<?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-6951010948520907762</id><updated>2025-09-11T08:54:06.571-07:00</updated><category term="Data Communications"/><title type='text'>Engineer&#39;s Knowledge</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://engineersknowledge.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://engineersknowledge.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Sajid Baloch</name><uri>http://www.blogger.com/profile/10955339933092698726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>9</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6951010948520907762.post-8557291597368799737</id><published>2013-03-15T10:42:00.000-07:00</published><updated>2013-03-15T10:44:09.948-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data Communications"/><title type='text'>Sine Wave in Frequency Domain</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;A complete sine wave in the time domain can be represented by one single spike in the frequency domain.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;vertical-align: baseline;&quot;&gt;The
time-domain and frequency-domain plots of a sine wave&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;A single-frequency sine wave is not useful in data communication. We need to send a composite signal, a signal composed of many simple sine waves.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;According to Fourier analysis, any composite signal is a combination of simple sine waves with different frequencies, amplitudes and phases.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;vertical-align: baseline;&quot;&gt;A
composite periodic signal&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;vertical-align: baseline;&quot;&gt;Decomposition
of a composite periodic signal in the time and&amp;nbsp;frequency
domain&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://engineersknowledge.blogspot.com/feeds/8557291597368799737/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://engineersknowledge.blogspot.com/2013/03/sine-wave-in-frequency-domain.html#comment-form' title='58 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/8557291597368799737'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/8557291597368799737'/><link rel='alternate' type='text/html' href='http://engineersknowledge.blogspot.com/2013/03/sine-wave-in-frequency-domain.html' title='Sine Wave in Frequency Domain'/><author><name>Sajid Baloch</name><uri>http://www.blogger.com/profile/10955339933092698726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrfoeSpSSPsJVWcu7W_7dmiIqQ-JjZa7sD3O4jV6rVe7lnTEJKLP-LI4SBHW3opm-LUV0Czp6FfaEmBzm5RpYxKg-PYT0a6GFtMS63LVUbG0olfDTjhUCgyCQ6v5ABx7LkEJW2khgCgXcz/s72-c/sine+wave.jpg" height="72" width="72"/><thr:total>58</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6951010948520907762.post-5495908429962458773</id><published>2013-03-14T07:21:00.002-07:00</published><updated>2013-03-14T07:40:20.667-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data Communications"/><title type='text'>Information about Frequency and Phase</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;b&gt;&lt;span style=&quot;color: yellow; font-size: x-large;&quot;&gt;&lt;u&gt;Units of Period and frequency&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;color: yellow; font-size: x-large;&quot;&gt;&lt;u&gt;Frequency:&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;color: yellow; font-size: large;&quot;&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Frequency is the rate of change with respect to time.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Change in a short span of time means high frequency.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Change over a long span of time means low frequency.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;The power we use at home has a frequency of 50-60 Hz.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;If a signal does not change at all, its frequency is zero.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;If a signal changes instantaneously, its frequency is infinite.&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;color: yellow; font-size: x-large;&quot;&gt;&lt;u&gt;Phase&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Phase describes the position of the waveform relative to time 0.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Fig.a shows a phase shift of 0 degrees.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Fig.b shows a phase shift of 90 degrees.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Fig.c shows a phase shift of 180 degrees.&lt;/span&gt;&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://engineersknowledge.blogspot.com/feeds/5495908429962458773/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://engineersknowledge.blogspot.com/2013/03/information-about-frequency-and-phase.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/5495908429962458773'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/5495908429962458773'/><link rel='alternate' type='text/html' href='http://engineersknowledge.blogspot.com/2013/03/information-about-frequency-and-phase.html' title='Information about Frequency and Phase'/><author><name>Sajid Baloch</name><uri>http://www.blogger.com/profile/10955339933092698726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir-41bDvnKL49XV3CDv9dLlB2VfUaiTh6KtamcH7aoDsjiXr5nnuohLXnReoTKhwao9-nVETtAP376vCwin23hBuktotOhF0xND9h0DHRLaraXzYTBAwQbe7JAIOOzpf1iUsaGR_c_vh0n/s72-c/frequency+and+time+period.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6951010948520907762.post-7928941796099666693</id><published>2013-03-08T04:18:00.003-08:00</published><updated>2013-03-14T07:39:53.410-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data Communications"/><title type='text'>Periodic Analog Signals</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-justify: inter-ideograph; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;Periodic
analog signals can be classified as &lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;simple&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt; or &lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;composite&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;. A
simple periodic analog signal, a &lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;sine wave&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;,
cannot be decomposed into simpler signals. A composite&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;periodic
analog signal is composed of multiple sine waves.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-justify: inter-ideograph; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-justify: inter-ideograph; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: yellow; font-family: inherit; font-size: x-large;&quot;&gt;&lt;b&gt;Topics discussed in this section:&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-justify: inter-ideograph; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: left; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;Sine Wave&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;Wavelength&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;
Time and &lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;Frequency&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;
Domain&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;Composite
Signals&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: left; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;Bandwidth&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: left; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: left; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;color: yellow; font-family: inherit; font-size: large;&quot;&gt;Note:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: left; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;In
data communications, we commonly use periodic analog signals and &lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;non-periodic&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;
digital signals.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: center; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: yellow; font-family: inherit; font-size: x-large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;u&gt;&lt;b&gt;A sine wave&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: center; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: yellow; font-family: inherit; font-size: x-large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;u&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&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/AVvXsEjyvdaRarBR3LBalX4aQcl-yWPuVT-ZLxGGZV4DYtCHmVIThnOanul1P2kRXhVTOYmXl1T0FGoNcPEWH78TBeJVkLmgsbvehcrNbhhpQ6fRq7LbHR8kDcmiP8imgk3sPyR8K7qVmP3-yz0k/s1600/Analog+periodic+signals.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;230&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyvdaRarBR3LBalX4aQcl-yWPuVT-ZLxGGZV4DYtCHmVIThnOanul1P2kRXhVTOYmXl1T0FGoNcPEWH78TBeJVkLmgsbvehcrNbhhpQ6fRq7LbHR8kDcmiP8imgk3sPyR8K7qVmP3-yz0k/s640/Analog+periodic+signals.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div style=&quot;text-indent: -36.47999954223633px;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Only at&amp;nbsp;Engineer&#39;s Knowledge&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center; text-indent: -36.47999954223633px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-indent: -36.47999954223633px;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&amp;copy; Copyright Sajid Baloch&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://engineersknowledge.blogspot.com/feeds/7928941796099666693/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://engineersknowledge.blogspot.com/2013/03/periodic-analog-signals.html#comment-form' title='10 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/7928941796099666693'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/7928941796099666693'/><link rel='alternate' type='text/html' href='http://engineersknowledge.blogspot.com/2013/03/periodic-analog-signals.html' title='Periodic Analog Signals'/><author><name>Sajid Baloch</name><uri>http://www.blogger.com/profile/10955339933092698726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyvdaRarBR3LBalX4aQcl-yWPuVT-ZLxGGZV4DYtCHmVIThnOanul1P2kRXhVTOYmXl1T0FGoNcPEWH78TBeJVkLmgsbvehcrNbhhpQ6fRq7LbHR8kDcmiP8imgk3sPyR8K7qVmP3-yz0k/s72-c/Analog+periodic+signals.jpg" height="72" width="72"/><thr:total>10</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6951010948520907762.post-4935655017342997575</id><published>2013-03-07T07:21:00.001-08:00</published><updated>2013-03-14T07:42:51.418-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data Communications"/><title type='text'>Analog and Digital Data, Analog and Digital Signals</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-justify: inter-ideograph; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;Data
can be &lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;analog&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt; or &lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;digital&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-justify: inter-ideograph; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;The
term &lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;analog
data&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;
refers to information that is continuous and&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;digital data&lt;/span&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;
refers to the information that has discrete states.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-justify: inter-ideograph; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;vertical-align: baseline;&quot;&gt;Analog data take on continuous
values and digital data take on discrete values.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-justify: inter-ideograph; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: 28pt; vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: justify; text-justify: inter-ideograph; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: center; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;Signals
can be analog or digital.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;Analog signals can have an infinite number of values in a range and digital
signals can have only a limited&amp;nbsp;&lt;span style=&quot;font-family: inherit; text-align: center;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;display: inline !important; text-align: left;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;font-family: inherit; text-align: center;&quot;&gt;number of values.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;font-family: inherit; text-align: center;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div style=&quot;font-weight: bold; text-align: left;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;b style=&quot;font-family: inherit; text-align: center;&quot;&gt;&lt;/b&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div style=&quot;display: inline !important; text-align: left;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;b style=&quot;font-family: inherit; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;b style=&quot;font-family: inherit; text-align: center;&quot;&gt;
&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;font-size: x-large;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;color: yellow; font-family: inherit; text-align: center;&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: inline !important; text-align: left;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;color: yellow; font-family: inherit; font-size: x-large; text-align: center;&quot;&gt;&lt;u&gt;&lt;b&gt;Comparison of Analog and Digital Signals&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-size: x-large;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit; text-align: center;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div style=&quot;font-size: x-large; font-weight: bold; text-align: left;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b style=&quot;font-family: inherit; text-align: center;&quot;&gt;&lt;/b&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div style=&quot;display: inline !important; text-align: left;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;
&lt;div style=&quot;font-size: x-large; font-weight: bold; text-align: left;&quot;&gt;
&lt;div style=&quot;display: inline !important; text-align: left;&quot;&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b style=&quot;font-family: inherit; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b style=&quot;font-family: inherit; text-align: center;&quot;&gt;
&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://engineersknowledge.blogspot.com/feeds/4935655017342997575/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://engineersknowledge.blogspot.com/2013/03/analog-and-digital-data-analog-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/4935655017342997575'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/4935655017342997575'/><link rel='alternate' type='text/html' href='http://engineersknowledge.blogspot.com/2013/03/analog-and-digital-data-analog-and.html' title='Analog and Digital Data, Analog and Digital Signals'/><author><name>Sajid Baloch</name><uri>http://www.blogger.com/profile/10955339933092698726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihtl3WfeFNCIJZgjbcv4it2dITil5AcJVxs60i5eYJa2OgQsbUjsfS_tqzbzBeVVhjiNijNNuctbB7jQoaAXSJkHrlpmNJc3ZuDNudRoRWQH_z0peXFNtfU5BJ7nB-aoepHVOe_kkMPur0/s72-c/analog+and+digital+signals.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6951010948520907762.post-742463623001514024</id><published>2012-09-03T05:31:00.000-07:00</published><updated>2013-03-14T07:39:08.250-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data Communications"/><title type='text'>Sine Wave</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;h2&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Peak Amplitude&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h3&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Maximum strength of signal.&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Volts. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;/li&gt;
&lt;li&gt;&lt;h2&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Frequency&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h3&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Rate of change of signal.&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Hertz (Hz) or cycles per second.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Period = Time for one repetition (T)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;T=1/f &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;/li&gt;
&lt;li&gt;&lt;h2&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Phase&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Relative position in time.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h2 style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;u&gt;Varying Sine Waves &lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;404&quot; 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&quot; 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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Only at&amp;nbsp;Engineer&#39;s Knowledge&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&amp;copy; Copyright Sajid Baloch&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://engineersknowledge.blogspot.com/feeds/742463623001514024/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://engineersknowledge.blogspot.com/2012/09/sine-wave.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/742463623001514024'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/742463623001514024'/><link rel='alternate' type='text/html' href='http://engineersknowledge.blogspot.com/2012/09/sine-wave.html' title='Sine Wave'/><author><name>Sajid Baloch</name><uri>http://www.blogger.com/profile/10955339933092698726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6951010948520907762.post-2700631133660350616</id><published>2012-09-02T05:07:00.004-07:00</published><updated>2013-03-14T07:38:39.277-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data Communications"/><title type='text'>Components of Analog Signals</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;h2&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Amplitude&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h4&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;The amplitude of a signal is the height of the wave above or below a given reference point.&lt;/span&gt;&lt;/h4&gt;
&lt;h2&gt;
&lt;br /&gt;&lt;img alt=&quot;&quot; height=&quot;324&quot; 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&quot; width=&quot;640&quot; /&gt;&lt;/h2&gt;
&lt;/li&gt;
&lt;li&gt;&lt;h2&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Frequency&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h4&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Frequency is the number of times a signal makes a complete cycle within a given time frame.&lt;/span&gt;&lt;/h4&gt;
&lt;h4&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Spectrum: &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;The range of frequencies
that a signal spans from minimum to maximum.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Bandwidth: &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;The absolute value of the
difference between the lowest and highest frequencies of a signal&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4&gt;
&lt;u&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Example:-&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;The
average voice has a frequency range of roughly 300 Hz to 3100 Hz.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;The &lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;spectrum&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; would thus be 300 - 3100 Hz.&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;The &lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;bandwidth&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; would be 2800 Hz.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;/li&gt;
&lt;li&gt;&lt;h2&gt;
&lt;span style=&quot;color: yellow;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Phase&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h4&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;The phase
of a signal is the position of the waveform relative to a given moment of time
or relative to time zero. &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;A change in phase can be
any number of angles between 0 and 360 degrees&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/span&gt;. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Phase
changes often occur on common angles, such as 45, 90, 135, etc.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;400&quot; 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&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;div style=&quot;font-weight: normal; text-indent: -36.47999954223633px;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Only at&amp;nbsp;Engineer&#39;s Knowledge&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&amp;copy; Copyright Sajid Baloch&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;h4&gt;
&lt;/h4&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://engineersknowledge.blogspot.com/feeds/2700631133660350616/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://engineersknowledge.blogspot.com/2012/09/components-of-analog-signals.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/2700631133660350616'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/2700631133660350616'/><link rel='alternate' type='text/html' href='http://engineersknowledge.blogspot.com/2012/09/components-of-analog-signals.html' title='Components of Analog Signals'/><author><name>Sajid Baloch</name><uri>http://www.blogger.com/profile/10955339933092698726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6951010948520907762.post-4118630434583062010</id><published>2012-09-02T01:20:00.003-07:00</published><updated>2013-03-14T07:38:06.817-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data Communications"/><title type='text'>Time Domain Concepts</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Continuous Signal&lt;/span&gt;&lt;/h3&gt;
&lt;h4&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Various in a smooth way over time. e.g. speed. &lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;/li&gt;
&lt;li&gt;&lt;h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Discrete Signal&lt;/span&gt;&lt;/h3&gt;
&lt;h4&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Maintain a constant level then changes to another constant level. e.g. binary 1&#39;s and 0&#39;s.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4 style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;401&quot; 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&quot; width=&quot;640&quot; /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;/li&gt;
&lt;li&gt;&lt;h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Periodic Signal&lt;/span&gt;&lt;/h3&gt;
&lt;h4&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Pattern repeated over time&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;408&quot; 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&quot; width=&quot;640&quot; /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;/li&gt;
&lt;li&gt;&lt;h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Aperiodic Signal&lt;/span&gt;&lt;/h3&gt;
&lt;h4&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Pattern not repeated over time &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;div style=&quot;text-indent: -36.47999954223633px;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Only at&amp;nbsp;Engineer&#39;s Knowledge&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center; text-indent: -36.47999954223633px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-indent: -36.47999954223633px;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&amp;copy; Copyright Sajid Baloch&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://engineersknowledge.blogspot.com/feeds/4118630434583062010/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://engineersknowledge.blogspot.com/2012/09/time-domain-concepts.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/4118630434583062010'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/4118630434583062010'/><link rel='alternate' type='text/html' href='http://engineersknowledge.blogspot.com/2012/09/time-domain-concepts.html' title='Time Domain Concepts'/><author><name>Sajid Baloch</name><uri>http://www.blogger.com/profile/10955339933092698726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6951010948520907762.post-15325111124882012</id><published>2012-09-01T11:01:00.000-07:00</published><updated>2013-03-14T07:37:35.813-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data Communications"/><title type='text'>Terminology</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Transmitter&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;/li&gt;
&lt;li&gt;&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Receiver&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;/li&gt;
&lt;li&gt;&lt;h3&gt;
&lt;/h3&gt;
&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;b&gt;Medium&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h4&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Guided Medium&lt;/span&gt;:&lt;span style=&quot;font-size: small;&quot;&gt; &lt;span style=&quot;font-weight: normal;&quot;&gt;Media in which signal is
guided along a physical path. e.g. twisted pair, coax, optical fiber.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;Unguided Medium: &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Media in which signal is
not guided. e.g. air, water, vacuum.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;/li&gt;
&lt;li&gt;&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Direct Link&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h4&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;No intermediate devices &lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Point to Point&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h4&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Direct Link&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;h4&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Only 2 devices share link&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Multi-point&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/h3&gt;
&lt;h4&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;More than two devices share link &lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Simplex&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h4&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;One Direction. e.g. Television &lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Half Duplex&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/h3&gt;
&lt;h4&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Either Direction, but only one way at a time. e.g. Police radio&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;h3&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Full Duplex&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/h3&gt;
&lt;h4&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Both directions at the same time. e.g. Telephone&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;div style=&quot;text-indent: -36.47999954223633px;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Only at&amp;nbsp;Engineer&#39;s Knowledge&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center; text-indent: -36.47999954223633px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-indent: -36.47999954223633px;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&amp;copy; Copyright Sajid Baloch&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://engineersknowledge.blogspot.com/feeds/15325111124882012/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://engineersknowledge.blogspot.com/2012/09/terminology.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/15325111124882012'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/15325111124882012'/><link rel='alternate' type='text/html' href='http://engineersknowledge.blogspot.com/2012/09/terminology.html' title='Terminology'/><author><name>Sajid Baloch</name><uri>http://www.blogger.com/profile/10955339933092698726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6951010948520907762.post-6990105096104115724</id><published>2012-09-01T10:31:00.000-07:00</published><updated>2013-03-14T07:36:49.051-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data Communications"/><title type='text'>Data and Signals</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0pt; margin-left: 0.38in; margin-top: 6.72pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;color: yellow; font-size: x-large;&quot;&gt;&lt;b&gt;What is DATA and SIGNALS?&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;•&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;Data are entities that
convey meaning&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0pt; margin-left: 0.38in; margin-top: 6.72pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;•&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;Signals
are the electric or electromagnetic encoding of data &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0pt; margin-left: 0.38in; margin-top: 6.72pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;•&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;Computer networks and
data/voice communication systems transmit signals&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0pt; margin-left: 0.38in; margin-top: 6.72pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;•&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;Data
and signals can be analog or digital&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-weight: normal;&quot;&gt;Only at&amp;nbsp;Engineer&#39;s Knowledge&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&amp;copy; Copyright Sajid Baloch&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://engineersknowledge.blogspot.com/feeds/6990105096104115724/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://engineersknowledge.blogspot.com/2012/09/data-and-signals.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/6990105096104115724'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6951010948520907762/posts/default/6990105096104115724'/><link rel='alternate' type='text/html' href='http://engineersknowledge.blogspot.com/2012/09/data-and-signals.html' title='Data and Signals'/><author><name>Sajid Baloch</name><uri>http://www.blogger.com/profile/10955339933092698726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>