biggest partner of silk production in the world. China and Indian silk are considered as the&amp;nbsp;&lt;b&gt;&lt;i&gt;best quality silk fibre&lt;/i&gt;&lt;/b&gt;&amp;nbsp;in the world. China is the&amp;nbsp;&lt;b&gt;&lt;i&gt;biggest silk-producing country.&lt;/i&gt;&lt;/b&gt;&amp;nbsp;India holds the second position in silk production.&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;HISTORY OF SILK FIBRE:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; text-align: justify;&quot;&gt;&lt;br /&gt;The world is using silk as textile fibre for a very long time ago. Chinese were aware of the use of silk filaments as textile fibre in 2700 BC. They dominated for near about 1000 years in silk production. The got succeeded to maintain their dominance in the field of silk production. They kept a monopoly on silk production for one thousand years. Japanese learned the use of silk in 300 CE. The Arabian knew about silk at the same time. The production of silk got spread around the world. The monopoly of the Chinese got broken. As the technique got developed and the spinning wheel came into existence. The silk yarn production became developed in most of the countries.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; text-align: justify;&quot;&gt;&lt;br /&gt;The industrial revolution completely changed the European silk industry. Due to technology development, the production cost of silk yarn became cheaper.&amp;nbsp; After all technological innovations, the silk yarn is still expensive textile.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; text-align: justify;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; height: auto !important; text-align: justify;&quot;&gt;&lt;br /&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;BIOLOGICAL CLASSIFICATION OF SILK&lt;/b&gt;&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;WORM&lt;/b&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; 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style=&quot;border-style: initial; border-width: 0px; height: 280px; left: 0px; position: absolute; top: 0px; width: 570px;&quot; vspace=&quot;0&quot; width=&quot;570&quot;&gt;&lt;/iframe&gt;&lt;/ins&gt;&lt;/ins&gt;&lt;/ins&gt;&lt;/div&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;CHEMICAL COMPOSITION OF SILK FIBRE:&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Chemical composition of silk fibre is given below:&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzz_Iw0sXaaD8zGIBJcXIqjmqWJoGIEpwjCt7oSFnBnh389MSwpbHf_hCw1lnmB3KuVhWYlx0wY99vd7SMyeC9UHmc4sHgwP8WvRzTV4uFNpUSb__DX8K_rx-wMBGMmr4UFgNY2lC2M20/s1600/20190815144831%257E2.png&quot; style=&quot;color: #888888; margin-left: 1em; margin-right: 1em; text-decoration-line: none;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;367&quot; data-original-width=&quot;1080&quot; height=&quot;216&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzz_Iw0sXaaD8zGIBJcXIqjmqWJoGIEpwjCt7oSFnBnh389MSwpbHf_hCw1lnmB3KuVhWYlx0wY99vd7SMyeC9UHmc4sHgwP8WvRzTV4uFNpUSb__DX8K_rx-wMBGMmr4UFgNY2lC2M20/s640/20190815144831%257E2.png&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px; position: relative;&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Chemical composition chart of silk fibre:&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglLqxzNeD05HCoHPLI2Jctw5-aeNOaa69gMhoCvQEeJWoZGc3MfV_tRRHF_6_QnlwNngbZUq3P87BK_K1y0I2N-a27UrikGOE7_q1FpCxVCv7cJcfnmEsJ_tuMC7CmS_CcqcqQjevLNII/s1600/20190815145258%257E2.png&quot; style=&quot;color: #888888; margin-left: 1em; margin-right: 1em; text-decoration-line: none;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;501&quot; data-original-width=&quot;838&quot; height=&quot;382&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglLqxzNeD05HCoHPLI2Jctw5-aeNOaa69gMhoCvQEeJWoZGc3MfV_tRRHF_6_QnlwNngbZUq3P87BK_K1y0I2N-a27UrikGOE7_q1FpCxVCv7cJcfnmEsJ_tuMC7CmS_CcqcqQjevLNII/s640/20190815145258%257E2.png&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px; position: relative;&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;CHEMICAL STRUCTURE (FORMULA) OF SILK FIBRE:&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrgdBVKvFDdFS8IwMuOmRDT_ELFLP_vfbLCM2InjHgww4D3icRu-A9hS3X1YrMQe8s-1oGq_O5IEmZ5WXNNAALF8235CKfUjJ6HQBJdg_-9hbIFcd_a79tUWNg1G1cdPB0V9JAVfH4tD4/s1600/20190816223209%257E2.png&quot; style=&quot;color: #888888; margin-left: 1em; margin-right: 1em; text-decoration-line: none;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;512&quot; data-original-width=&quot;711&quot; height=&quot;230&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrgdBVKvFDdFS8IwMuOmRDT_ELFLP_vfbLCM2InjHgww4D3icRu-A9hS3X1YrMQe8s-1oGq_O5IEmZ5WXNNAALF8235CKfUjJ6HQBJdg_-9hbIFcd_a79tUWNg1G1cdPB0V9JAVfH4tD4/s320/20190816223209%257E2.png&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Silk fibre obtained from silkworm is composed of mainly two type of proteins. One is sericin and other is fibroin. Fibroin&amp;nbsp; is the structural centre of the silk, and sericin is the sticky material surrounding it. “Fibroin mainly composites of the amino acids Gly-Ser-Gly-Ala-Gly-Ala and forms beta-pleated sheets, β-keratin”.&lt;br /&gt;&lt;br /&gt;R = H, glycine; R = CH3, alanine; R = CH2OH, serine&lt;br /&gt;&lt;br /&gt;Hydrogen bonds form between chains and side chains from above and below the plane of the hydrogen bond network.&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBDQ4AJCSjcKN_hza4Hbf0CYTJtKU_6GswHSbu6m2_I0G1sCVw78ppOSi9agF4Jgihxqd-ef4zRZySm1LZSTJLKh7VYFeyhxazgiUnPt96bWUMa2gTMAYLOx2uqN_xBpdGQblGSfzJWfg/s1600/20190816220342%257E2.png&quot; style=&quot;color: #888888; margin-left: 1em; margin-right: 1em; text-decoration-line: none;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;693&quot; data-original-width=&quot;1327&quot; height=&quot;334&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBDQ4AJCSjcKN_hza4Hbf0CYTJtKU_6GswHSbu6m2_I0G1sCVw78ppOSi9agF4Jgihxqd-ef4zRZySm1LZSTJLKh7VYFeyhxazgiUnPt96bWUMa2gTMAYLOx2uqN_xBpdGQblGSfzJWfg/s640/20190816220342%257E2.png&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px; position: relative;&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ( fibroin protein in silk)&lt;br /&gt;&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;SILK FIBRES PRODUCTION:&lt;/b&gt;&lt;br /&gt;Cultivation of the silkworm is called&amp;nbsp;&lt;b&gt;&lt;i&gt;sericulture&lt;/i&gt;&lt;/b&gt;”. Many insects produce silk, but only the filament produced by Bombyx mori, the mulberry silk moth, and a few others in the same genus, are used by the commercial silk industry. Following stages come in production of silk fibre:&lt;br /&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;b&gt;Hatching the eggs:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;The first stage of silk production is the laying of silkworm eggs,&amp;nbsp; The female deposits 300 to 400 eggs at a time. A one square foot area gets covered with the eggs of near about 100 female&#39;s eggs. The eggs are tested for any disease too. The size of each egg looks like a pinhead. The females are get died after egg deposition. The male moth also gets died after some time without damaging these eggs. A shoebox is needed to keep the silkworms. A place is decided in the room where sunlight does not hit directly but a warmness is getting felt. Now the shoeboxes are placed at the chosen place. The top of the box is covered with plastic sheets. These plastic covers help to reduce the evaporation of moisture of leaves without developing a humid atmosphere inside the shoeboxes. These eggs are lubricated for approximately one week. The eggs of silkworm are scattered all over the boxes. The larvae are developed from these eggs.&lt;br /&gt;&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Feeding of the caterpillar:&lt;/b&gt;&lt;br /&gt;The larvae are placed on the leaves. The new laevaes are rotated up every day. The fresh mulberry leaves are fed to them.&lt;br /&gt;The eggs get developed. Now, these&amp;nbsp;larvae get changed into the caterpillar. These caterpillars use mulberry leaves as food for approximately one month. The caterpillar moults through four-time skin. The weight of the caterpillar gets increased by many times.&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Cocoon spinning:&lt;/b&gt;&lt;br /&gt;The silkworm begins to attach themselves to a compartmented frame to spin a silk cocoon for a few days. “This period is termed&amp;nbsp;&lt;b&gt;&lt;i&gt;pupating&lt;/i&gt;&lt;/b&gt;”.&amp;nbsp; The silkworms has a pair of specially modified salivary glands called&amp;nbsp;&lt;b&gt;&lt;i&gt;sericteries&lt;/i&gt;&lt;/b&gt;. The caterpillar uses these glands to produce the fibroin. A clear, viscous, proteinaceous fluid is forced through spinnerets( mouth organ) by the caterpillar. The liquid secretions from the two large glands in the insect come out from the spinneret, a single exit tube in the head. “The diameter of the spinneret determines the fineness of the silk filament, The secretions get hardened on exposure to the air and form twin filaments composed of fibroin, a protein material. The second pair of glands secrete a gummy binding fluid called sericin which bonds the two filaments together. The silkworm spins a 1-kilometer filament approximately. The spinning process gets continued until the development of the pupa. This cocoon works like a protection cover for the pupa to be developed just after the end of the spinning. This spinning process is ended completely almost within three days. Now cocoon is fully developed. This cocoon looks like a peanut shape and size. When the cocoon gets developed fully, the pupa is killed with the help of boiling water or steam.&lt;br /&gt;&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Reeling the Filament&lt;/b&gt;:&lt;br /&gt;After killing the pupas present inside the cocoon after boiling or steaming, the filament needs to convert into reel form. The filaments of four to eight cocoons are grouped together as per required yarn fineness. This process is performed with high careness. The hanks Or skeins of yarn are manufactured by the reeling process. A slight twist also provided to the yarn during reeling if needed.&lt;br /&gt;&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Throwing&lt;/b&gt;:&lt;br /&gt;&lt;br /&gt;“The process of the conversion of raw silk into a sufficient, strong strand by twisting is called throwing. The silk yarn gets suitable for weaving or knitting Throwing helps to prevent the thread from splitting into its constituent fibres.&lt;br /&gt;&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Spun silk:&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Broken or waste filaments and damaged cocoons are retained, treated to remove the sericin, and combed. This is then processed into yarn, marketed as spun silk, which is inferior in character to the reeled product and much cheaper.&lt;br /&gt;&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;MAJOR SILK PRODUCING COUNTRIES:&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;The silk fibre is cultivated in more than 40 countries in the world. China and India main share the main silk production in the world. Around 95% of the silk production of the world comes from Asian countries. China is the biggest producer of silk today. India is the second-largest producer of silk in the world. The main silk-producing countries are being given below:&lt;br /&gt;1-China&lt;br /&gt;2-&amp;nbsp; India&lt;br /&gt;3-Japan&lt;br /&gt;4-Brazil&lt;br /&gt;5-Korea&lt;br /&gt;6-Uzbekistan&lt;br /&gt;7-Iran&lt;br /&gt;8-Thailand&lt;br /&gt;9-Vietnam&lt;br /&gt;10-Romania&lt;br /&gt;&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;MAJOR SILK PRODUCING STATES IN INDIA:&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;India is the second-biggest producer of silk. It is also the largest consumer of silk in the world. It has a strong “tradition and culture-bound domestic market of silk”. In India, mulberry silk is produced mainly in the following states:&lt;br /&gt;1-Karnataka.&lt;br /&gt;2-Andhra Pradesh.&lt;br /&gt;3-Tamil Nadu.&lt;br /&gt;4-Jammu &amp;amp; Kashmir.&lt;br /&gt;5-West Bengal.&lt;br /&gt;The&amp;nbsp; non-mulberry silk is&amp;nbsp; produced in the following states:&lt;br /&gt;1-Jharkhand.&lt;br /&gt;2-Chattisgarh.&lt;br /&gt;3-Orissa.&lt;br /&gt;4-North-eastern states.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; height: auto !important; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;height: auto !important;&quot;&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;PHYSICAL PROPERTIES OF SILK FIBRE:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Tenacity:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;The silk fibres has very good strength due to presence of many hydrogen bonds to be formed in a more regular pattern. When it comes into contact of water( wetting conditions) , it gets weakened due to hydrolization of a large numbers of hydrogen bonds present in it by water molecules. Tenacity of silk fibre ranges between 3 to 6 grams/ denier.&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Elongation:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Silk fibre shows very good elongation properties. Silk fibre has an elongation at break of 20-25% under standard conditions. It&#39;s elongation at break gets increased upto 33% at 100% R.H.&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;&lt;br /&gt;&lt;/b&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Elasticity:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;Silk is considered to be more plastic than elastic fibre. If the silk material is stretched excessively, the silk polymers will slide past each other. This happens due to Betaconfiguration present in the silk polymers.&amp;nbsp; A large number of hydrogen bonds get ruptured due to application of stretching force. Thus the silk behaves like a more plastic nature than elastic.&amp;nbsp;&lt;/div&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;&lt;br /&gt;&lt;/b&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Handle:&lt;/b&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;The silk fibres have slightly stiffness in feel due very crystalline polymer. Surface of the silk feels smooth.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Resistance to Abrasion:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Silk fabric possess good abrasion resistance as well as resistance to pilling.&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;div&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;&lt;br /&gt;&lt;/b&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Absorbency:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;It has more absorbency than cotton. The moisture regain of silk is 11%. It absorbs moisture more quickly than cotton but it gets dried fairly quickly too.&amp;nbsp;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Specific gravity:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;The specific gravity of silk is 1.25( degummed silk) It is lighter than cotton.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Thermal conductivity:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;Silk is more sensitive to heat than wool. The silk fibre starts to burn at 175°c ( begins to fuse)&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Electrical conductivity:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;The silk is a poor conductor of electricity. it&amp;nbsp; has a tendency to form static charge, when it is handled during different kinds of processes like weaving etc. This causes difficulties during processing in dry atmosphere.&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Drape:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;Silk fibre sows good flexibility. The silk fabric poses good drapping properties.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Exposure to sunlight:&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;The silk fibre is more sensitive to light than any other natural fibre. When this comes for long time exposure to sunlight, it&#39;s colour gets spotted partially. Fabric also gets yellowish due to degradation occurred by sunlight.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;CHEMICAL PROPERTIES OF SILK FIBRE:&lt;/b&gt;&lt;br /&gt;The chemical properties of silk fibre are given below:&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Effect of water&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;When silk fibre is kept in boiled water for a short period of&amp;nbsp; time, it does not show any type of effect of boiled water. Silk&amp;nbsp; fibre tends to loss its strength to some extent when it is kept in boiling water for long time. This strength loss occurs due to hydrolysis action of water. Silk fibre withstands, however, the effect of boiling better than wool.&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Effect of acids:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;Silk fibre reacts with acids more quickly. Silk fibre is soluble in hot and concentrated sulphuric acid and hydrochloric acid. It gets yellowish when it comes into contact of Nitric acid. It is slightly affected by diluted organic acids at room temperature. The concentrated organic acids dissolve the silk fibres.&lt;br /&gt;&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Effect of alkalis:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;When silk fibre comes into contact of&amp;nbsp; Alkaline solutions, it begins to&amp;nbsp; swell. It dissolves completely after some time. It is treated with 16%-18% solution of sodium hydroxide at low temperature to creat crepe effect blended fabric&amp;nbsp; having cotton.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;Effect of oxidizing agent:&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;The fibroin present in the silk doesn&#39;t get affected badly by hydrogen peroxide solution. The weight loss occurs when it is treated in hydrogen peroxide solution. Chlorine solution affects more badly than Hypochlorite. Low concentration of chlorine solution does damage to fibroin present in the silk.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;background-color: #fcff01;&quot;&gt;Finishes given to silk:&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;height: auto !important;&quot;&gt;&lt;br /&gt;Degumming – Removal of silk gum, sericin.&lt;br /&gt;Weighting- Adds weight after degumming.&lt;br /&gt;Scrooping – Treated with organic acids to produce the scroop sound when worn&lt;br /&gt;Calendering – Enhances luster and makes it wrinkle free.&lt;/div&gt;&lt;div style=&quot;height: auto !important;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;height: auto !important;&quot;&gt;&lt;br /&gt;&lt;div style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;&quot;&gt;&lt;div style=&quot;font-size: 13.2px;&quot;&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;DEGUMMING OF SILK:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;br /&gt;The fibroin present in the silk fibre is covered by thin layer of sericin. This sericin present in the silk fibres greatly affects the handle, sheen and texture of the finished goods,. It gets necessary to remove the sericin from the silk fibres. The silk gets more soft, lustrous after removal of sericin. The improved texture is also resulted after sericin removal. This serricin is also known as silk gum.&lt;br /&gt;&lt;br /&gt;Thus, we can say that&amp;nbsp; the main objective of the degumming process is to get improved lustre, softness, and texture.&amp;nbsp;&lt;b&gt;&lt;i&gt;“The process of removing the sericin or silk gum from silk fibre is called degumming”.&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/b&gt;As mentioned above, the silk gum( sericin) in the silk fibres acts as a protecting cover in it. This layer of sericin is kept unremoved till fabric manufacturing ( weaving) if the fabric is woven with undyed silk. This silk gum is removed during fabric dyeing. If we weave the fabric with yarn dyed silk, it gets necessary to remove the gum in yarn form.&lt;br /&gt;&lt;br /&gt;During degumming proces proces, the yarn or fabric is treated with an alkaline ( sodium carbonate) and surfacing agent( sodium lauryl sulphate) .The required chemicals are dissolved in normal water. Some amount of hot water is added to it for proper dissolution of chemicals. This solution is boiled initially, the the temperature is reduced. It remains still hot. Now the yarn or fabric is teated with this solution for 30 minutes. The silk is washed with hot water. Then it is neutralized with citric acid or any other suitable neutralizing agent ( acid).&lt;br /&gt;&lt;br /&gt;There almost 15℅ to 25 % weight loss occurs after complete removal of sericin during degumming of silk.&lt;br /&gt;&lt;br /&gt;&lt;b style=&quot;background-color: yellow;&quot;&gt;WEIGHTING OF SILK FIBRE:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;font-size: 13.2px;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;font-size: 13.2px;&quot;&gt;We know that a huge weight loss occurs during the degumming of silk. This weight loss is recovered again by treating the processed silk with weighting agent.&amp;nbsp;&lt;b&gt;&lt;i&gt;&quot; The process of recovery of weight loss during degumming&amp;nbsp; by using any external weighting agent is called weighting of silk&quot;&lt;/i&gt;&lt;/b&gt;. In this process the processed silk is treated with any suitable silicate solution. The properties of silk like feel, softness, and lustre also get changed up to some extent. Extra dose of weighting agent can be harmful to the silk fabrics.&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://textileclass.blogspot.com/feeds/4778591505807438435/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://textileclass.blogspot.com/2020/12/silk-fibre-type-of-silk-fibres-general.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/4778591505807438435'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/4778591505807438435'/><link rel='alternate' type='text/html' href='http://textileclass.blogspot.com/2020/12/silk-fibre-type-of-silk-fibres-general.html' title='Silk Fibre , Type of Silk fibres ,General Properties ,chemical composition and Usage '/><author><name>Prerna</name><uri>http://www.blogger.com/profile/13576179880746729757</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUjxLb8qb_mAGj7Xh-YL4YvXuVTbH-U4N74wMnmZnvM1HSW3XQDh115CTi4zQFPsslV3UPGgWKQ9iOoNbFF9QG3RgV3-pCAD7aT1iLg-MG2Dcy6gsFltJIVPUCiYvByhI/s220/M6dCVcV8_400x400.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGMjxdQmKWcCYqISauLwv-MLwCfx4qjzwLwXmQsMwIWthDqrsnXYtDdw5up0_zigaN_OO3rwmBl9Szy2cO07pRTvwWTCzK_q2Ljy8_QDZVdZ865XoSagsFJquVKgBoviQfvwi1fYeO_Bg/s72-c/20190815144607%257E2.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5869494643922110334.post-1824214371586130328</id><published>2020-12-14T06:26:00.000-08:00</published><updated>2020-12-14T06:26:26.132-08:00</updated><title type='text'>Medical Textiles </title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h2 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.65rem !important; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Medical Textiles |&amp;nbsp;&lt;/strong&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Application Field of Medical Textiles&lt;/strong&gt;&lt;/h2&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;Medical is a science which is related to the science or practice of&amp;nbsp; medicine. Textile is clothing which is deal with dyeing , printing, apparel and any other industrial uses. And the textile medical is the new field which is combination of textile technology and medical science.&lt;/p&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;Medical textile defined as “ Fiber-based products and structures used in first aid or clinical treatment of a wound or medical condition.”&lt;/p&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;David Rigby Associates, the medtech application are “ Embraces all those technical textiles used in health and hygiene application.”&lt;/p&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;History of Medical Textiles:-&lt;/strong&gt;&lt;/h3&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;The history of medical textiles began with the development of wound closures and sutures thousands of years. The origin of surgery led to the development of wound closures during 5000-3000BC. The wound closures&amp;nbsp; were particularly made of natural materials such as flax,silk,linen strips and cotton. In order to reduce tissue drag and ensure a clean wound closure procedure , the natural materials used were first lubricated in oil and wine. Mandibles&amp;nbsp; soldier ants were also used to make wound closures. In 30 AD, the roman celsus describe the use of sutures and clips, while Galen described the use of silk and catgut in 150AD. Suture material made from flax, hemp and hair were described by Indian plastic surgeon Susruta. Surgical and suture technique finally evolved in the 1800s with the development of sterilization procedures.&lt;/p&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Material Characteristics for Medical Textiles:-&lt;/strong&gt;&lt;/h3&gt;&lt;ol style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; list-style-image: initial; list-style-position: initial; margin: 0px 0px 1.25rem 1.4rem; padding: 0px;&quot;&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Non-Toxicity&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Sterlizable&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Strength&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Non-carcinogenic&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Optimum fatigue edurance&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Flame proof&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Elasticity&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Durability&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Biocompability&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Non-allergenic Respond&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Mechanical Properties&lt;/li&gt;&lt;/ol&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Application Field of Medical Textiles :-&lt;/strong&gt;&lt;/h3&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;Healthcare and medical textiles are found in a wide variety of applications.&lt;/p&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;A non-exhaustive list of these is given here:-&lt;/p&gt;&lt;ol style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; list-style-image: initial; list-style-position: initial; margin: 0px 0px 1.25rem 1.4rem; padding: 0px;&quot;&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Antiseptic Wound treatment&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Compression therapy&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Prostheses&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Coating and laminating&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Hygiene products&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Surgical&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Protective and healthcare textiles&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Heart treatment&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Kidney treatment(Artificial kidney, Hallow viscose, Hallow polyester)&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Skin grafts&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Vascular grafts&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Liver treatment( Artificial liver, Hallow Viscose)&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Mechanical lung( Hallow polypropylene fiber, hallow silicone membrane)&lt;/li&gt;&lt;/ol&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;br /&gt;&lt;/h3&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Fibers in Medical Field :&lt;/strong&gt;&lt;/h3&gt;&lt;ol style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; list-style-image: initial; list-style-position: initial; margin: 0px 0px 1.25rem 1.4rem; padding: 0px;&quot;&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Natural Fiber:-&lt;/strong&gt;&amp;nbsp;Cotton, Wool And Silk&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Synthetic Fiber:-&lt;/strong&gt;&amp;nbsp;Polyester, Polyamide, Glass Fiber, Carbon , Polyetetrafluoroethylen , Polypropylene, PVT Fiber etc.&lt;/li&gt;&lt;/ol&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Classification of Medical Textiles:- &amp;nbsp;&lt;/strong&gt;&lt;/h3&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;The textiles used in medical and surgical purposes can be classified as follows:-&lt;/p&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;(A) Non-Implantable Materials:-&lt;/strong&gt;&lt;/h3&gt;&lt;ol style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; list-style-image: initial; list-style-position: initial; margin: 0px 0px 1.25rem 1.4rem; padding: 0px;&quot;&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Wound-dressing, related hydrogel ,nonwoven/knitted/embroidery-based composite products.&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Bandages:&amp;nbsp;&amp;nbsp;Simple, Light support, Compression, Orthopedic bandages etc.&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Gauges&lt;/li&gt;&lt;/ol&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Chart of the product and fiber type are given below:-&lt;/strong&gt;&lt;/h3&gt;&lt;table style=&quot;background: rgb(255, 255, 255); border-collapse: collapse; border-spacing: 0px; border: 1px solid rgb(221, 221, 221); box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; margin: 0px 0px 1.5em; table-layout: auto; width: 712px;&quot;&gt;&lt;tbody style=&quot;box-sizing: inherit;&quot;&gt;&lt;tr style=&quot;box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Product application&lt;/strong&gt;&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Fiber type&lt;/strong&gt;&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Manufacture system&lt;/strong&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;background: rgb(249, 249, 249); box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;1.&amp;nbsp;&amp;nbsp;&amp;nbsp; Wound Care&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Absorbent Pad&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Cotton, viscose&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Non-woven&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;background: rgb(249, 249, 249); box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Wound Contact Layer&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Silk,polyamide,Viscose&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Woven,non-woven,knitted&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Base Layer&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Viscose, Plastic Flim&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Woven, Non-woven&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;background: rgb(249, 249, 249); box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;2.Bandages&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Simple elastic /inelastic&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Cotton,Viscose,Polyamide&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Woven,Non-woven,Knitted&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;background: rgb(249, 249, 249); box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Light Support&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Elastomeric yarn, Viscose&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Woven, Non-woven, Knitted&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Orthopedic&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Cotton,viscose,polyester,poly-propylene&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Woven,Non-woven&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;background: rgb(249, 249, 249); box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;3.Plaster&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Viscose,Plastic Flim,Glass etc&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Woven, Non-woven,knitted&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;4.Gauzes&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Cotton, Viscose&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Woven,Non-woven&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;background: rgb(249, 249, 249); box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;5.Lint&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Cotton&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Woven&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;box-sizing: inherit;&quot;&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;6.Wadding&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Cotton Linters,Viscose&lt;/td&gt;&lt;td style=&quot;border-color: rgb(3, 3, 3); border-style: solid; box-sizing: inherit; color: #222222; font-size: 0.875rem; line-height: 1.125rem; margin: 0px; padding: 0.5625rem 0.625rem;&quot; width=&quot;213&quot;&gt;Non-woven&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;(B) Implantable Materials:-&lt;/strong&gt;&lt;/h3&gt;&lt;ol style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; list-style-image: initial; list-style-position: initial; margin: 0px 0px 1.25rem 1.4rem; padding: 0px;&quot;&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Vascular grafts:&lt;/strong&gt;&amp;nbsp;(fabricated by knitting, nonwoven, electrospinning)&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Sutures:&amp;nbsp;&lt;/strong&gt;&amp;nbsp;&amp;nbsp;(mono/multifilament, braided)&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Heart valves :&lt;/strong&gt;(knitting)&lt;/li&gt;&lt;/ol&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;img alt=&quot;Medical Textile | History of Medical Textiles | Material Characteristics for Medical Textiles | Application Field of Medical Textiles | Problems identification in application field | Fibers in Medical Field | Classification of Medical Textiles | Non-Implantable Materials | Chart of the product and fiber type | Implantable Materials | Extracorporeal Devices | Healthcare/Hygienic Products | Production Process of Medical Textile | Medical textile in Bangladesh | Textile Study Center | textilestudycenter.com&quot; class=&quot;aligncenter wp-image-214&quot; height=&quot;360&quot; loading=&quot;lazy&quot; sizes=&quot;(max-width: 628px) 100vw, 628px&quot; src=&quot;https://learntextiles.com/wp-content/uploads/2020/04/Cardio-Vascular-Implants-300x172.png&quot; srcset=&quot;https://learntextiles.com/wp-content/uploads/2020/04/Cardio-Vascular-Implants-300x172.png 300w, https://learntextiles.com/wp-content/uploads/2020/04/Cardio-Vascular-Implants.png 607w&quot; style=&quot;border: 0px; box-sizing: inherit; clear: both; display: block; height: auto; margin-left: auto; margin-right: auto; max-width: 100%; vertical-align: middle;&quot; width=&quot;628&quot; /&gt;&lt;/p&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;(C) Extracorporeal Devices:-&lt;/strong&gt;&lt;/h3&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;span style=&quot;box-sizing: inherit; font-size: 20px;&quot;&gt;It is one kind of tissues engineered products. These are given below:-&lt;/span&gt;&lt;/h3&gt;&lt;ol style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; list-style-image: initial; list-style-position: initial; margin: 0px 0px 1.25rem 1.4rem; padding: 0px;&quot;&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Cartilage&amp;nbsp;&amp;nbsp;&amp;nbsp;(nonwoven, 3D weaving)&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Skin&amp;nbsp;&amp;nbsp;&amp;nbsp;(nonwoven, knitting, weaving)&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Liver&amp;nbsp;&amp;nbsp;&amp;nbsp;(Rapid prototyping)&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Kidney, Urinary bladder&amp;nbsp;&amp;nbsp;&amp;nbsp;(nonwoven, 3D weaving)&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Tendons, Ligaments&amp;nbsp;&amp;nbsp;&amp;nbsp;(mono/multi-filaments, braiding)&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Cornea&amp;nbsp;&amp;nbsp;&amp;nbsp;(Electrospinning, knitting, hydrogel-based composite)&lt;/li&gt;&lt;/ol&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;(D) Healthcare/Hygienic Products:-&lt;/strong&gt;&lt;/h3&gt;&lt;ol style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; list-style-image: initial; list-style-position: initial; margin: 0px 0px 1.25rem 1.4rem; padding: 0px;&quot;&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Surgical gowns, Masks, Wipes.&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Specially designed bed sheets for critically ill patients.&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Antibacterial, Antiviral Textiles.&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Insecticidal textiles for controlling infectious diseases (smart mosquito net).&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Super absorbent polymers.&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Dialysis membrane, Hernia mesh.&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Adhesive, anti-adhesive patches for Post operative surgical application.&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Soluble factor release (Drug, Hormone, Growth factor Delivery), Enzyme&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; (Matrix metalloprotease, proteases etc) attachment on fibrous materials.&lt;/li&gt;&lt;li style=&quot;box-sizing: inherit; margin: 0px; padding: 0px;&quot;&gt;Stimuli-sensitive and injectable hydro gels, phage change materials.&lt;/li&gt;&lt;/ol&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;img alt=&quot;Medical Textile | History of Medical Textiles | Material Characteristics for Medical Textiles | Application Field of Medical Textiles | Problems identification in application field | Fibers in Medical Field | Classification of Medical Textiles | Non-Implantable Materials | Chart of the product and fiber type | Implantable Materials | Extracorporeal Devices | Healthcare/Hygienic Products | Production Process of Medical Textile | Medical textile in Bangladesh | Textile Study Center | textilestudycenter.com&quot; class=&quot;aligncenter wp-image-216&quot; height=&quot;427&quot; loading=&quot;lazy&quot; sizes=&quot;(max-width: 588px) 100vw, 588px&quot; src=&quot;https://learntextiles.com/wp-content/uploads/2020/04/Medical-Textiles-300x218.jpg&quot; srcset=&quot;https://learntextiles.com/wp-content/uploads/2020/04/Medical-Textiles-300x218.jpg 300w, https://learntextiles.com/wp-content/uploads/2020/04/Medical-Textiles.jpg 653w&quot; style=&quot;border: 0px; box-sizing: inherit; clear: both; display: block; height: auto; margin-left: auto; margin-right: auto; max-width: 100%; vertical-align: middle;&quot; width=&quot;588&quot; /&gt;&lt;/p&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;strong style=&quot;box-sizing: inherit; line-height: inherit;&quot;&gt;Production Process of Medical Textile:-&lt;/strong&gt;&lt;/h3&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;The production process of medical textile is given below:-&lt;/p&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;img alt=&quot;Medical Textile | History of Medical Textiles | Material Characteristics for Medical Textiles | Application Field of Medical Textiles | Problems identification in application field | Fibers in Medical Field | Classification of Medical Textiles | Non-Implantable Materials | Chart of the product and fiber type | Implantable Materials | Extracorporeal Devices | Healthcare/Hygienic Products | Production Process of Medical Textile | Medical textile in Bangladesh | Textile Study Center | textilestudycenter.com&quot; class=&quot;aligncenter wp-image-215&quot; height=&quot;365&quot; loading=&quot;lazy&quot; sizes=&quot;(max-width: 545px) 100vw, 545px&quot; src=&quot;https://learntextiles.com/wp-content/uploads/2020/04/Medical-Textiles-Flowcart-300x201.jpg&quot; srcset=&quot;https://learntextiles.com/wp-content/uploads/2020/04/Medical-Textiles-Flowcart-300x201.jpg 300w, https://learntextiles.com/wp-content/uploads/2020/04/Medical-Textiles-Flowcart.jpg 752w&quot; style=&quot;border: 0px; box-sizing: inherit; clear: both; display: block; height: auto; margin-left: auto; margin-right: auto; max-width: 100%; vertical-align: middle;&quot; width=&quot;545&quot; /&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-align: center; text-rendering: optimizelegibility;&quot;&gt;Fig:- Flowchart Of Medical Textile Product&lt;/p&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-align: center; text-rendering: optimizelegibility;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; box-sizing: inherit; color: #404040; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 16px; line-height: 1.6; margin: 0px 0px 1.5em; padding: 0px; text-align: center; text-rendering: optimizelegibility;&quot;&gt;List of products in all medical sectors&lt;/p&gt;&lt;h3 style=&quot;background-color: white; box-sizing: inherit; clear: both; color: #222222; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Roboto, Arial, sans-serif; font-size: 1.6875rem; font-weight: normal; line-height: 1.4; margin: 0.2rem 0px 0.5rem; padding: 0px; text-rendering: optimizelegibility;&quot;&gt;&lt;p style=&quot;box-sizing: border-box; font-family: Verdana, Geneva, sans-serif; font-size: 15px; margin-bottom: 26px; margin-top: 0px; overflow-wrap: break-word;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEF0inEjKQW46yEKIrx0sYLuxYZz-EX8QwOArGvLUggMO7Qz8zVulnHM5Cnx-GMnStJdDpaojs8iMh239t3T7Kr6-NyutM3Ort8AOrpmkFNZ2zQZZqD9nThWm-3ztWpk9MLiMU4jozQ77d/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;336&quot; data-original-width=&quot;589&quot; height=&quot;366&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEF0inEjKQW46yEKIrx0sYLuxYZz-EX8QwOArGvLUggMO7Qz8zVulnHM5Cnx-GMnStJdDpaojs8iMh239t3T7Kr6-NyutM3Ort8AOrpmkFNZ2zQZZqD9nThWm-3ztWpk9MLiMU4jozQ77d/w640-h366/image.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;box-sizing: border-box; font-family: Verdana, Geneva, sans-serif; font-size: 15px; margin-bottom: 26px; margin-top: 0px; overflow-wrap: break-word;&quot;&gt;The medical textile market in India was at around $600 million in 2014, of which surgical dressings and surgical sutures alone accounted for about more than 50 per cent at $380. Universal health coverage scheme, 100 per cent FDI under automatic route and support to PPP model to improve availability of health care services are among the initiatives which will impact consumption .&lt;/p&gt;&lt;p style=&quot;box-sizing: border-box; font-family: Verdana, Geneva, sans-serif; font-size: 15px; margin-bottom: 26px; margin-top: 0px; overflow-wrap: break-word;&quot;&gt;&lt;span style=&quot;font-weight: 700;&quot;&gt;Role of SITRA as a Centre of Excellence in Medical Textiles&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;box-sizing: border-box; font-family: Verdana, Geneva, sans-serif; font-size: 15px; margin-bottom: 26px; margin-top: 0px; overflow-wrap: break-word;&quot;&gt;Our national / International clients include textiles covering both conventional textiles, technical as well as non-textile units, manufacturing industries, traders, universities, individuals, defence, government agencies, etc. The basic services offered by CoE – Medical Textiles are as below&lt;/p&gt;&lt;p style=&quot;box-sizing: border-box; font-family: Verdana, Geneva, sans-serif; font-size: 15px; margin-bottom: 26px; margin-top: 0px; overflow-wrap: break-word;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiab_bt-kU4ELUcdcyBmBLH95m8Vu14oB3B9pyhMM7U2tppjDTr01cwF_MKiEPCu9SFYgTDRTJHucJdLW1o_2qm9ICLTCQM3WGlE-LRdNyCoXQEeFwtyl4Wk16JNTV-S2u69oIQh4u5O8s2/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1216&quot; data-original-width=&quot;621&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiab_bt-kU4ELUcdcyBmBLH95m8Vu14oB3B9pyhMM7U2tppjDTr01cwF_MKiEPCu9SFYgTDRTJHucJdLW1o_2qm9ICLTCQM3WGlE-LRdNyCoXQEeFwtyl4Wk16JNTV-S2u69oIQh4u5O8s2/s16000/image.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p style=&quot;box-sizing: border-box; font-family: Verdana, Geneva, sans-serif; font-size: 15px; margin-bottom: 26px; margin-top: 0px; overflow-wrap: break-word;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;box-sizing: border-box; font-family: Verdana, Geneva, sans-serif; font-size: 15px; margin-bottom: 26px; margin-top: 0px; overflow-wrap: break-word;&quot;&gt;&lt;span style=&quot;box-sizing: border-box; font-weight: 700;&quot;&gt;REFERENCES&lt;/span&gt;&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;1. Office of the textile commissioner, Baseline survey of the Technical Textile industry in&amp;nbsp; &amp;nbsp; &amp;nbsp; India Retrived on 28th November 2018 from https://www.technotex.gov.in/BSTT_Rev_Final_report%2018042016.pdf&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;2. R. Alagirusamy and A. Das, 2010, Technical textile yarns-Industrial and medical applications, Woodhead publishing limited, UK&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;3. Medical Textiles set to grow at 9% CAGR in India, retrieved on 28th November 2018 from https://www.indiantextilejournal.com/News.aspx?nId=oBaxRIEDzihNK+u7Yjfd/g==&amp;amp;NewsType=Medical-textiles-set-to-grow-at-9%-CAGR-in-India-India-Sector&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;4. Global Medical Textiles Market Expects Substantial Growth: https://www.bizvibe.com/blog/global-medical-textiles-market-expects-substantial-growth/ accessed on 3.12.2018&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;5. https://www.innovatum.com/2014/12/understanding-difference-class-class-ii-medical-devices/ accessed on 3.12.2018&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;&lt;/p&gt;&lt;/h3&gt;</content><link rel='replies' type='application/atom+xml' href='http://textileclass.blogspot.com/feeds/1824214371586130328/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://textileclass.blogspot.com/2020/12/medical-textiles.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/1824214371586130328'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/1824214371586130328'/><link rel='alternate' type='text/html' href='http://textileclass.blogspot.com/2020/12/medical-textiles.html' title='Medical Textiles '/><author><name>Prerna</name><uri>http://www.blogger.com/profile/13576179880746729757</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUjxLb8qb_mAGj7Xh-YL4YvXuVTbH-U4N74wMnmZnvM1HSW3XQDh115CTi4zQFPsslV3UPGgWKQ9iOoNbFF9QG3RgV3-pCAD7aT1iLg-MG2Dcy6gsFltJIVPUCiYvByhI/s220/M6dCVcV8_400x400.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEF0inEjKQW46yEKIrx0sYLuxYZz-EX8QwOArGvLUggMO7Qz8zVulnHM5Cnx-GMnStJdDpaojs8iMh239t3T7Kr6-NyutM3Ort8AOrpmkFNZ2zQZZqD9nThWm-3ztWpk9MLiMU4jozQ77d/s72-w640-h366-c/image.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5869494643922110334.post-812032791770074601</id><published>2020-12-14T05:36:00.002-08:00</published><updated>2020-12-14T05:36:19.111-08:00</updated><title type='text'>Pre-treatment of cotton fabric</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;span id=&quot;docs-internal-guid-8f0fbaff-7fff-f7be-8b1c-d1daf468b34e&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The fabric obtained after weaving is known as grey fabric. It contains both natural as well as added impurities. In order to make the fabric suitable for dyeing and printing it is essential to remove the impurities present in grey fabric. The processes involved in the removal of these impurities are known as preparatory processes or fabric pre-treatment.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The chemical nature of both natural and added impurities present on grey fabric depends on the nature of fibre from which the fabric has been made. For example the chemical nature of added and natural impurities present on cotton would be different than those present on silk. Since cotton and silk are generally used in block printing, in this section the chemistry of added and natural impurities present on cotton and silk are discussed along with the chemistry involved in the removal of these impurities.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The purpose of pre-treatment is to remove added and natural impurities from the fabric. The nature of impurities depends on the nature of fibre from which the fabric has been made.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The added impurities present on cotton fabric are dust, oil stains and size&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Dust&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;During weaving and during storage, the fabric attracts dust from the atmosphere. Since the dust is mechanically deposited it gets removed during the chemical processing operations used for the removal of other impurities. Therefore, no separate treatment is required for the removal of dust.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Oil stains&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Oil stains are accidently formed on the fabric during the weaving operation due to negligence of worker during the oiling of loom parts. Such stains are removed during scouring operation under alkaline conditions.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Size&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;During weaving operation threads cross each other. The warp threads are under constant tension and undergo abrasion due to insertion of weft threads. For this reason the warp yarns are likely to break quite often during weaving; affecting the weaving productivity. In order to minimize the breaking of warp yarns and improve the weaving productivity it is essential to coat the warp yarns with a film forming polymer which gives a protective&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;border: none; display: inline-block; height: 516px; overflow: hidden; width: 468px;&quot;&gt;&lt;img alt=&quot;warp-weft&quot; height=&quot;516&quot; src=&quot;https://lh6.googleusercontent.com/Psozlx7wIco9IEhqtL4bNvzvmm9YFPNqjw9Hts8ZgLIvnjVM-jOU6dMU6B0NZp8zvupJPK7KMAkXPQTvCqwzSyKDF0oOiXc85yqXo7s3TJsPuUdjZHi7DIXvQG3-hSXIke7uu6A&quot; style=&quot;margin-left: 0px; margin-top: 0px;&quot; width=&quot;468&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;coating on yarn to prevent it due to abrasion during the insertion of weft yarn. The operation of coating the warp yarn with film forming polymer is known as sizing. This size is present as an added impurity on the grey fabric after weaving. Although sizing is essential or desirable during weaving, the presence of size is not desirable during dyeing and printing.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Why it is essential to remove sizing: If the size is not completely removed before dyeing or printing following undesirable effects would be obtained&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Poor water absorbency of fabric due inefficient removal of natural waxes present in cotton&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Non-uniform absorption of colour during dyeing and printing&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Low fastness of colour because part of the colour would be taken up by size which would be removed during washing of dyed/printed fabric. This would give false impression of low fastness property of colour.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Natural impurities in cotton&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The presence of natural impurities would be revealed from the composition of cotton as shown in Table&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Composition of cotton&lt;/span&gt;&lt;/p&gt;&lt;div align=&quot;left&quot; dir=&quot;ltr&quot; style=&quot;margin-left: -0.75pt;&quot;&gt;&lt;table style=&quot;border-collapse: collapse; border: none;&quot;&gt;&lt;colgroup&gt;&lt;col width=&quot;520&quot;&gt;&lt;/col&gt;&lt;col width=&quot;112&quot;&gt;&lt;/col&gt;&lt;/colgroup&gt;&lt;tbody&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Constituent&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;%&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Cellulose&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;88&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Fats and Waxes&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;0.5&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Pectin’s&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;0.7&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Proteins&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;1.1&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Colouring matter&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;0.5&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Mineral Matter&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;1.0&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Moisture&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;8.0&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;It can be seen from the above Table that if we neglect the amount of moisture different types of natural impurities are present in cotton to an extent of 4% in total. These natural impurities are formed naturally during the growth of cotton fibres. The chemical nature of these impurities and why it is essential to remove them during pre treatment operation before dyeing and printing is outlined in Appendix 1.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Purpose of preparatory processes&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The purpose of preparatory or pre-treatment processes is&lt;/span&gt;&lt;/p&gt;&lt;ul style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;To remove natural and added impurities&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;To impart certain desirable properties (water absorbency)&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;To improve the appearance of fabric (whiteness)&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;To make it suitable for subsequent processes like dyeing, printing finishing&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Removal impurities to the maximum extent with minimum effect on fabric strength. In case of cotton following chemical reactions are involved while removing the impurities&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Hydrolysis&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Oxidation&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The added and natural impurities from grey fabric can be&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;removed by the following pre-treatment processes:&lt;/span&gt;&lt;/p&gt;&lt;div align=&quot;left&quot; dir=&quot;ltr&quot; style=&quot;margin-left: -0.75pt;&quot;&gt;&lt;table style=&quot;border-collapse: collapse; border: none;&quot;&gt;&lt;colgroup&gt;&lt;col width=&quot;121&quot;&gt;&lt;/col&gt;&lt;col width=&quot;232&quot;&gt;&lt;/col&gt;&lt;col width=&quot;134&quot;&gt;&lt;/col&gt;&lt;col width=&quot;144&quot;&gt;&lt;/col&gt;&lt;/colgroup&gt;&lt;tbody&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Desizing&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Scouring Alkali treatment&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Souring Acid treatment&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Bleaching&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Removes: Starch, dust&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Removes: Fatty substances, pectin’s and proteins&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Removes: Mineral matter&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Removes: Colouring matter&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The chemicals in pre-treatment are detailed in Appendix 2.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Chemistry of desizing&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;As mentioned earlier, desizing operation can be carried out by using the chemical reaction of hydrolysis or oxidation with the help of appropriate chemicals and process conditions. Hydrolysis of starch can be carried out by using:&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Rot steeping&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Strong acid like hydrochloric or sulphuric acid&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Amylase enzyme&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Oxidation of starch can be carried out using oxidizing agents like&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Ammonium, sodium or potassium persulphate. Among these ammonium persulphate is most common&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Hydrogen peroxide&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Sodium hypochlorite or bleaching powder&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Among the above oxidizing agents the use per sulphates is most common on industrial scale. Sodium hypochlorite or bleaching powder, though suitable and economical are not recommended because they are not environmentally friendly.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Oxidative desizing is carried out on large scale in organized textile mills. Therefore, this process is not recommended for block printers or small scale processors.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Hydrolytic desizing&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 10pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Rot Steeping&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;In this process the grey fabric is soaked in water for 16-24 hours at room temperature. Fabric soaking is normally carried out in a cemented tank. The fabric is kept soaked in water by putting some weights so that it does not float above the water level. Otherwise the floated fabric layers will be exposed to air and will get dried due to which the starch removal from these exposed layers of fabric would not take place. After steeping for the required length of time the fabric is thoroughly washed with hot and cold water during which the hydrolyzed starch is removed.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Thus the steps involved in rot steeping are&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Soaking/saturation of fabric with water at room temperature&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Leaving the soaked fabric in water for 16-24 hours&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Washing with hot and cold water&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Drying (optional)&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;How starch hydrolysis takes place&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;In this process though no chemicals are used, the starch&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;present on the grey fabric acts as a food for the growth of micro-organisms (from atmosphere) on the surface of fabric soaked in water. The micro-organisms grown on the surface of grey fabric give out (excrete) amylase enzyme and the liberated enzyme is responsible for hydrolysis of starch making it water soluble.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Advantages&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The process is simple and economical as no chemicals and energy is required.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Disadvantage&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The process takes long time. However, main disadvantage of the process is that the growth of micro-organisms is not predictable since the growth of micro-organisms is a natural process. The micro-organism growth also depends on the atmospheric temperature. Thus in summer it would be more compared to in winter. Therefore the results obtained are not reproducible. For this reason the process though simple and economical it is not practiced now.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Acid desizing&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;In this method mineral acid like sulphuric acid or hydrochloric acid is used. The hydrolysis of starch takes place in presence of acid converting starch into water soluble products which are then removed by subsequent washing.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The desizing operation is carried out by following steps&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Soaking the fabric in sulphuric acid or hydrochloric acid solution (concentration 5g/l)&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Time of treatment 3-4 hours&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Temperature Room temperature&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Cold washing, washing with sodium carbonate solution 2 g/l), hot water washing&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Drying optional&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Precautions&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Do not allow the fabric to float on the surface of water. At the exposed surface the concentration of acid would increase due to evaporation of water resulting in degradation of cotton at the exposed portions.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Make sure that during washing operation acid is completely removed and the fabric shows neutral pH. This can be checked by adding a drop of universal indicator on the washed fabric and comparing the colour with the standard colour for neutral pH.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The acid can also cause the degradation of cottan. Therefore, precautions in terms of concentration of acid, time of treatment and temperature must be taken to avoid loss of strength of cotton fabric.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Advantage&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;In addition to the removal of starch the process also&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;removes natural mineral matters present in cotton.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Enzyme desizing&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Amylase enzymes are used for desizing of cotton. Amylase enzymes can be obtained from different sources such as&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Malt enzymes: These are obtained from fermented barley which is a grain&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Pancreatic enzymes: These are obtained from the pancreas (Digestive glands) of slaughtered animals.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Bacterial enzymes: These are prepared from the growth of microorganisms under controlled conditions. Bacterial enzymes are preferred for desizing on industrial scale.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Desizing conditions&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The desizing conditions for different types of amylase enzymes are summarized in the following Table&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Enzyme desizing conditions&lt;/span&gt;&lt;/p&gt;&lt;div align=&quot;left&quot; dir=&quot;ltr&quot; style=&quot;margin-left: -0.75pt;&quot;&gt;&lt;table style=&quot;border-collapse: collapse; border: none;&quot;&gt;&lt;colgroup&gt;&lt;col width=&quot;109&quot;&gt;&lt;/col&gt;&lt;col width=&quot;218&quot;&gt;&lt;/col&gt;&lt;col width=&quot;179&quot;&gt;&lt;/col&gt;&lt;col width=&quot;127&quot;&gt;&lt;/col&gt;&lt;/colgroup&gt;&lt;tbody&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Enzyme&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;pH&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Temperature oC&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Time hours&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Malt&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;4.5-5.5 (Slight acidic)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;55-65&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;2-3&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Pancreatic&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;6.5-7 (Neutral)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;40-45&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;2-3&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Bacterial&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;6.5-7 (Neutral)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;60-70&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;2-3&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Enzyme desizing by small hand-printing units&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The above precise conditions can be maintained when the desizing of cotton is carried out on industrial scale using suitable machine.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;However, for hand-printers or small scale textile processors, the operation can be carried out in cement tank at neutral pH and at room temperature for 6-8 hours or preferably overnight. This is because since the operation is carried out at room temperature, the time of treatment must be increased.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Washing&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;After desizing the fabric must be washed thoroughly with&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Hot water once&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Cold water twice&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Drying is optional, because the next operation is scouring which can be carried out by using wet desized and washed fabric.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Enzyme desizing on Jigger&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Jigger is a common machine used for pre-treatment and dyeing operations. Compared to desizing in cement tanks, desizing on jigger is preferred because desirable conditions required can be maintained.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The conditions for desizing on jigger using bacterial enzyme are summarized below&lt;/span&gt;&lt;/p&gt;&lt;div align=&quot;left&quot; dir=&quot;ltr&quot; style=&quot;margin-left: -0.75pt;&quot;&gt;&lt;table style=&quot;border-collapse: collapse; border: none;&quot;&gt;&lt;colgroup&gt;&lt;col width=&quot;411&quot;&gt;&lt;/col&gt;&lt;col width=&quot;221&quot;&gt;&lt;/col&gt;&lt;/colgroup&gt;&lt;tbody&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Enzyme concentration&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;3-5 g/l&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;pH&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;6.5-7 (Neutral)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Wetting agent(Non-ionic)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;1 g/l&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Temperature&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;60-70oC&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Time&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;2-3 hours&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;After treatment (on jigger)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Cold wash&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;2 rounds&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Hot wash 80-90oC&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;2 rounds&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Cold wash&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;1rounds&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Drying is optional&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Desizing efficiency (Testing for the removal of starch) Iodine Test&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;At the end of desizing it is essential to test whether the starch is completely removed from the fabric or not. Complete removal of starch can be tested by iodine test. The steps involved in this test are&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Place a drop of iodine solution on the wet desized fabric (If the fabric is dried after desizing, it is suggested to wet out the dry fabric before putting drop of iodine solution)&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Spread the iodine solution on wet fabric by slight rubbing action&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Wait for 1 minute for the reaction to complete between residual starch and iodine&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Observations&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Observe the change in colour of iodine solution on the fabric. Depending on the change in colour the extent of removal of starch can be predicted qualitatively.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The change in colour is illustrated in the following picture&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;border: none; display: inline-block; height: 228px; overflow: hidden; width: 465px;&quot;&gt;&lt;img alt=&quot;color-changing&quot; height=&quot;228&quot; src=&quot;https://lh3.googleusercontent.com/vt1e6-1cyug-ya7uC5_0Fhei-sWwWe5IoKFzsSqT0tztY2Vr1jCi2SM7B49d1b7ba0iB3MwFaF4Ty-WRTFL-GAmaJn9CZJxMTYmHV52lNVJ-2gDjXBb_QvePVemn0GStC5_Na4E&quot; style=&quot;margin-left: 0px; margin-top: 0px;&quot; width=&quot;465&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Dark blue colour: No removal of starch. In this case desizing process must be repeated&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Light violet colour: Partial removal of starch. The fabric may be accepted for next process&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Light brown colour: Complete removal of starch. Most desirable. Desizing process has been carried out efficiently.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The conditions under which the block printers or small scale processors carry out the desizing operation it is difficult to remove starch completely to an extent of getting brown color in iodine test. Therefore, if the desized fabric shows light violet color in iodine test, the fabric may be accepted for the next operation of scouring and bleaching. It is anticipated that during the operations scouring and bleaching the residual starch would be removed. However, under no circumstances the fabric showing deep blue colour be accepted. It must be subjected to desizing operation again.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Reason for deep blue colour between starch and iodine&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The exact reason for the change in colour of iodine solution brought in contact with starch is not known precisely. However, it is assumed that there is complex formation between iodine and starch and this complex has blue colour.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Preparation of iodine solution for test&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Dissolve 6 gm of potassium iodide in 100 ml distilled water&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Add 2 gm of iodine crystals to potassium iodide solution and stir with glass rod till iodine is completely dissolved&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Store the solution in dark amber coloured glass bottle with cap&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Put the iodine drop on the fabric with the help of dropper&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Scouring&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The scouring process consists of treatment of cotton fabric under alkaline conditions at high temperature. The process on small scale sector is also known as boiling.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Wet or dry fabric&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;After desizing the cotton fabric is subjected to scouring operation. The desized fabric can be used in wet condition or dry condition. The choice depends on the time gap between desizing and scouring. If the desized fabric is taken immediately for scouring then it may be in wet condition. However, if there is large time gap of 2 days and more, then desized fabric should be dried. If the wet cotton fabric is stored for long time then as in rot steeping, the microorganisms from atmosphere would grow on the wet fabric and leave black stains on fabric which are very difficult to remove during subsequent operations. Also the stored fabric would smell and there is possibility of fabric degradation.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Purpose of scouring&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The impurities removed during scouring process are&lt;/span&gt;&lt;/p&gt;&lt;ul style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Natural impurities like fats, waxes, pectic substances, proteins, seed coats&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Added impurity like oil stains&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The main purpose of scouring is to improve water absorbency of cotton fabric by the removal of fats and waxes. Good water absorbency is an essential requirement for uniform bleaching, dyeing and printing processes. The fabric appearance is also improved by the removal of seed coat fractions (kitties) adhering to the fabric surface.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Scouring chemistry&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The chemistry behind the removal of impurities during scouring is summarized in the following table.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Chemistry of removal of impurities during scouring&lt;/span&gt;&lt;/p&gt;&lt;div align=&quot;left&quot; dir=&quot;ltr&quot; style=&quot;margin-left: -0.75pt;&quot;&gt;&lt;table style=&quot;border-collapse: collapse; border: none;&quot;&gt;&lt;colgroup&gt;&lt;col width=&quot;109&quot;&gt;&lt;/col&gt;&lt;col width=&quot;523&quot;&gt;&lt;/col&gt;&lt;/colgroup&gt;&lt;tbody&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Impurity&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Chemical reaction involved&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Oils, fats and waxes&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;By the action of sodium hydroxide alkali these impurities are converted into water soluble form with the formation of soap. Therefore the chemical reaction is also known as saponification&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Pectic substances&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Converted into water soluble salts of pectic acid by reaction of sodium hydroxide&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Proteins&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Proteins are converted to water soluble amino acids&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Lubricants and oil stains&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Converted to water soluble products&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Scouring agents&lt;/span&gt;&lt;/p&gt;&lt;ul style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Alkali: Sodium hydroxide is the main alkali. However, other alkalis like sodium carbonate, sodium bicarbonate, trisodium phosphate, sodium silicate are used alone or in combination with each other depending on the need of the scouring process.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Surfactants/wetting agents: These agents improve the wettability of fabric which is essential for penetration of chemicals for efficient effect on the impurities to be removed. Anionic or non-ionic wetting agents are recommended. The selected wetting agent/surfactant should be stable to alkali and the process conditions.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Emulsifying agents (non-ionic): These agents keep the degraded impurities in suspended form to prevent their re-deposition on fabric. These agents facilitate the easy removal degraded impurities during subsequent washing.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Sequestering agents: These are also known as metal chelating/complexing agents. They bind heavy metals like cu, Fe, Ca, Mg etc. present in water and thus help to minimize fabric degradation. Most common agent is EDTA (Ethylene Diamine Tetra Acetic acid). Many other trade products are available.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Typical recipe&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The choice of recipe and the process conditions depend on various factors such as type of fabric to be scoured, equipments and other facilities available. Each processor has to standardize own recipe to get satisfactory results. Therefore, the following recipe may be taken only as a guideline.&lt;/span&gt;&lt;/p&gt;&lt;div align=&quot;left&quot; dir=&quot;ltr&quot; style=&quot;margin-left: -0.75pt;&quot;&gt;&lt;table style=&quot;border-collapse: collapse; border: none;&quot;&gt;&lt;colgroup&gt;&lt;col width=&quot;475&quot;&gt;&lt;/col&gt;&lt;col width=&quot;157&quot;&gt;&lt;/col&gt;&lt;/colgroup&gt;&lt;tbody&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Sodium hydroxide (NaOH)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;3%&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Sodium carbonate (Na2CO3)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;1%&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Wetting agent&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;0.2-0.4%&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Sequestarant&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;0.1-0.2%&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Emulsifying agent&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;0.2%&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The concentration of chemicals in the above recipe is expressed on the basis of weight of fabric (owf). For example if the weight of the fabric to be processed is 1kg the concentration of Sodium hydroxide (NaOH) is 30 gm. The concentration of other chemicals is calculated similarly.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Process conditions&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Volume of water: This is known as Material to Liquor ratio (M:L) This is the volume of water to be taken for the processing of given weight of the fabric. It varies depending on the equipment used for processing. Two types of equipments are most commonly used for scouring of cotton fabric&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: lower-alpha; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Kier:&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; In kier the volume of water could be 1:10. This means for 1 kg of fabric weight 10 litres of water is required&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: lower-alpha; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Jigger:&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; In jigger the volume of water could be 1:5. This means for 1 kg of fabric weight 5 litres of water is required.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;border: none; display: inline-block; height: 288px; overflow: hidden; width: 473px;&quot;&gt;&lt;img alt=&quot;jigger-machine&quot; height=&quot;288&quot; src=&quot;https://lh3.googleusercontent.com/UhXEKqNvIDBQJas0i6jLKGGBj2i5-JN4R24EZriL1AarF56jTBPzPUxcn8Ic5whYOcBlo4f0hzeurnZ-wVX6bUjftQhSsgIOjc9xIS1hEP4Il-rQ6FMXmB5QbwMTrKj0H-342Vw&quot; style=&quot;margin-left: 0px; margin-top: 0px;&quot; width=&quot;473&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;2. Temperature: boiling&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;3. Time for the process&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;ul style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;In kier 4-6 hours&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;In jigger 2-3 hours&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;4. After treatment:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;ul style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Cold water : Wash two times&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Hot water: Wash (70-80oC). Wash once&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Cold wash: One time&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Acid wash or souring&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;This process is also known as souring. Some time acid wash using 1-2 g/l of hydrochloric or sulphuric acid is recommended for the removal of residual alkali. If acid wash is given, then precaution should be taken that the residual acid from the fabric is completely removed and the fabric pH is neutral. If the acid is not completely removed then there would be fabric degradation during subsequent drying operation.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;If the bleaching process is carried our immediately after scouring there is no need of drying the scoured fabric. However, if the bleaching process is delayed then fabric should be dried.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Determination of scouring efficiency&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The main purpose of scouring is to improve the water absorbency of fabric. This is tested by several tests such as&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Water drop absorption&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Sinking time test&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Capillary rise method&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Among these, water drop absorption test is simplest and quick. Therefore this test is commonly used.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;In this method a drop of water is placed on the dry scoured fabric. If the drop of water is absorbed within 3-5 seconds then it is considered that scouring operation is carried out efficiently.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;If the drop of water floats on the fabric surface for a long time (more than 2 minutes) it indicates that the scouring is not done efficiently and there is a need to repeat the process.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Loss in fabric strength&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Many times good water drop absorbency is achieved due to excessive scouring. Therefore, if the facility for fabric strength measurement is available then tensile or tear strength of the fabric must be tested and the strength results are compared with the strength of grey fabric. If loss in strength is more than 10-15% it indicates excessive scouring operation.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Bleaching&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Bleaching operation is carried out to improve the whiteness of fabric. This is achieved by the process known as bleaching. During bleaching the natural colouring matters present in cotton are decomposed to colourless substances. The removal of these colouring matters helps to improve the whiteness of cotton fabric.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Purpose of bleaching:&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;To produce white fabric by destroying colouring matter with minimum fibre degradation.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;To improve brightness of colour after dyeing or printing&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Further improvement of whiteness by treatment with optical brightening agents when the fabric is to be marketed as white&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Bleaching agents&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The chemicals used for improving the whiteness of fabric are known as bleaching agents. Although several bleaching agents are available, hydrogen peroxide is most popular for bleaching of cotton.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Properties of hydrogen peroxide&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The important properties of hydrogen peroxide are summarized below&lt;/span&gt;&lt;/p&gt;&lt;ul style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Colourless liquid&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Corrosive to skin, dangerous to eyes&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Stable under acid pH&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Activated under alkaline conditions. Chemicals like sodium hydroxide, sodium carbonate, trisodium phosphate alone or in combination may used as alkali for activation.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Decomposition in presence of alkali alone is very rapid resulting in uneven bleaching. Hence the use of stabilizer along with alkali is essential during bleaching.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Hydrogen peroxide stabilizer&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Compounds which control the rate of decomposition of hydrogen peroxide under alkaline conditions are known as peroxide stabilizer. Sodium silicate is the most common and economical stabilizer. Commercially silicate and non-silicate based products are also available.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Typical bleaching equipment&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Equipment&lt;/span&gt;&lt;/p&gt;&lt;ul style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Kier: On small scale kier can be used for bleaching of cotton with hydrogen peroxide. The most important precaution to be taken during bleaching in kier is that the inside walls of the kier must be thoroughly cemented so that the peroxide solution does not come in contact with iron from which the kier might have been constructed. If this precaution is not taken the iron walls of kier would act as catalyst for the rapid decomposition of hydrogen peroxide even in presence of stabilizer. This would result in uneven bleaching and also fabric degradation. Ideally a stainless steel kier must be used for peroxide bleaching.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-left: 36pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;In kier the bleaching process is carried out while the fabric is in rope form. Therefore the liquor circulation must be efficient to get uniform bleaching.&lt;/span&gt;&lt;/p&gt;&lt;ul style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Jigger: This is most suitable equipment as the commercial jiggers are made of stainless steel. Therefore there is no danger of rapid decomposition of hydrogen peroxide and fabric degradation. The other advantage of jigger is that the fabric is processed in open width form. Therefore the treatment is more uniform.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div align=&quot;left&quot; dir=&quot;ltr&quot; style=&quot;margin-left: -0.75pt;&quot;&gt;&lt;table style=&quot;border-collapse: collapse; border: none;&quot;&gt;&lt;colgroup&gt;&lt;col width=&quot;446&quot;&gt;&lt;/col&gt;&lt;col width=&quot;186&quot;&gt;&lt;/col&gt;&lt;/colgroup&gt;&lt;tbody&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td colspan=&quot;2&quot; style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Typical bleaching recipe&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Hydrogen peroxide (35 %)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;3-5% owf&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Wetting agent&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;0.1-0.5% owf&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Sodium hydroxide (NaOH)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;0.3-0.8% owf&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Sodium silicate&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;2-3% owf&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;height: 0pt;&quot;&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Magnesium sulphate (Epsom salt)&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: solid #000000 0.75pt; border-left: solid #000000 0.75pt; border-right: solid #000000 0.75pt; border-top: solid #000000 0.75pt; overflow-wrap: break-word; overflow: hidden; padding: 0.75pt 0.75pt 0.75pt 0.75pt; vertical-align: middle;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;0.5% owf&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;owf means the concentrations are on the basis of weight of fabric.&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Process&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;ul style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Maintain the temperature between 80oC and 100oC&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Duration for the process: 60-120 minutes&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;After the process is complete, drain the water; and,then rinse with hot and cold water&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Bleaching Efficiency&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Whiteness of bleached fabric:&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; The bleaching efficiency can be tested by expressing the whiteness of bleached fabric in terms of whiteness index (or percentage reflectance). The whiteness index of 70% and above can be considered as acceptable whiteness.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;For measurement of whiteness, spectrophotometer equipment is essential.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;If a standard white fabric is available then whiteness of the bleached fabric can be compared with the standard white fabric visually. This test can be done in the absence of equipment. However, the test being visual it can be subjective. Therefore, instrumental test is recommended to avoid any discrepancy.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Strength measurement:&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; The strength measurement (Tensile or tear strength) does not give idea about the whiteness, but it gives an idea whether the bleaching operation is carried out without fabric degradation. The loss in strength up to 10% compared to scoured fabric normally is acceptable. If Strength loss is beyond 10%, then bleaching recipe and conditions must be reviewed.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Optical brightening treatment&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The whiteness of cotton fabric achieved during hydrogen peroxide bleaching is adequate if the fabric is subsequently dyed or printed. However, it is not adequate if the fabric is to be sold or marketed as white. For this purpose there is a need for further improvement of bleached fabric whiteness. This can be achieved by treating the bleached fabric with&lt;/span&gt;&lt;/p&gt;&lt;ol style=&quot;margin-bottom: 0; margin-top: 0;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Bluing agent or&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Tinting dyes or&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Optical brightening agent&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;It must be remembered that the treatment with above agents is given only when the fabric is to be sold as white. If the fabric is to be dyed or printed then above treatment is not essential.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The improvement of whiteness of cotton fabric during H&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: 0.6em; vertical-align: sub;&quot;&gt;2&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;O&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: 0.6em; vertical-align: sub;&quot;&gt;2&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; bleaching is a chemical process due to conversion of colouring matter into colourless water soluble products and their subsequent removal from the fabric.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;On the other hand, the improvement of whiteness due to bluing agent, tinting agent or optical brightening agent is a physical process.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;In order to understand the basic mechanism of improvement of whiteness of bleached fabric by physical means it is necessary to understand why the fabric looks white. The whiteness of fabric depends on the amount of light reflected in the blue region of visible spectrum. This is expressed as %Reflectance (%R). Higher the value of %R better would be the whiteness. The bluing agents, tinting agents and optical brightening agents help to increase %Reflectance of bleached fabric thus improving the whiteness of fabric.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 18pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Mechanism of whiteness improvement&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Bluing and tinting agent&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;These agents reflect the light in the blue region of visible spectrum and thus compensate the yellow tinge of white fabric. Thus when the bleached fabric is treated with these agents the amount of blue light reflected from the fabric surface is higher than the fabric that has only been bleached. Thus the treated fabric looks more white compared to only-bleached-fabric. However, in order to look the fabric white it is essential to use the minimum concentration as recommended by the manufacturers. If the concentration is higher than recommended then the fabric instead of looking white would look tinted.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Optical brightening agent (OBA)&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;These are also known as fluorescent whitening agent. The property of optical brightening agent is that it absorbs light in the ultraviolet region and reflect the absorbed light in the blue region of visible spectrum.&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;When bleached cotton fabric is treated with OBAs, there are two sources from which light is reflected from the fabric surface these are fabric surface itself and the amount of light absorbed in the ultraviolet region and reflected in the visible region by OBA. Thus the total amount of light reflected from the OBA treated fabric is higher than onlybleached- fabric. Thus OBA treated fabric looks whiter.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 18pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Application&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Bluing agent&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Bluing agent sometime also known as Neel. It is a blue pigment which gets dispersed in water. The bleached fabric is treated either in cement tank or jigger with 0.25-0.5 g/l concentration of bluing agent. The treatment is carried out at room temperature for 30 minutes. After the treatment the fabric is squeezed and dried in open-width form. There is no need of washing after treatment. Higher concentration of bluing agent should be avoided.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Tinting dyes&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;These are acid dyes having no affinity to cotton. They cause only tinting which is desirable for whiteness improvement. Readymade mixtures of tinting colors are available either in liquid or solid form. The manufacturers’ recommendations must be followed for whiteness improvement.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Optical Brightening Agent (OBA)&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Bluing agent or tinting agents do not show affinity to cotton whereas optical brightening agents have affinity to cotton. Therefore they are also called as white or colorless dyes. The fabric is treated with 0.25-0.5% (owf) with OBA. Higher concentration should be avoided otherwise the whiteness would be lowered due to yellow tinge.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The treatment can be carried out at room temperature or at 60oC. There is no need of washing after OBA treatment.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;OBA treatment during bleaching&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 14pt; margin-top: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Some OBAs are stable to hydrogen peroxide (H2O2); therefore the bleaching and OBA treatment can be carried out simultaneously. However, manufacturer’s recommendation must be followed for the choice of H2O2 stable OBA.&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;span style=&quot;font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://textileclass.blogspot.com/feeds/812032791770074601/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://textileclass.blogspot.com/2020/12/pre-treatment-of-cotton-fabric.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/812032791770074601'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5869494643922110334/posts/default/812032791770074601'/><link rel='alternate' type='text/html' href='http://textileclass.blogspot.com/2020/12/pre-treatment-of-cotton-fabric.html' title='Pre-treatment of cotton fabric'/><author><name>Prerna</name><uri>http://www.blogger.com/profile/13576179880746729757</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUjxLb8qb_mAGj7Xh-YL4YvXuVTbH-U4N74wMnmZnvM1HSW3XQDh115CTi4zQFPsslV3UPGgWKQ9iOoNbFF9QG3RgV3-pCAD7aT1iLg-MG2Dcy6gsFltJIVPUCiYvByhI/s220/M6dCVcV8_400x400.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh6.googleusercontent.com/Psozlx7wIco9IEhqtL4bNvzvmm9YFPNqjw9Hts8ZgLIvnjVM-jOU6dMU6B0NZp8zvupJPK7KMAkXPQTvCqwzSyKDF0oOiXc85yqXo7s3TJsPuUdjZHi7DIXvQG3-hSXIke7uu6A=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5869494643922110334.post-7521579167154489365</id><published>2020-09-01T07:20:00.002-07:00</published><updated>2020-09-01T07:28:25.287-07:00</updated><title type='text'> मिज़ो पौन्चेई, रंगीन मिज़ो शॉल को भौगोलिक संकेतक (GI) टैग प्रदान किया गया है</title><content type='html'>&lt;div class=&quot;separator&quot;&gt;&lt;p style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;background-color: white; font-family: Arial;&quot;&gt;ताव्लोहोपुआन, मिजोरम का हस्तनिर्मित अच्छी गुणवत्ता वाला कपड़ा है. मिजो भाषा में ताव्लोह का अर्थ है &#39;मजबूती से खड़े रहना या पीछे नहीं हटना.&#39; मिज़ोरम राज्य में ताव्लोहोपुआन का खासा महत्व है जिसका उत्पादन पूरे राज्य में किया जाता है. एजल और तेन्जावल शहर प्रमुख उत्पादन केंद्र हैं. मिज़ो पौन्चेई, रंगीन मिज़ो शॉल / कपड़ा है जिसे मिज़ो वस्त्रों के बीच सबसे रंगीन माना जाता है. यह हर मिजो महिला के पास आवश्यक रूप से रहता है और राज्य में शादी के दौरान पहना जाने वाला महत्वपूर्ण पहनावा है. इसे मिज़ो उत्सव नृत्यों और आधिकारिक समारोहों में भी सबसे अधिक इस्तेमाल किया जाता है.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;background-color: white; font-family: Arial; font-size: 12px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img height=&quot;400&quot; 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