<?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-6227791831234537359</id><updated>2024-11-01T00:33:02.260-07:00</updated><category term="Energy"/><category term="Renewable energy"/><category term="Design"/><category term="Chemical plant design"/><category term="Chemistry"/><category term="Environment"/><category term="Biofuel"/><category term="Experimental"/><category term="Food"/><category term="Fuel from plastics"/><category term="bioethanol"/><category term="plastics"/><category term="sustanable tech"/><category term="Absorber modeling"/><category term="Alkyd resin"/><category term="Innovations"/><category term="Landfill gas"/><category term="Low cost 100% Plant Oil Stove"/><category term="Mechanical engineering"/><category term="Plant science"/><category term="Pumps"/><category term="Rapeseed meal"/><category term="Software"/><category term="Solar"/><category term="crude oil"/><category term="human waste into electricity-Toilet"/><category term="textile"/><category term="waster water"/><title type='text'>Final Project Ideas</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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>59</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6227791831234537359.post-3300627218134066844</id><published>2013-01-31T13:44:00.001-08:00</published><updated>2013-01-31T13:44:55.636-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Absorber modeling"/><title type='text'>One dimensional model of absorption of CO2 in falling film</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: Times New Roman,serif; font-size: 16.0pt; line-height: 115%;&quot;&gt;Abstract&lt;/span&gt;&lt;br /&gt;

&lt;div style=&quot;text-align: justify; text-justify: inter-ideograph;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: Times New Roman,serif; font-size: 12.0pt; line-height: 115%;&quot;&gt;This
paper describes a model of the absorption process in a falling film POE oil/CO2
absorber.&lt;span&gt;&amp;nbsp; &lt;/span&gt;Absorption of CO2 into a
laminar falling film on the surface of a vertical plate is considered.
Necessary boundary conditions and simultaneous mass and heat transfer model
equation are solved. The coolant side is assumed water at specified inlet and
outlet temperature.&lt;span&gt;&amp;nbsp; &lt;/span&gt;To solve this,
finite element software has been used. The concentration, temperature and
velocity profiles are obtained. The mass and heat fluxes along plate length are
also depicted.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify; text-justify: inter-ideograph;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: Times New Roman,serif; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;a href=&quot;https://sites.google.com/site/ethiograd123/word-of-the-week/untitledpost-1&quot; target=&quot;_blank&quot;&gt;MORE &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/3300627218134066844/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2013/01/one-dimensional-model-of-absorption-of.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/3300627218134066844'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/3300627218134066844'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2013/01/one-dimensional-model-of-absorption-of.html' title='One dimensional model of absorption of CO2 in falling film'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-7008371778958340136</id><published>2012-10-06T04:30:00.002-07:00</published><updated>2012-10-06T04:30:41.964-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Low cost 100% Plant Oil Stove"/><title type='text'>Low cost 100% Plant Oil Stove</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;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;A 100%
plant oil (non-edible oil) stove to replace Kerosene as a
cooking fuel. The fuel to be pursued is ’straight vegetable oil’ instead of
bio-diesel because the ’straight’ vegetable oil will not undergo any processing
or refining.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://www.innocentive.com/projectImages/challenge/ic5454257_2.jpg&quot; style=&quot;border: 1px solid rgb(204, 204, 204);&quot; width=&quot;200&quot; /&gt;
&lt;/span&gt;&lt;br /&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;
The ultimate mission of the endeavor is to promote rural energy independence by
encouraging the use of a renewable energy source (plant oil) instead of
non-renewable sources like kerosene. If successful, this product will be a boon
to several BOP (Bottom of Pyramid) people by reducing their dependence on
Kerosene and encouraging the use of a more sustainable, renewable energy
source. &lt;br /&gt;
&lt;br /&gt;
Previous models can only burn for 2
hours before clogging up with carbon deposits. The goal is to
adapt/modify/improve this stove design so that it can burn for 10 hours or more
before requiring cleaning. &lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/7008371778958340136/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2012/10/low-cost-100-plant-oil-stove.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/7008371778958340136'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/7008371778958340136'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2012/10/low-cost-100-plant-oil-stove.html' title='Low cost 100% Plant Oil Stove'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-4021231839630251064</id><published>2012-06-29T17:31:00.001-07:00</published><updated>2012-06-29T17:31:38.197-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="human waste into electricity-Toilet"/><title type='text'>New toilet turns human waste into electricity and fertilizer</title><content type='html'>&amp;nbsp;Nanyang Technological University (NTU) have invented a new toilet system  that will turn human waste into electricity and fertilisers and also  reduce the amount of water needed for flushing by up to 90 per cent  compared to current toilet systems in Singapore.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.sciencedaily.com/releases/2012/06/120626072942.htm#.T-5Imoyq3pI.blogger&quot;&gt;New toilet turns human waste into electricity and fertilizer&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/4021231839630251064/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2012/06/new-toilet-turns-human-waste-into.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/4021231839630251064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/4021231839630251064'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2012/06/new-toilet-turns-human-waste-into.html' title='New toilet turns human waste into electricity and fertilizer'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-6631258646107810931</id><published>2012-01-18T05:21:00.000-08:00</published><updated>2012-01-18T05:21:23.188-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Alkyd resin"/><category scheme="http://www.blogger.com/atom/ns#" term="crude oil"/><title type='text'>Investigatory project: Alkyd Resin production from crude oil</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: justify;&quot;&gt;Polymerization is one of the most important industrial processes. Resins and emulsion are two main classes of polymer. Alkyd resins are by far the most important class of coating resins. It is estimated that alkyd resins contribute about 70% to the conventional binders used in surface coating today. The popularity of alky resins as vehicle for coatings is largely due to their unique properties such as film hardness, durability gloss and gloss retention, resistance to abrasion, etc. impacted on them through modification with drying oil.&lt;br /&gt;
&lt;br /&gt;
The experimental detail and setup of this investigatory project&amp;nbsp; is discussed below&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Experimental steps&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;1. Neutralization of Crude Castor Oil&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;2. Bleaching of Neutralized Oil&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;3. Dehydration of Castor Oil&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/AVvXsEjmKmiprm_iuH2ZCXY3b7SdVcEfCXdgO4J85No-ziBK4j6LAv2PKHdKwU8ny7ewvP7uO43AKL0B0o8_FHHJUTQaE2vIwiXul7JzmESntL1oqUZhJyTsWLFZIsuZIP6uZT0dGg3xF9uk26w/s1600/Dehydration+of+castor+oil.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;215&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmKmiprm_iuH2ZCXY3b7SdVcEfCXdgO4J85No-ziBK4j6LAv2PKHdKwU8ny7ewvP7uO43AKL0B0o8_FHHJUTQaE2vIwiXul7JzmESntL1oqUZhJyTsWLFZIsuZIP6uZT0dGg3xF9uk26w/s320/Dehydration+of+castor+oil.png&quot; width=&quot;320&quot;alt=&quot; Investigatory project: Alkyd Resin production from crude oil&quot;  /&gt;&lt;/a&gt;&lt;/div&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;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Experimental setup of dehydration of castor oil&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;4. Preparation of Alkyd Resin&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; 4.1 alcoholysis&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; 4.2 esterification&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&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/AVvXsEhN8K1pwf3Lm17Lv5oV3mFqGr1ODubfhZrmiSuzAy3YnOmkfQgCkWesZ3ZJ-NCtj60BRjZqY6rVrtKjWlAtYBvzcNuxkdGWJ61zZQW1h2vAA4wYD-qYDqFvVQXWfUeI217QLQt37JZhJW0/s1600/Alkyd+resin+preparation.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;226&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN8K1pwf3Lm17Lv5oV3mFqGr1ODubfhZrmiSuzAy3YnOmkfQgCkWesZ3ZJ-NCtj60BRjZqY6rVrtKjWlAtYBvzcNuxkdGWJ61zZQW1h2vAA4wYD-qYDqFvVQXWfUeI217QLQt37JZhJW0/s320/Alkyd+resin+preparation.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&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;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Alkyd resin preparation equipment setup&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Related posts&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://processflowsheets.blogspot.com/2011/04/alkyd-resin-manufacturing.html&quot; target=&quot;_blank&quot;&gt;Alkyd resin manufacturing flow sheet&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h3 class=&quot;post-title entry-title&quot;&gt;&lt;a href=&quot;http://processflowsheets.blogspot.com/2011/09/formaldehyde-production-process-flow.html&quot; target=&quot;_blank&quot;&gt;Formaldehyde production process flow sheet&amp;nbsp;&lt;/a&gt;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&lt;a href=&quot;http://processflowsheets.blogspot.com/2011/09/pvc-production-process-flow-sheet.html&quot; target=&quot;_blank&quot;&gt;PVC production process flow sheet&lt;/a&gt;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&lt;a href=&quot;http://processflowsheets.blogspot.com/2011/08/recycled-plastics-making-process.html&quot; target=&quot;_blank&quot;&gt;Recycled plastics making process&lt;/a&gt;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&lt;a href=&quot;http://www.waset.org/journals/waset/v48/v48-25.pdf&quot; target=&quot;_blank&quot;&gt;Alkyd resin from crude oil details&lt;/a&gt;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&amp;nbsp;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&amp;nbsp;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&amp;nbsp;&lt;/h3&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt; &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/6631258646107810931/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2012/01/investigatory-project-alkyd-resin.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/6631258646107810931'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/6631258646107810931'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2012/01/investigatory-project-alkyd-resin.html' title='Investigatory project: Alkyd Resin production from crude oil'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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/AVvXsEjmKmiprm_iuH2ZCXY3b7SdVcEfCXdgO4J85No-ziBK4j6LAv2PKHdKwU8ny7ewvP7uO43AKL0B0o8_FHHJUTQaE2vIwiXul7JzmESntL1oqUZhJyTsWLFZIsuZIP6uZT0dGg3xF9uk26w/s72-c/Dehydration+of+castor+oil.png" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6227791831234537359.post-6889577272030983940</id><published>2011-12-31T07:04:00.000-08:00</published><updated>2011-12-31T07:04:32.545-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Fuel from plastics"/><category scheme="http://www.blogger.com/atom/ns#" term="Landfill gas"/><title type='text'>Investigatory project ideas : Land Fill gas to energy</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: justify;&quot;&gt;Landfills are continuously producing and recovering landfill gas (LFG). Energy recovered from methane generated at a landfill displaces energy that is produced from fossil fuels, among other conventional sources of electricity.&lt;/div&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/AVvXsEiCKY4SIw3cEGCWbwq8z3zlRJ39gWmiBm8Sc4XSUQ_ycJ9292e4Brvt68IZSzmPBOZdYdcEs3iAJMK7qtuElVMdRny21TP6oL_hg3iV9e9NutQt27XJprifqS5pz5KIOhGTRDQ13tDxyOA/s1600/Methane+from+land+fill+gas+digester.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;154&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCKY4SIw3cEGCWbwq8z3zlRJ39gWmiBm8Sc4XSUQ_ycJ9292e4Brvt68IZSzmPBOZdYdcEs3iAJMK7qtuElVMdRny21TP6oL_hg3iV9e9NutQt27XJprifqS5pz5KIOhGTRDQ13tDxyOA/s320/Methane+from+land+fill+gas+digester.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Simplified diagram of Methane mass balance&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://docs.google.com/viewer?a=v&amp;amp;q=cache:DLuVYaUejbMJ:www.seas.columbia.edu/earth/wtert/sofos/Importance_of_LFG_Capture_and_Utilization_in_the_US.pdf+&amp;amp;hl=en&amp;amp;pid=bl&amp;amp;srcid=ADGEESjvXkx7nYrugM0plcBTKLJBVJCv8u4cGqKzQHS2G4Z8lCnCPbCWGy8A58owF6kxzdtiMvD4KRvJm5-NV0vEnM_AixtAX1xWprGuQ0suwnha8T5RsH9ZWbt09fkTiHBjY9zh_4oG&amp;amp;sig=AHIEtbTQjuIFFn3Ea0Vy3p45QcH6L1upSw&amp;amp;pli=1&quot; target=&quot;_blank&quot;&gt;Here &lt;/a&gt;is the detail study document prepared by University of Columbia, &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Related posts&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;http://finalprojectidea.blogspot.com/2011/12/waste-plastics-in-to-petroleum-fuel.html&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Waste plastics into petroleum&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/6889577272030983940/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/12/investigatory-project-ideas-land-fill.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/6889577272030983940'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/6889577272030983940'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/12/investigatory-project-ideas-land-fill.html' title='Investigatory project ideas : Land Fill gas to energy'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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/AVvXsEiCKY4SIw3cEGCWbwq8z3zlRJ39gWmiBm8Sc4XSUQ_ycJ9292e4Brvt68IZSzmPBOZdYdcEs3iAJMK7qtuElVMdRny21TP6oL_hg3iV9e9NutQt27XJprifqS5pz5KIOhGTRDQ13tDxyOA/s72-c/Methane+from+land+fill+gas+digester.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6227791831234537359.post-3161321500971543647</id><published>2011-12-27T12:07:00.000-08:00</published><updated>2011-12-27T12:07:10.941-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Solar"/><title type='text'>Five important breakthrough Solar technologies -2011</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;This was supposed to be a big year for energy-related technology. Here are the five most important breakthrough in solar energy research in a year 2011.&lt;br /&gt;
&lt;br /&gt;
1. A new &lt;a href=&quot;http://www.latimes.com/news/local/environment/la-me-gs-breakthrough-double-solar-energy-output-20111216,0,3897047.story&quot; target=&quot;_blank&quot;&gt;discovery&lt;/a&gt;  from a chemist at the University of Texas at Austin may allow  photovoltaic solar cells to double their efficiency, thus providing  loads more electrical power from regular sunlight.&lt;br /&gt;
&lt;br /&gt;
2. A&lt;a href=&quot;http://www.earthtimes.org/energy/new-breakthrough-solar-technology/1725/&quot; target=&quot;_blank&quot;&gt; new prototype solar cell &lt;/a&gt;has been designed by researchers at the  University of Florida. They claim that it sees new levels of efficiency  and could be made using a roll-to-roll process, a spokesman said,  &quot;Imagine making solar panels by a process that looks like printing  newspaper roll to roll,&quot; said Franky So, a UF professor in the  department of materials science and engineering.&lt;br /&gt;
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3.&lt;span style=&quot;font-size: small;&quot;&gt; &lt;a href=&quot;http://www.stumbleupon.com/su/6lB28z/www.treehugger.com/solar-technology/brighter-way-make-solar-cells-optical-furnace.html&quot; target=&quot;_blank&quot;&gt;Optical Furnace Could Cut in Half the Energy Required to Make Solar Cells &lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
The new furnace reduce the energy required to make a solar cell &lt;em&gt;and&lt;/em&gt; to make the  solar cell itself more efficient is to use an optical furnace to heat  up the silicon substrate with which the panel is made. &lt;br /&gt;
&lt;br /&gt;
4. The UF team has crossed the critical threshold of 8 percent efficiency in &lt;a href=&quot;http://www.physorg.com/news/2011-12-breakthrough-plastic-solar-energy-cells.html&quot; target=&quot;_blank&quot;&gt;laboratory prototype solar cells&lt;/a&gt;, a milestone with implications for future marketability, by using a specially treated zinc oxide polymer blend as the electron charge transporting material.&lt;br /&gt;
&lt;br /&gt;
5. Researchers have reduced the preparation time of quantum dot solar cells  to less than an hour by changing the form to a &lt;a href=&quot;http://oilprice.com/Alternative-Energy/Solar-Energy/Solar-Breakthrough-Cheap-Quantum-Dot-Solar-Paint.html?utm_source=twitterfeed&amp;amp;utm_medium=twitter&amp;amp;utm_campaign=Feed%3A+oilpricecom+%28Oil+Price.com+Daily+News+Update%29&quot; target=&quot;_blank&quot;&gt;one-coat quantum dot solar paint. &lt;/a&gt; &lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Related posts&lt;/span&gt;&lt;br /&gt;
&lt;h3 class=&quot;post-title entry-title&quot;&gt;&lt;a href=&quot;http://finalprojectidea.blogspot.com/2011/12/year-in-energy-technology-review.html&quot; target=&quot;_blank&quot;&gt;The Year in Energy - Technology Review&lt;/a&gt;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&lt;a href=&quot;http://finalprojectidea.blogspot.com/2011/07/thesis-ideas-on-renewable-energy.html&quot; target=&quot;_blank&quot;&gt;Investigatory Project Ideas on renewable energy&lt;/a&gt;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&lt;a href=&quot;http://finalprojectidea.blogspot.com/2011/07/solar-kitchen-for-urban-amhara.html&quot; target=&quot;_blank&quot;&gt;Solar Kitchen for Urban Amhara&lt;/a&gt;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&lt;a href=&quot;http://finalprojectidea.blogspot.com/2011/07/sample-thesis-research-proposal-on.html&quot; target=&quot;_blank&quot;&gt;Sample thesis/ research proposal on renewable energy engineering&lt;/a&gt;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&lt;a href=&quot;http://finalprojectidea.blogspot.com/2011/10/mechanical-engineering-final-project.html&quot; target=&quot;_blank&quot;&gt;Mechanical engineering final project ideas&lt;/a&gt;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&amp;nbsp;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&amp;nbsp;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&amp;nbsp;&lt;/h3&gt;&lt;h3 class=&quot;post-title entry-title&quot;&gt;&amp;nbsp;&lt;/h3&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/3161321500971543647/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/12/five-important-breakthrough-solar.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/3161321500971543647'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/3161321500971543647'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/12/five-important-breakthrough-solar.html' title='Five important breakthrough Solar technologies -2011'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-1483267046018866656</id><published>2011-12-27T06:51:00.000-08:00</published><updated>2011-12-27T06:51:56.299-08:00</updated><title type='text'>The Year in Energy - Technology Review</title><content type='html'>&lt;a href=&quot;http://www.technologyreview.com/energy/39386/#.TvnbfZIHc9M.blogger&quot;&gt;The Year in Energy - Technology Review&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/1483267046018866656/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/12/year-in-energy-technology-review.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/1483267046018866656'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/1483267046018866656'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/12/year-in-energy-technology-review.html' title='The Year in Energy - Technology Review'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-958895532774557474</id><published>2011-12-26T15:04:00.000-08:00</published><updated>2011-12-26T15:08:44.023-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Fuel from plastics"/><title type='text'>Waste plastics into petroleum fuel made in Ethiopia</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;I recently watched a video showing how one Ethiopian is using ordinay equipments to make petroleum feul out of waste plastics.(in this &lt;a href=&quot;http://www.diretube.com/ethiopian-news/innovation-that-recycling-plastic-to-make-to-petrol-video_5001766d0.html?utm_source=DireTube&amp;amp;utm_medium=twitter&quot; target=&quot;_blank&quot;&gt;video.&lt;/a&gt; ) Just a month ago the government was planning on banning the import plastic bags for environmental issues. I would like to point out five things that must be done to make it better!&lt;br /&gt;
&lt;br /&gt;
Possible ideas for further study as final project could be; &lt;br /&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt; As you might have noticed he is using very basic equipments to make it in a way that wastes heat for temperature ranges of 140-350 degree C.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;There is also a possibility of blending it with the conventional diesel even though direct use of it in cars ( as seen on the video) might not be so good environmentally and car safety.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;&amp;nbsp;Efficient cleaning and per-processing of the plastics should be studied to improve the process&lt;/li&gt;
&lt;li&gt;The biodiesel from waste cooking oil model should be used to upgrade the process so that small scale business opportunities are created&lt;/li&gt;
&lt;li&gt;Waste heat in process recovery should be considered. He might use it to heat up water that will be used in cleaning or per-processing the raw plastics&lt;/li&gt;
&lt;/ol&gt;The industrial standard production facility is developed in USA that also &lt;a href=&quot;http://green.blogs.nytimes.com/2009/09/16/a-new-way-to-turn-plastic-into-fuel/&quot; target=&quot;_blank&quot;&gt;turns plastic into fuel&lt;/a&gt;.&amp;nbsp; In a similar but alternative application an American student, using pyrolysis, converted the waste plastic into gas that is burned in combustion chamber producing steam that ultimately drives a generator to produces electricity. &lt;a href=&quot;http://www.renewableenergyworld.com/rea/news/article/2010/06/transforming-waste-plastic-into-an-alternative-fuel&quot; target=&quot;_blank&quot;&gt;Click here&lt;/a&gt;&lt;br /&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/958895532774557474/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/12/waste-plastics-in-to-petroleum-fuel.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/958895532774557474'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/958895532774557474'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/12/waste-plastics-in-to-petroleum-fuel.html' title='Waste plastics into petroleum fuel made in Ethiopia'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-4390409751062032355</id><published>2011-12-03T07:40:00.000-08:00</published><updated>2011-12-03T07:41:29.184-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Environment"/><category scheme="http://www.blogger.com/atom/ns#" term="waster water"/><title type='text'>Optimizing water use efficiency in water treatment plant</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: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Water-use systems impact nearly all plant operations either directly or indirectly. The need for optimization emanates from high water use demands, water utility cost or strict environmental regulations.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Industrial water demand may increase for reasons such as strict product specification requiring more washing , new or improved units requiring more water or most commonly failing equipments such as leaking heat exchangers and clogged tubes can lead to more water needs( cooling for eg.).As the demand for water increases the cost of water use increases proportionally.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Here are some solutions that could be applied;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Reduce need&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Blowdown streams. Recirculating-cooling-tower and boiler-feed streams build up dissolved solids, especially calcium and magnesium compounds, silica and other contaminants that are relatively insoluble in water.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Water-treatment regeneration streams. Ion exchange media (salt brine for softeners, acid and bases for deionizers) used to remove both suspended and dissolved solids generally require regeneration.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Condensate. By returning condensate to the boiler for use as feed water, facilities reduce the makeup source demands and lower regeneration flows because condensate does not typically require water treatment.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Separate clean streams&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Many non-process streams are eligible for direct discharge depending on the governing discharge permit requirements. These are steam blow down; Non-contact cooling water and condensate; Cooling tower blow down; Condensate and cooling water from heating/ventilating/ air-conditioning units&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Recycle&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;The reuse of treated effluent does not reduce the total flow rate of wastewater requiring treatment and thus, is generally less desirable than the direct reuse of clean wastewater. One of the more-common unit operations for wastewater treatment at process plants is biotreatment, which is effective for decreasing soluble organic concentrations.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Related resources &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;a href=&quot;http://www.chemicalprocessing.com/&quot;&gt;www.chemicalprocessing.com&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;http://finalprojectidea.blogspot.com/2011/08/environmentally-responsible-dye.html&quot; target=&quot;_blank&quot;&gt;Environmentally responsible dye application in textile&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;http://finalprojectidea.blogspot.com/2011/10/how-to-use-banna-peel-to-purify-water.html&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;How to use banana peel to purify water&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/4390409751062032355/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/12/optimizing-water-use-efficiency-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/4390409751062032355'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/4390409751062032355'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/12/optimizing-water-use-efficiency-in.html' title='Optimizing water use efficiency in water treatment plant'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-7132060657857303441</id><published>2011-11-28T10:20:00.000-08:00</published><updated>2011-11-28T10:20:04.030-08:00</updated><title type='text'>How ChE Prepared Me for Business (and How It Didn’t): Final Thoughts</title><content type='html'>&lt;a href=&quot;http://chenected.aiche.org/professional-career-development/management-professional-career-development/how-che-prepared-me-for-business-and-how-it-didn%E2%80%99t-final-thoughts/&quot;&gt;How ChE Prepared Me for Business (and How It Didn’t): Final Thoughts&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/7132060657857303441/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/how-che-prepared-me-for-business-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/7132060657857303441'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/7132060657857303441'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/how-che-prepared-me-for-business-and.html' title='How ChE Prepared Me for Business (and How It Didn’t): Final Thoughts'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-1755741272449000306</id><published>2011-11-16T09:59:00.000-08:00</published><updated>2011-11-16T09:59:58.523-08:00</updated><title type='text'>Save Energy in Water Systems, Part II | Chemical Processing</title><content type='html'>&lt;a href=&quot;http://www.chemicalprocessing.com/articles/2011/save-energy-in-water-systems-part2.html?DCMP=rss&quot;&gt;Save Energy in Water Systems, Part II | Chemical Processing&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/1755741272449000306/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/save-energy-in-water-systems-part-ii.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/1755741272449000306'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/1755741272449000306'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/save-energy-in-water-systems-part-ii.html' title='Save Energy in Water Systems, Part II | Chemical Processing'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-2714117955044349708</id><published>2011-11-16T03:46:00.000-08:00</published><updated>2011-11-28T10:23:14.961-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Energy"/><category scheme="http://www.blogger.com/atom/ns#" term="Pumps"/><title type='text'>Energy saving opportunities in pumping systems</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://www.rockwellenergycalc.com/&quot; target=&quot;_blank&quot;&gt;Don´t miss pump and fun energy saving FREE calculator from Rockwell automation&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Pumps account for an incredible &lt;b&gt;&lt;i&gt;10% of the world’s total electricity consumption&lt;/i&gt;&lt;/b&gt;. However, a large proportion of that is wasted. Energy saving opportunities are always there in pumping systems of industries and saving techniques are also abundantly found in websites, including text book techniques we know.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;In this blog, I would like to provide a concept map for all the saving opportunities out there. You may go on and plan a pump energy saving consulting business (specially those developing country students) that after doing a study that applies some of the selected tips on one particular industry. This is because the field is wide; you can do from simple text book saving tips to complex CFD analysis of the flow field and optimizations. Just give it a thought! But doing your final project on it will give you a very good initial test of this hypothesis.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Energy saving in pumping systems can be thought of as two wide approaches;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;1) Improve the efficiency of the existing system&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;2) Design a new system&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt; Lets see a typical pumping system and list out many opportunities&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;PUMP&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;1) Is it Over sized?&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;2)Best efficiency point?&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;3) Impeller trimming?&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;4) Change impeller?&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;5) Multiple pumping arrangement?&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;6) Multiple speed pumping?&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;FLOW RATE CONTROLS&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;1) Throttle and bypass versus adjustable speed drive&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;/span&gt;2) Multiple speed motor&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;PIPING&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;1) Pipe diameter&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;2) Piping layout&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;3) valves and fitting and loss&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;MOTORS&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;1) Oversized?&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;2) High efficiency motors&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;NEW system design&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;System &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Minimize pumping demand:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Reduce pumping needs through good plant design&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Reduce leaks&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Lower pumping system flow rate&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Lower the operating pressure&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Choose efficient pumping components&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Use the latest energy prices in calculation of operating costs&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Controls and operating &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Consider variable-speed drives for flow management philosophy rather than throttling valves&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Put pressure or flow sensors in the location that will help ensure process requirements are met without excess pumping energy&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Record system trend data&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Provide metering of components (such as flows, kWh)&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Pump stations &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Consider multiple size pumps for varying flows&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Pay attention to pipework design with multiple pumps&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Piping system &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Maximize pipe diameter configuration&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&amp;nbsp;• Optimize pipe layout to minimize pressure loss&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Minimize pressure losses through valves and fittings&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Minimize bypass flow rates&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Throttling controls &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Avoid bypass lines&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Avoid throttle valves&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Optimize use of throttling and adjustable/variable speed drives&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Pumps and motors &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Ensure high motor efficiency&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Ensure high pump efficiency&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Ensure pump operates close to its BEP&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Don’t oversize pump&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Ensure the right impeller size&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Ensure the right pump type (axial, centrifugal and so on)&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-left: 36pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;• Ensure compatibility with variable-speed drives&lt;/span&gt;&lt;/div&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;• Check sealing method (gland packing, mechanical seal and so on)&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/2714117955044349708/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/energy-saving-opportunities-in-pumping.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/2714117955044349708'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/2714117955044349708'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/energy-saving-opportunities-in-pumping.html' title='Energy saving opportunities in pumping systems'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-3540760807501139753</id><published>2011-11-10T07:33:00.000-08:00</published><updated>2011-11-12T06:28:44.536-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bioethanol"/><category scheme="http://www.blogger.com/atom/ns#" term="Biofuel"/><title type='text'>BIO-ETHANOL PRODUCTION FROM CASHEW APPLE JUICE</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;&amp;nbsp;&lt;img alt=&quot;&quot; height=&quot;320&quot; 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&quot; width=&quot;196&quot; /&gt;&lt;/div&gt;Specific objectives are &lt;br /&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;to establish variation of apple juice sugar concentration with  location and maturity&lt;/li&gt;
&lt;li&gt;&amp;nbsp;to find out nutrient composition of cashew apple juice(vitamins&amp;amp;minerals)&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&amp;nbsp;to determine the effect of initial sugar concentration on ethanol yield&lt;/li&gt;
&lt;li&gt;&amp;nbsp;to determine the effect of operating  conditions(temp,ph,agitation,&lt;wbr&gt;&lt;/wbr&gt;time)on ethanol yield&lt;/li&gt;
&lt;li&gt;&amp;nbsp;to find out the effect of nutrient supplements....&lt;/li&gt;
&lt;/ol&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/3540760807501139753/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/bio-ethanol-production-from-cashew.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/3540760807501139753'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/3540760807501139753'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/bio-ethanol-production-from-cashew.html' title='BIO-ETHANOL PRODUCTION FROM CASHEW APPLE JUICE'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-817108207887685107</id><published>2011-11-08T11:14:00.000-08:00</published><updated>2011-11-08T11:14:00.908-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="plastics"/><title type='text'>Contamination Removal from Plastics Recycling Processes to Deliver High Grade Recyclate</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: justify;&quot;&gt;Plastics recycling processes continue to struggle with contaminates in materials, which degrade performance and lower value of the materials.  As more companies establish sustainability goals, the need for cleaner recycled material streams will increase.  &lt;br /&gt;
&lt;br /&gt;
The Challenge is to find a way to remove contaminates (specifically colorant and fillers) from recycled plastics during the recycling processing. This Challenge refers&lt;br /&gt;
specifically to Polyethylene terephthalate (PET) and how to remove the colorants and fillers to obtain a very high quality recycled polymer. &lt;br /&gt;
&lt;br /&gt;
Typical fillers are materials like silica, CaCO3 and other mineral additives. Colorants are usually concentrates (dyes) in a solid polymer or liquid matrix that is compatible with Polyethylene terephthalate (PET) &lt;br /&gt;
&lt;br /&gt;
Optical, infrared, float tank sorting and the like are known technologies and should not be the sole content of a submitted solution.  They may be components of a solution, but not the entire submission. There should be something unique or novel in your solution. &lt;br /&gt;
&lt;br /&gt;
Successful solutions will enable recyclers to capture more high quality material and prevent it from going to landfill.  This in turn drives down costs for brand owners, and therefore consumers, and enables a significant step towards establishing closed-loop systems for materials.  This solution could revolutionize the recycling industry. &lt;br /&gt;
&lt;br /&gt;
Any proposed solution should address the following Technical Requirements:  &lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
1. developed method must be able to remove colorant from recycled PET material to return the PET to its natural color/haze as measured by transmission (ASTM D-1003-B or equivalent). The developed method must be able to remove fillers (silica, CaCo3, mineral additives) from recycled PET material as measured by the values in #3 below. &lt;br /&gt;
&lt;br /&gt;
2. process should be able to be scaled to be cost competitive to virgin PET – no more than +1% increase compared to the current virgin PET market price.  &lt;br /&gt;
&lt;br /&gt;
3.The final PET should have the following material characteristics: &lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;           SIV(intrinsic viscosity):  0.71 +/- .03      (ASTM D4603 or equivalent)&lt;/li&gt;
&lt;li&gt;           Melting Point:                246 +/- 3C&lt;/li&gt;
&lt;li&gt;           Bulk Density(pellets):    52-60 lbs. /cubic ft.       (ASTM D1895-B or equivalent) &lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
4. Any method or materials used must not impart any increased toxicity to the recycled product and or environment. &lt;br /&gt;
&lt;br /&gt;
5. The proposed method should offer the Seeker client “freedom to practice”.  There should be no patent art preventing the use of specific equipment and materials for their commercial application. &lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/817108207887685107/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/08/contamination-removal-from-plastics.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/817108207887685107'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/817108207887685107'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/08/contamination-removal-from-plastics.html' title='Contamination Removal from Plastics Recycling Processes to Deliver High Grade Recyclate'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-4697535296198248598</id><published>2011-11-05T08:29:00.000-07:00</published><updated>2011-11-08T11:22:10.484-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Design"/><category scheme="http://www.blogger.com/atom/ns#" term="Energy"/><title type='text'>Circulating fluidized bed design,Part Six, fuel feeding system</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;a href=&quot;https://sites.google.com/site/ethiograd123/my-calendar/thesis-ideas&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span dir=&quot;ltr&quot;&gt; Attached as   Biomass circulating fluidized bed design.docx&lt;/span&gt;  &lt;span lang=&quot;EN-GB&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span lang=&quot;EN-GB&quot;&gt;4. Design a fuel feeding and air inlet system &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Input value &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; border: medium none;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Parameter  &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Value &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;The power   output&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;The fuel   elementary analysis (C,H,N,S etc..)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;The   amount of fuel mass kg/s&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Calculate amount of air that&lt;a name=&#39;more&#39;&gt;&lt;/a&gt; should be put into the gasifier:&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/AVvXsEi9vVP14h2uApYW6_H-3FHemnx-SPIN4NNP4rA5PIrP109WZ9Hs7b5uGk53Tnq1flHD8cQ9j_Ce88TN6s8rHEmU9kOy_xc1oxFSAEopuZgfkeTC4PcAIXOAOuY5EcS8vdSvCnMsn6gElZo/s1600/New+Picture+%25289%2529.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;278&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9vVP14h2uApYW6_H-3FHemnx-SPIN4NNP4rA5PIrP109WZ9Hs7b5uGk53Tnq1flHD8cQ9j_Ce88TN6s8rHEmU9kOy_xc1oxFSAEopuZgfkeTC4PcAIXOAOuY5EcS8vdSvCnMsn6gElZo/s320/New+Picture+%25289%2529.bmp&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt; &lt;/span&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Use the value of Φ= 0.4 for the amount of air for gasification &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Output values&lt;/span&gt;&lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; border: medium none;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Parameter   &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Value &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Area of   opening (fuel )&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Area of   opening (air)  &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Area   opening of gas &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;br /&gt;
&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;br /&gt;
&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;https://sites.google.com/site/ethiograd123/my-calendar/thesis-ideas&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;FULL DOCUMENT HERE&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/4697535296198248598/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/07/circulating-fluidized-bed-designpart_20.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/4697535296198248598'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/4697535296198248598'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/07/circulating-fluidized-bed-designpart_20.html' title='Circulating fluidized bed design,Part Six, fuel feeding system'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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/AVvXsEi9vVP14h2uApYW6_H-3FHemnx-SPIN4NNP4rA5PIrP109WZ9Hs7b5uGk53Tnq1flHD8cQ9j_Ce88TN6s8rHEmU9kOy_xc1oxFSAEopuZgfkeTC4PcAIXOAOuY5EcS8vdSvCnMsn6gElZo/s72-c/New+Picture+%25289%2529.bmp" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6227791831234537359.post-7793018310115300193</id><published>2011-11-05T08:27:00.000-07:00</published><updated>2011-11-05T08:29:59.971-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Design"/><category scheme="http://www.blogger.com/atom/ns#" term="Energy"/><title type='text'>Circulating fluidized bed design, Part Five, Cyclone parameters</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
Cyclone dimensions&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;color: black; font-size: 11.5pt; line-height: 115%;&quot;&gt;The Lapple model for N&lt;sub&gt;&lt;span style=&quot;position: relative; top: 5pt;&quot;&gt;e &lt;/span&gt;&lt;/sub&gt;calculation is as follows:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJcAAABFCAIAAADIC+MKAAAJj0lEQVR4nO2cWUwTXRuAP7EGL0gkiAakGEjUiNFINJgYCl6gmOiPCBcaEoLRkrBEQQRFVBCVRQQjSrQJEJBVpFjZlCCBlMCUtRYom1p2Wii0Al0snc7yX0xo+iNf7QI/7TjP1cxwzjvnzTNzZuacU/5BCcyffza7AQTrAGERDxAW8QBhEQ8QFvEAYREPEBbxAGERDxAW8QBhEQ8QFvEAriwODg5evnzZX4Pi4mIEQTa7XfrR29sbExOjmUVmZubCwoKWKriy2NLSEhAQwGAwqlYYHBzc7Ebpzfz8fHNzszqFhw8fxsfHz87OaqmCN4vx8fEgCG52Q9aTurq69PR0wqJ5Y/YW29vb09LS2Gy2jmJMx+LU1NSDBw+8fiMsLIzL5eoVyrwt0un0mzdvOjk5VVdXLy8v61LFdCzyeLzU1NSGhgYmk8lkMuvq6qKjo8lk8tOnTxcXF/UKZd4W+Xw+i8Uik8kfP340L4swDE9OTjY2NsIwjO329PRQqdSIiIjp6Wl9o5m3RRRFBQKBs7Oz2VlEUVSpVEqlUmx7YmIiMjLSy8uLw+FgXvWCsLj5CIXCpKQkd3d3BoOhVCoNiEBY3GSWlpZyc3NdXV0zMjLkcrlhQQiLm4lKpQIAwMfHJyoqSigUGhyHsLiZ8Hi8oKAgCoXC5XKNGQUkLG4aQqEwMTHRzc2ttrZWpVJhByEI4vP5f9f3Ioqio6OjTk5OpaWlv3790qW8iVhcWlrKzs4+dOhQZmam5vXH4/Gys7Mxi2KxODMz09nZ2dfXl8ViaYlm3hYbGxtdXV1JJNLOnTtTUlIkEskfq5iCRRiGu7u7T5w4QSKRbGxsHDWws7Pz8fGZnZ0FQRAbBwAA4PHjx1QqVUub9bA4OzsbFRVlb29vb29PpVIHBgaw4yAIxsbG2q+QlZUlk8nWMWctLC8vC4VCgUAgEAgkEokuj5Y1LU5PT9tr4OTkpOOdbTAgCM7NzQnWQiwWwzAsFAqLiooKCgogCJLJZAsLC1qy08MiDMMSiYTP54eGhlpaWl6/fn1iYgJFUQRBJBJJc3PzmzdvWltb5XK5KU/X5eTkeHl5rXqIQhAkFArj4+NJJBKHw5mbm9v0FGZmZnJzc3NycnQp/O7du5CQkKGhIS1l/qdHBUGwtLT06tWrx48fT0hIUM9McrlcOp3+48cPg9v9/4HJZMbFxa3ZOxUVFZFIJOM7EgiC2traPD09jQkik8loNJq3t/fw8LBEIhkdHRWLxf9WGACAvLy8mZkZLQFXWywvL6fT6cnJyRQKpbCwUKFQoCjK5XIrKipM36KW52JJSQmJRDL401sNBEEtLS1Hjx41JgiCIJOTk7dv37aysnJzc6uoqNDSPbS1tRUWFurxdoNZrK+v5/P5QUFBp06dYjKZKGFRg3WxiKIogiAgCMrlcoVCAUGQlpKGW0QQpK+v78KFC/7+/hwOR1+LDQ0Nbm5ulmvx6tUr7UtIjMGMLOqO4Rax3cbGRgqFEhoaWltbq5dFBEFgGIbWQrProFAoW9cJ7MrYIIsQBHV2dqrPZWFhsWXLFmzb1tY2Li5OXbK1tdXIRKhU6qqzG2sRRdH3798fPnzYz88vJydHrx4V+Rd0j2AA+lpUqVSayeqC+d2LKIrKZLLU1FR7e/tr165pWlTfamuK+fLly7Fjx0hr8fLlSxPpUUEQrKmpAQAA20UQRKVSqVQq7ZeaqVuEYXhubi4zM5NOp4MgqE5GKBQGBQUFBwerLWIjTEeOHDlz5kxDQwP2HmsKrGkRQRCFQpGcnEwikfh8vkKhUCgUMpmspqbm9OnTP3/+RFFUqVR++PDB0tJy165d+fn5Wk5h6hZZLNb58+etrKysrKzCwsLGx8fVfxoYGKisrBwZGcF2y8vLaTTa8PBwenp6fHz89+/fNygBfWlubr53794qi5OTk1ZrYW1tHRwcjKIogiAjIyPnzp2bmJgAAGDfvn1aBncgCGKxWCdPntzwZFYAACA/P1+P70UdoVKp27dv37Fjh7W1ta+vL5vNNrSF6wyNRvP09NRxAkQNCIKVlZVJSUkb1CojKSkpCQ4OVo+JrokhFkNDQxMSEmZnZ7FniQFrSTSRSqVisVgkEolEIolEAsMwgiALCwuiFXQf9jPYYlVV1Y0bN7ApJAiCjMxoTWAYlslkIpFoYWFBoVDo/qK3URZramqio6MZDAafz+/q6hIIBAYEUXPr1i1HR8etW7diXZxAIFheXqZQKNbW1hYWFjY2Nk+ePNFx9Z9hFmEY7u/vd3R0rK2tFQgEvb29Rmb0OxAE8Xi8mJiY3bt3u7q6Pnv2bHx8XEeRG2VRJpOVlJR4enq6u7uXlZXpMmekHRaLtX//fgaDoSng8+fPe/bs6ezs1D60oYlhFlEUBUGQwWA4ODgcOHDg9evX+lb/I1NTU2VlZcPDwyAItre3X7lyJSIiAnux+iMbZXHdGRoacnFx+fTpk+YqMSaTSSaTe3t7de98DLa40YhEop6eHmxbKpVmZWVRKBT1Ee0QFk0RuVyenZ3t7++v/eNBjZlZzM7O7u/v/7ZCcXGxnZ2dXhbz8vLOnj1r4hZnZmbevn1bUlKiY/mysrLw8PDh4WEtZUzI4t69e11cXA6t4OTktG3bNr0smsKKDe2oVKquri4ajabjjYia0bqb9epRTdwi9vuNuro67d3jKgiLJgSCIGKxGACAr1+/6lXRbCxyudyDBw/W1NRoWmxqaiKTyRwOR20RBMGxsbHu7u6RkZE1VZmsRQRBlpaW2Gx2W1sbdmR5eXlpaUmXuuZhkcfj5eTkODo6pqSk9Pf3K5VKGIY5HM7z589tbW1zc3NHR0exUZWOjo47d+5QKJSAgICxsbHfR1hM0yIMw/Pz89XV1S9evGCtUF9f39jYqEt187CYlpbm7e3t4eHh4eGRkJAwNzenVCoDAwM9VqDRaFKpVKlUXrp0qampSSqVxsbGstls9ZprNaZpUalUdnR0hIeHe2gQEhLS19enS3XzsKgjfD7fwcFhbGxMSxnTtGgkuLIoEolcXFxaW1ux8ffFxUVz6VGNBFcWURS9e/fu/fv3q6qqWCxWd3f377ZaWloCAwNra2vrVvj27dumNNUYRCIRAADqFJKSkrAZJC1VzMmiQCB49OjRxYsXExMTsXmxVQUGBgb8/Pz+o0FBQcGmrwTXl56ensjISM0sMjIy/qL/PfXXQljEA4RFPEBYxAOERTxAWMQDhEU8QFjEA4RFPEBYxAOERTxAWMQDhEU8QFjEA/8FBxb/U1J57dsAAAAASUVORK5CYII=&quot; /&gt;&lt;span style=&quot;color: black; font-size: 11.5pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; border: medium none;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Cyclone   diameter (mm)  &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Cyclone   gas exit diameter (mm)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Cyclone   body cylindrical height (mm)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Cyclone   total height (mm)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;DE&quot;&gt;Cyclone solids   exit diameter (mm)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;DE&quot;&gt;Pressure dropm   (kPa) &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;color: black; font-size: 11.5pt; line-height: 115%;&quot;&gt;The Number of Effective   Turns (N&lt;sub&gt;&lt;span style=&quot;position: relative; top: 5pt;&quot;&gt;e&lt;/span&gt;&lt;/sub&gt;)&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;color: black; font-size: 11.5pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;NEXT&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://finalprojectidea.blogspot.com/2011/07/circulating-fluidized-bed-designpart_20.html&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Circulating fluidized bed design,Part Six, fuel feeding system&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/7793018310115300193/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/07/circulating-fluidized-bed-design-part_6148.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/7793018310115300193'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/7793018310115300193'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/07/circulating-fluidized-bed-design-part_6148.html' title='Circulating fluidized bed design, Part Five, Cyclone parameters'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-3934582867108197616</id><published>2011-11-05T08:25:00.000-07:00</published><updated>2011-11-05T08:28:50.526-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Design"/><category scheme="http://www.blogger.com/atom/ns#" term="Energy"/><title type='text'>Circulating fluidized bed design Part Four, Design Procedures</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;2. Air Distribution Plate &lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;Based on parameters calculated above,&lt;/b&gt;&lt;span lang=&quot;EN-GB&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; border: medium none;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Parameter &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Value &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 windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Fluidization   velocity  (m/s)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Minimum   fluidization velocity  (m/s)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Minimum   fluidization height (m) &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Particle   density (sand)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Mean   particle size (micro meter)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Bed   porosity &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;----&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Bed zone   diameter &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Number of   tuyer lateral orifices:&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Using the program calculate the following &lt;/span&gt;&lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; border: medium none;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Parameter &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Value &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 windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Pressure   drop in the bed (kPa) &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Tuyer   orifice diameter (mm) &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Pressure   drop in the distributer  (kPa)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Tuyer   internal diameter (mm)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Air   velocity for the orifice&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Total   Number of tuyers &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Tuyer   height (mm) &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;3. Designing of &lt;/span&gt;high efficiency cyclone &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;The input data required are,&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; border: medium none;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Parameter &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Value &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 windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Gas inlet   velocity to the cyclone &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;15-27   (m/s)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Pressure  drop (kPa) &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;&amp;lt; 2.5 &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Cyclone   efficiency (%)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 230.3pt;&quot; valign=&quot;top&quot; width=&quot;307&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-GB&quot;&gt;&amp;gt;85&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;Next&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://finalprojectidea.blogspot.com/2011/07/circulating-fluidized-bed-design-part_6148.html&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Circulating fluidized bed design, Part Five, Cyclone parameters&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/3934582867108197616/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/07/circulating-fluidized-bed-design-part_20.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/3934582867108197616'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/3934582867108197616'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/07/circulating-fluidized-bed-design-part_20.html' title='Circulating fluidized bed design Part Four, Design Procedures'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-3237787292279765577</id><published>2011-11-02T07:45:00.000-07:00</published><updated>2011-11-02T07:45:28.602-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Biofuel"/><category scheme="http://www.blogger.com/atom/ns#" term="Energy"/><category scheme="http://www.blogger.com/atom/ns#" term="Renewable energy"/><title type='text'>Researchers Discover New Process for Biofuel</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&amp;nbsp;The TDO process starts with the conversion of cellulose to organic acids. The acids are combined with calcium hydroxide to form a calcium salt. That salt is heated to 450 degrees Celsius (900 degrees Fahrenheit) in a reactor, which constantly stirs the salt. This produces a reaction resulting in a dark amber-colored oil.&lt;br /&gt;
&lt;br /&gt;
The process by which the oil is created, known as thermal deoxygenation or TDO, is relatively simple, Wheeler says, and will work on the cellulose found in wood or other substances that contain cellulose or carbohydrates.&lt;br /&gt;
&lt;br /&gt;
The reaction removes nearly all of the oxygen from the oil, which is a key step that distinguishes TDO from other biofuel processes. Oxygen is removed from as both carbon dioxide and water, and without &lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;the need for any outside source of hydrogen to remove the oxygen. Therefore, most of the energy in the original cellulose source is contained in the new oil.&lt;br /&gt;
&lt;br /&gt;
“Biomass has a lot of oxygen in it. All of that oxygen is dead weight and doesn’t provide any energy when you go to use that as a fuel,” Professor Wheeler says. “If you’re going to make a hydrocarbon fuel, one of the things you have to do is remove oxygen from biomass. You can do it by using hydrogen, which is expensive and also decreases the energy efficiency of your process. So if there’s a way to remove the oxygen from the biomass chemically, then you’ve densified it significantly. Our oil has less than 1 per cent oxygenates. No one else has done anything like this.”&lt;br /&gt;
&lt;br /&gt;
Source&lt;br /&gt;
&lt;a href=&quot;http://www.thebioenergysite.com/news/9844/researchers-discover-new-process-for-biofuel&quot;&gt;http://www.thebioenergysite.com/news/9844/researchers-discover-new-process-for-biofuel&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/3237787292279765577/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/researchers-discover-new-process-for.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/3237787292279765577'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/3237787292279765577'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/researchers-discover-new-process-for.html' title='Researchers Discover New Process for Biofuel'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-2564379058793463878</id><published>2011-11-02T07:33:00.000-07:00</published><updated>2011-11-02T07:45:52.388-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bioethanol"/><category scheme="http://www.blogger.com/atom/ns#" term="Energy"/><category scheme="http://www.blogger.com/atom/ns#" term="Renewable energy"/><title type='text'>Brewing bioethanol in a single pot.</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: justify;&quot;&gt;&lt;a href=&quot;http://advancinggreenchemistry.org/?p=2058&quot;&gt;Brewing bioethanol in a single pot.&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;A  more efficient way to produce biofuels from plants is possible by   pretreating the woody material with a liquid salt before fermentation,   report researchers in Japan who perfected the process in the lab. Yet,   coming up with the usable, purified cellulose remains a big hurdle to   the industry.&amp;nbsp;&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;This experimental method is unique because it pairs  an enzyme-yeast  unit with ionic liquids to convert the plants into the  liquid fuel  known as bioethanol. The successful trial yielded 90 percent  ethanol  and 82 percent of the ionic liquid was recovered.&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The one-step, one-container procedure is outlined in the journal Green Chemistry.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Cellulose  is the most abundant renewable material available. Plants,  algae and  some bacteria produce in excess of 100 billion metric tons  per year. The  non-food material is an agricultural waste material.&lt;/div&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;The  ability to  turn the unwanted cellulose into liquid fuel would be an  important step  toward reducing dependence on crude oil without using  food crops.&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;It  takes three steps to convert cellulose into the liquid fuel   bioethanol. Step one treats cellulose and turns its rigid and ordered   structure into more chemically accessible pieces. In step two, enzymes   further break down&lt;b&gt; &lt;/b&gt;cellulose into glucose, a sugar. Then, in step three, microorganisms such as yeast ferment the glucose to ethanol.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The  new process takes a different approach. The cellulose is broken   down with ionic liquids (step 1) then converted into ethanol (steps 2   and 3) with a yeast-enzyme pairing – all in a single pot.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;This is a remarkable step forward because the enzyme, yeast and ionic liquid are together but don’t interfere with one another.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Ionic  liquids are salts – a designation for chemicals made up of  both a  positively and a negatively charged component – that are liquid  at low  temperatures, unlike common salts such as kitchen salt. Bulky  positive  and negative groups that make up the ionic salts hinder their  packing  into a solid crystal. Thus, they stay liquid to much lower  temperatures –  even room temperature. Some ionic liquids have been  shown to be good  solvents for cellulose, which is otherwise very  difficult to dissolve.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;In  this study, the authors attached cellulase – an enzyme that  breaks down  cellulose – to the outside of the yeast. By itself, this   yeast-cellulase combination is not very effective at tearing apart&lt;b&gt; &lt;/b&gt;the   rigid and inaccessible cellulose structure. But, a winning recipe was   found by combining a small amount of specific ionic liquids with the   cellulase-yeast. The ionic liquid disrupts cellulose enough so that   ethanol can be produced directly and efficiently from the pieces of   cellulose.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;This work shows some real promise, but as the authors  point out,  most cellulose is not pure. To turn biomass directly into  bioethanol,  this new one-pot process will need to either extract  cellulose  efficiently or convert the other natural materials that  coexist with  cellulose in the plants.&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/2564379058793463878/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/brewing-bioethanol-in-single-pot.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/2564379058793463878'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/2564379058793463878'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/brewing-bioethanol-in-single-pot.html' title='Brewing bioethanol in a single pot.'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-5781875340279725659</id><published>2011-11-01T07:26:00.000-07:00</published><updated>2011-11-01T07:26:17.583-07:00</updated><title type='text'>Moringa Oleifera Seeds for Water Treatment in Water-Stressed Areas</title><content type='html'>&lt;span style=&quot;font-weight: bold;&quot;&gt;It has the promise of being a nutritious food source, a supplier of  energy and medicinal, and a route to a clean water supply. A truly  amazing plant.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;A particular protein found in the meal of dried and ground M. oleifera  seeds, when adsorbed onto sand, has show some excellent preliminary  results in removing total suspended solids (TSS) and in killing coliform  bacteria.&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;a rel=&quot;attachment wp-att-30959&quot; href=&quot;http://chenected.aiche.org/water/moringa-oleifera-seeds-for-water-treatment-in-water-stressed-areas/attachment/mo-seeds-in-pod/&quot;&gt;&lt;img class=&quot;alignright size-medium wp-image-30959&quot; src=&quot;http://chenected.aiche.org/wp-content/uploads/2011/10/MO-Seeds-in-Pod-300x224.jpg&quot; alt=&quot;&quot; width=&quot;300&quot; height=&quot;224&quot; /&gt;&lt;/a&gt;&lt;br /&gt;It produces an extremely nutritious leaf that contain the following on a per-pound basis: &lt;ul&gt;&lt;li&gt;7x the vitamin C as oranges&lt;/li&gt;&lt;li&gt;4x the vitamin A as carrots&lt;/li&gt;&lt;li&gt;4x the calcium of milk&lt;/li&gt;&lt;li&gt;3x the potassium of bananas&lt;/li&gt;&lt;li&gt;2x the protein of yogurt&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;It has the promise of being a nutritious food source, a supplier of  energy and medicinal, and a route to a clean water supply. A truly  amazing plant.&lt;br /&gt;&lt;br /&gt;More &lt;/span&gt;&lt;a href=&quot;http://chenected.aiche.org/water/moringa-oleifera-seeds-for-water-treatment-in-water-stressed-areas/&quot;&gt;Moringa Oleifera Seeds for Water Treatment in Water-Stressed Areas&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/5781875340279725659/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/moringa-oleifera-seeds-for-water.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/5781875340279725659'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/5781875340279725659'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/moringa-oleifera-seeds-for-water.html' title='Moringa Oleifera Seeds for Water Treatment in Water-Stressed Areas'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-4250680855181850428</id><published>2011-11-01T02:02:00.001-07:00</published><updated>2012-02-28T01:49:45.914-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chemical plant design"/><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Rapeseed meal"/><title type='text'>10 potential uses of rapeseed meal: Experimental project ideas</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: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt;Rapeseed is the worlds number two oil seed crop ranking behind soybeans and a head of cotton seed, peanuts and sunflower seeds. The oil from it has the best fatty acid composition of all vegetable oils.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt;Canola is genetically improved rapeseed, has low composition of erucic acid and glucosinolates and hence called &#39;double-low&#39;. In global production rapeseed and canola now rank second with 45 million metric tons produced or 15%of world oil seed production of 286.2 million tons.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt;The figure below shows routes of rapeseed meal applications.&lt;/span&gt;&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&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/AVvXsEhLHu3c1QpkppUWKQiXi9F26j2AhHVvSI0H53YWXLE2RYu-oN4hMmMzBa8ImxwYE2g15OZ6piGnnMHr2UGbQw3BKNg1Zdh4k9zaJAazdM_YhpWMMMZVHC6fvDZsvchSHiLYW7Zg1LZW5os/s1600/Uses+of+rapeseed+meal.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLHu3c1QpkppUWKQiXi9F26j2AhHVvSI0H53YWXLE2RYu-oN4hMmMzBa8ImxwYE2g15OZ6piGnnMHr2UGbQw3BKNg1Zdh4k9zaJAazdM_YhpWMMMZVHC6fvDZsvchSHiLYW7Zg1LZW5os/s640/Uses+of+rapeseed+meal.bmp&quot; width=&quot;521&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt;1. Rapeseed meal for protein production;&amp;nbsp; The protein from the meal can be solubilized and precipitated out by using different mechanism of protein precipitation .Table salt and cold water can be used in this process The protein isolate has an excellent balance of amino acids and useful functional properties for applications in both food and non-food sectors. &lt;a href=&quot;http://www.burcon.ca/products/our_technologies.php&quot; target=&quot;_blank&quot;&gt;More on this&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt;2. Paper: Rapeseed meal proteins isolates showed good interaction with paper fibers .The effect of rapeseed protein was investigated on the mechanical properties, stiffness and strength of recycled paper .Therefore they could be used to improve mechanical properties of recycled paper.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt;3. As personal care ingredients .As a plant ingredient in cosmetic or other body care applications in which animal based ingredients might be undesirable’s 20 % and 40% ethanol-water mixture was used to test the raw material solubility which makes their way in cosmetics products possible.&quot;...It whips and foams like an egg white and that means it functions as binding ingredient &#39;&#39;.This is big benefit when one look at the package food industry.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt;4. &lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;Rapeseed meal as fertilizer; the concern is competitive market with very low price .The meal has to have slightly higher value than traditional fertilizer .Therefore, there is no used for specific properties of the meal.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;Field experiments under controlled conditions show fast mineralization nitrogen contained in the meal .The results caused be too fast growth before winter in the case of early seeding and an important risk of leaching during winter.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;5. Rapeseed meal as combustion martial; the calorific value of or power of the meal is roughly equal to the ones of anthracite and charcoal; 17,500kJ/kgas compared to 20,000kJ/kgof coal and anthracite. The auto inflammation point of rapeseed meal is relatively of high value (nearly 700 degree centigrade) The main thermal characteristics&amp;nbsp; of the meal allows its utilization as material for combustion .As content is relatively low and its calorific value is approximately equivalent to the ones of charcoal.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt;6. &lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;Rapeseed meal for bio gas production; &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt;Rapeseed meal can be fermented in a biogas plant to produce biogas. Co-fermentation with liquid manure is used yielding a gas converted to heat and power by small combined heat and power plant .Certain studies show a gas yield of 350lit/kg meal.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black;&quot;&gt;The above figure shows the rest of the applications. These applications could be studied separately as investigatory project ideas on rapeseed meal. &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Related posts&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://finalprojectidea.blogspot.com/2011/07/experimental-final-project-ideas-part_16.html&quot;&gt;Experimental final project ideas for chemical engieering&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.burcon.ca/products/our_technologies.php&quot; target=&quot;_blank&quot;&gt;Burcon protein technologies&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/4250680855181850428/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/10-potential-uses-of-rapeseed-meal.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/4250680855181850428'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/4250680855181850428'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/11/10-potential-uses-of-rapeseed-meal.html' title='10 potential uses of rapeseed meal: Experimental project ideas'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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/AVvXsEhLHu3c1QpkppUWKQiXi9F26j2AhHVvSI0H53YWXLE2RYu-oN4hMmMzBa8ImxwYE2g15OZ6piGnnMHr2UGbQw3BKNg1Zdh4k9zaJAazdM_YhpWMMMZVHC6fvDZsvchSHiLYW7Zg1LZW5os/s72-c/Uses+of+rapeseed+meal.bmp" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6227791831234537359.post-8857872037331037486</id><published>2011-10-27T11:26:00.000-07:00</published><updated>2011-10-27T11:26:35.412-07:00</updated><title type='text'>Case Study | Ethanol Plant Boosts Operating Margin | Chemical Processing</title><content type='html'>&lt;a href=&quot;http://www.chemicalprocessing.com/articles/2011/ethanol-plant-boosts-operating-margin.html?DCMP=rss&quot;&gt;Case Study | Ethanol Plant Boosts Operating Margin | Chemical Processing&lt;/a&gt;&lt;br /&gt;&lt;p&gt;&lt;strong&gt;THE BENEFITS&lt;/strong&gt;&lt;br /&gt;Since its installation was completed  in February 2011, the Pavilion8-based MPC solution has greatly improved  overall plant stability and reduced variability of all crucial process  parameters — especially in the batch fermentation operations.  Key gains  include:&lt;/p&gt; &lt;p&gt;• 2.2% increase in ethanol yield per bushel of corn;&lt;br /&gt;• 7.2% boost in overall ethanol production;&lt;br /&gt;• 7.7% decrease in energy consumption per gallon;&lt;br /&gt;• better stability of all key process variables;&lt;br /&gt;• 40–70% reduction in the standard deviation for each variable, and&lt;br /&gt;• payback of less than 12 months.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/8857872037331037486/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/10/case-study-ethanol-plant-boosts.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/8857872037331037486'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/8857872037331037486'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/10/case-study-ethanol-plant-boosts.html' title='Case Study | Ethanol Plant Boosts Operating Margin | Chemical Processing'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-6164704416841818743</id><published>2011-10-25T08:41:00.000-07:00</published><updated>2011-10-25T08:41:19.589-07:00</updated><title type='text'>Bio-crude Turns Cheap Waste Into Valuable Fuel</title><content type='html'>&lt;a href=&quot;http://www.sciencedaily.com/releases/2008/02/080204094459.htm#.TqbYlnQSSWE.blogger&quot;&gt;Bio-crude Turns Cheap Waste Into Valuable Fuel&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/6164704416841818743/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/10/bio-crude-turns-cheap-waste-into.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/6164704416841818743'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/6164704416841818743'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/10/bio-crude-turns-cheap-waste-into.html' title='Bio-crude Turns Cheap Waste Into Valuable Fuel'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-7612373614580269259</id><published>2011-10-21T09:01:00.000-07:00</published><updated>2011-10-21T09:03:25.712-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Environment"/><category scheme="http://www.blogger.com/atom/ns#" term="sustanable tech"/><title type='text'>How to use banana peel to purify water</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: justify;&quot;&gt;Recent study be a team of scientists from Brazil demonstrated the possibility of using banana peels to treat water contaminated by copper, lead and other heavy metal ions.Other natural waste materials such as sugar cane bagasse (the fibrous material left over after sugar cane has been crushed), peanut shells and apple waste could also be used as alternative materials in the treatment process. The principle is based on the affinity of the banana&amp;nbsp; contents towards retaining heavy metal ions.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;More reading.... &lt;/div&gt;&lt;h1 class=&quot;articleTitle&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;a href=&quot;http://pubs.acs.org/doi/full/10.1021/ie101499e&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Banana Peel Applied to the Solid Phase Extraction of Copper and Lead from River Water&lt;/span&gt;&lt;/a&gt;&lt;/h1&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/7612373614580269259/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/10/how-to-use-banna-peel-to-purify-water.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/7612373614580269259'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/7612373614580269259'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/10/how-to-use-banna-peel-to-purify-water.html' title='How to use banana peel to purify water'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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-6227791831234537359.post-301843098174919260</id><published>2011-10-16T03:38:00.000-07:00</published><updated>2011-10-16T03:38:55.371-07:00</updated><title type='text'>Inefficient developing world stoves contribute to 2 million deaths a year</title><content type='html'>&lt;a href=&quot;http://www.sciencedaily.com/releases/2011/10/111013141811.htm#.Tpq0JRhUXno.blogger&quot;&gt;Inefficient developing world stoves contribute to 2 million deaths a year&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://finalprojectidea.blogspot.com/feeds/301843098174919260/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://finalprojectidea.blogspot.com/2011/10/inefficient-developing-world-stoves.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/301843098174919260'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6227791831234537359/posts/default/301843098174919260'/><link rel='alternate' type='text/html' href='http://finalprojectidea.blogspot.com/2011/10/inefficient-developing-world-stoves.html' title='Inefficient developing world stoves contribute to 2 million deaths a year'/><author><name>Moges</name><uri>http://www.blogger.com/profile/06367475352091807808</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>