<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="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" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-5345791531802499282</atom:id><lastBuildDate>Wed, 01 Oct 2014 06:54:54 +0000</lastBuildDate><category>design</category><category>future</category><category>transportation</category><category>engineering</category><category>car</category><category>engineer</category><category>renewable energy</category><category>unique</category><category>3d</category><category>bottle</category><category>calculator</category><category>curve</category><category>engine</category><category>gas</category><category>hilbert</category><category>klein</category><category>loxodrome</category><category>machine</category><category>mobius</category><category>motorcycle</category><category>object</category><category>oil</category><category>surface</category><category>teapot</category><category>truck</category><title>IMAGINEERING</title><description></description><link>http://imagineering-kinetics.blogspot.com/</link><managingEditor>noreply@blogger.com (Kinetics)</managingEditor><generator>Blogger</generator><openSearch:totalResults>13</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-1057571355266519257</guid><pubDate>Thu, 08 Mar 2012 15:28:00 +0000</pubDate><atom:updated>2012-03-08T22:30:11.640+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">3d</category><category domain="http://www.blogger.com/atom/ns#">bottle</category><category domain="http://www.blogger.com/atom/ns#">curve</category><category domain="http://www.blogger.com/atom/ns#">hilbert</category><category domain="http://www.blogger.com/atom/ns#">klein</category><category domain="http://www.blogger.com/atom/ns#">loxodrome</category><category domain="http://www.blogger.com/atom/ns#">mobius</category><category domain="http://www.blogger.com/atom/ns#">object</category><category domain="http://www.blogger.com/atom/ns#">surface</category><title>5 Astonishing 3D Object</title><description>Realize it or not, this world is full of so many strange and weird objects, but some of them are quite cool and astonishing. Most of this strange objects were found by Mathematicians. Starting from a very simple form but amazing to the most complex and intricate things. Here are some of them.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Mobius Strip&lt;/b&gt;&lt;br /&gt;Mobius strip is simply a band or tape that both ends are connected in such a way that it only have one surface. Consequently, if there is a lost ant on the surface, walking to find a way out, he will surely getting lost more and more... since he will be back to original point even he already walking through both side of the tape. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;&amp;nbsp;&lt;span style=&quot;font-size: xx-small;&quot;&gt;Source: &lt;a href=&quot;http://en.wikipedia.org/wiki/M%C3%B6bius_strip&quot;&gt;http://en.wikipedia.org/wiki/M%C3%B6bius_strip&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Because Mobius strip is so unique, many art in the form of Mobius Strip are made. Below masterpiece is one of them. &lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://1.bp.blogspot.com/-NsJuDZS9ZEk/T0EAOGHEExI/AAAAAAAAAdM/plTdyEnpYU0/s1600/Mobius+Strip.JPG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://1.bp.blogspot.com/-NsJuDZS9ZEk/T0EAOGHEExI/AAAAAAAAAdM/plTdyEnpYU0/s320/Mobius+Strip.JPG&quot; width=&quot;263&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 7.5pt;&quot;&gt;Source: &lt;/span&gt;&lt;a href=&quot;http://www.plamenarts.com/double_mobius_strip_-_chicago_2002.html&quot;&gt;&lt;span style=&quot;font-size: 7.5pt;&quot;&gt;http://www.plamenarts.com/double_mobius_strip_-_chicago_2002.html&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Klein Bottle&lt;/b&gt;&lt;br /&gt;This is definitely not an ordinary bottle. It was invented by German mathematician Felix Klein in 1882. Klein bottle is one non-orientable surface where inside and outside reference cannot be defined consistently.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://4.bp.blogspot.com/-zZmKJqkPpzs/T0EA28gB0xI/AAAAAAAAAdU/FFawJF6zp6M/s1600/Klein+Bottle.JPG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://4.bp.blogspot.com/-zZmKJqkPpzs/T0EA28gB0xI/AAAAAAAAAdU/FFawJF6zp6M/s320/Klein+Bottle.JPG&quot; width=&quot;169&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 7.5pt;&quot;&gt;Source: &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Klein_bottle&quot;&gt;&lt;span style=&quot;font-size: 7.5pt;&quot;&gt;http://en.wikipedia.org/wiki/Klein_bottle&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Below picture shows a real Klein Bottle filled with some liquid. It will not easy to fill the bottle with liquid though. It needs to be done in reverse position, and the air inside will be difficult to get out.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-s1hQio1obEM/T0EBWtZa8xI/AAAAAAAAAdc/w-9KWG4qMoo/s1600/Klein+Bottle+2.JPG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://2.bp.blogspot.com/-s1hQio1obEM/T0EBWtZa8xI/AAAAAAAAAdc/w-9KWG4qMoo/s1600/Klein+Bottle+2.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 7.5pt;&quot;&gt;Source: &lt;/span&gt;&lt;a href=&quot;http://archdezart.com/2011/11/25/klein-bottle/&quot;&gt;&lt;span style=&quot;font-size: 7.5pt;&quot;&gt;http://archdezart.com/2011/11/25/klein-bottle/&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Boy&#39;s Surface&lt;/b&gt;&lt;br /&gt;A little bit more complex than Klein Bottle, the following surface was invented by Werner Boy in 1901. Boy&#39;s Surface is immersions from projective planes to the 3 dimensional space. O..Ow...seems heavy stuff, but probably below illustration video can help us in understanding how a Boy&#39;s surface was made.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Besides its complexity, Boy&#39;s surface not only exist in the world of theory, but also exist in real world. The Mathematical Research Institute of Oberwolfach have a big model of Boy&#39;s surface at its entrance. This model was donated by Mercedes-Benz in Jan 1991.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://3.bp.blogspot.com/-4zmCYz-9VE4/T0ECg0507kI/AAAAAAAAAdk/BXZFuAq_tC4/s1600/320px-Boyflaeche.JPG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://3.bp.blogspot.com/-4zmCYz-9VE4/T0ECg0507kI/AAAAAAAAAdk/BXZFuAq_tC4/s1600/320px-Boyflaeche.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;span style=&quot;font-size: 7.5pt;&quot;&gt;Source: &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Boy%27s_surface&quot;&gt;&lt;span style=&quot;font-size: 7.5pt;&quot;&gt;http://en.wikipedia.org/wiki/Boy%27s_surface&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Hilbert Curve&lt;/b&gt;&lt;br /&gt;This object is certainly quite &quot;heavy&quot; to be understood. But anyway, it was invented by German Mathematician David Hilbert in 1891. This curve is also known as a space-filling curve.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://3.bp.blogspot.com/-aorJCw40ENs/T0EC4xl81rI/AAAAAAAAAds/s_uHcrg_4iY/s1600/Hilbert+Curve.JPG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;306&quot; src=&quot;http://3.bp.blogspot.com/-aorJCw40ENs/T0EC4xl81rI/AAAAAAAAAds/s_uHcrg_4iY/s320/Hilbert+Curve.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 7.5pt;&quot;&gt;Source: &lt;/span&gt;&lt;a href=&quot;http://www.datadeluge.com/2011/12/for-nerd-who-has-everything.html&quot;&gt;&lt;span style=&quot;font-size: 7.5pt;&quot;&gt;http://www.datadeluge.com/2011/12/for-nerd-who-has-everything.html&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;And surprisingly, there is someone, dedicated enough to create a model of Hilbert Curve made from steel pipes.&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://3.bp.blogspot.com/-77ZQGrxntfk/T0EDP8uHu_I/AAAAAAAAAd0/-dzxj7oBryQ/s1600/Hilbert+Curve+2.JPG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://3.bp.blogspot.com/-77ZQGrxntfk/T0EDP8uHu_I/AAAAAAAAAd0/-dzxj7oBryQ/s320/Hilbert+Curve+2.JPG&quot; width=&quot;276&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 7.5pt;&quot;&gt;Source: &lt;/span&gt;&lt;a href=&quot;http://blog.makezine.com/tag/MathMonday/page/5/&quot;&gt;&lt;span style=&quot;font-size: 7.5pt;&quot;&gt;http://blog.makezine.com/tag/MathMonday/page/5/&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Loxodrome&lt;/b&gt;&lt;br /&gt;In navigation, loxodrome is a line that cuts all latitudes and longitudes at the same angle, as depicted below. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://4.bp.blogspot.com/-NWhgYBVnoTc/T0EFVBevKSI/AAAAAAAAAd8/aB98qyEmxX4/s1600/480px-Loxodrome.svg.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://4.bp.blogspot.com/-NWhgYBVnoTc/T0EFVBevKSI/AAAAAAAAAd8/aB98qyEmxX4/s320/480px-Loxodrome.svg.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;Source: &lt;a href=&quot;http://en.wikipedia.org/wiki/Loxodrome&quot;&gt;http://en.wikipedia.org/wiki/Loxodrome&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;The interesting part when this concept is converted into a beautiful object as photographed below.&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://3.bp.blogspot.com/-m4C8QmyoMps/T0EF_DPlQbI/AAAAAAAAAeE/JvpuSrvIfJQ/s1600/Loxodrome.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://3.bp.blogspot.com/-m4C8QmyoMps/T0EF_DPlQbI/AAAAAAAAAeE/JvpuSrvIfJQ/s1600/Loxodrome.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-TNZ7aYdyrZY/T0EGMX0hGBI/AAAAAAAAAeM/L_pLzYCuWbM/s1600/ShadowProjection.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://2.bp.blogspot.com/-TNZ7aYdyrZY/T0EGMX0hGBI/AAAAAAAAAeM/L_pLzYCuWbM/s1600/ShadowProjection.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;Source: &lt;a href=&quot;http://www.bugman123.com/Math/index.html&quot;&gt;http://www.bugman123.com/Math/index.html&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;</description><link>http://imagineering-kinetics.blogspot.com/2012/03/5-astonishing-3d-object.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-NsJuDZS9ZEk/T0EAOGHEExI/AAAAAAAAAdM/plTdyEnpYU0/s72-c/Mobius+Strip.JPG" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-5961557834467839356</guid><pubDate>Sat, 10 Dec 2011 04:46:00 +0000</pubDate><atom:updated>2011-12-10T12:28:25.067+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">engine</category><category domain="http://www.blogger.com/atom/ns#">engineering</category><category domain="http://www.blogger.com/atom/ns#">machine</category><category domain="http://www.blogger.com/atom/ns#">unique</category><title>7 Most Unique Machine</title><description>&lt;b&gt;The Writing Ball&lt;/b&gt;&lt;br /&gt;This typewriter is really unique. Developed in 1865 by Rasmus Malling-Hansen and being the first ancestor of efficient and financially success typewriter.&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://3.bp.blogspot.com/-ZZDfWSVmA2k/TuIuaje1FUI/AAAAAAAAAb8/Fpca1jAXP54/s1600/rthrthtr5h5ty5.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;224&quot; src=&quot;http://3.bp.blogspot.com/-ZZDfWSVmA2k/TuIuaje1FUI/AAAAAAAAAb8/Fpca1jAXP54/s320/rthrthtr5h5ty5.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Not only efficient, but also has an elegant look. A little bit weird, but definitely unique for an office equipment.&lt;br /&gt;Source:&lt;br /&gt;&lt;a href=&quot;http://www.darkroastedblend.com/2010/10/hansens-writing-ball-other-unusual.html&quot;&gt;http://www.darkroastedblend.com/2010/10/hansens-writing-ball-other-unusual.html&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;John Deere Walking Tractor&lt;/b&gt;&lt;br /&gt;A walking heavy machinery is always a brilliant concept. This tractor is used in logging area where a conventional wheel is impossible to pass. &lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://3.bp.blogspot.com/-RwRHGLpDd_A/TuIvUEWNA4I/AAAAAAAAAcE/id8gVMdt_A0/s1600/img_4d307fc032556_13906.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://3.bp.blogspot.com/-RwRHGLpDd_A/TuIvUEWNA4I/AAAAAAAAAcE/id8gVMdt_A0/s320/img_4d307fc032556_13906.jpg&quot; width=&quot;315&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Each of the six foot will provide a larger contact area compared with a conventional wheel, so the load can be spread to reduce ground disturbance. &lt;br /&gt;Source: &lt;br /&gt;&lt;a href=&quot;http://blog.machinefinder.com/3255/john-deere-walking-tractor&quot;&gt;http://blog.machinefinder.com/3255/john-deere-walking-tractor&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Stirling Engine Model&lt;/b&gt;&lt;br /&gt;Stirling  engine is a heat engine that work with cyclic compression and expansion of air or other gas in a different temperature level. Stirling engine was a greatest rival of steam engine and widely used for low power application over a century.&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-Nt3H9Xp7LDE/TuIvzH0dDsI/AAAAAAAAAcM/5AYojCs2qYA/s1600/twinstirling-450.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://2.bp.blogspot.com/-Nt3H9Xp7LDE/TuIvzH0dDsI/AAAAAAAAAcM/5AYojCs2qYA/s320/twinstirling-450.jpg&quot; width=&quot;310&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;object width=&quot;320&quot; height=&quot;266&quot; class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://0.gvt0.com/vi/xeP5LSfW05w/0.jpg&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/xeP5LSfW05w&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot;  src=&quot;http://www.youtube.com/v/xeP5LSfW05w&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;The interesting part is when a fully functional mini model of this engine is created for educational purpose. This mini-model can operate with any heat source including body heat. &lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;Source: &lt;br /&gt;&lt;a href=&quot;http://gyroscope.com/d.asp?product=TWINSTIRLING&quot;&gt;http://gyroscope.com/d.asp?product=TWINSTIRLING&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;GE Frame 9 Gas Turbine&lt;/b&gt;&lt;br /&gt;Switching from classic engine to a modern engine of this century, this is one of the world&#39;s largest gas turbine with 400 MW capacity.&amp;nbsp; General Electric with its massive Frame 9 gas turbine.&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://1.bp.blogspot.com/-gYpodjqYd3c/TuIw-KQzLtI/AAAAAAAAAcU/35IN9y9ZK74/s1600/GasTurbine400MW.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;246&quot; src=&quot;http://1.bp.blogspot.com/-gYpodjqYd3c/TuIw-KQzLtI/AAAAAAAAAcU/35IN9y9ZK74/s320/GasTurbine400MW.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Frame  9 has elevate gas turbine technology to the next level, where capacity is no longer a constraint and efficiency has reach 60% if used in a combined cycle system.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-mTUJRicL5K8/TuIxT5CgLsI/AAAAAAAAAcc/RDuNObeZDZo/s1600/9FBGT-lg.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;218&quot; src=&quot;http://2.bp.blogspot.com/-mTUJRicL5K8/TuIxT5CgLsI/AAAAAAAAAcc/RDuNObeZDZo/s320/9FBGT-lg.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Source: &lt;br /&gt;&lt;a href=&quot;http://www.emprise-usa.com/test-stands/gas-turbine/index.php&quot;&gt;http://www.emprise-usa.com/test-stands/gas-turbine/index.php&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Massive Trencher&lt;/b&gt;&lt;br /&gt;This is the world&#39;s largest digging machine. Extraordinary massive...&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://4.bp.blogspot.com/-YlsknwgBGFw/TuIxuI-kaHI/AAAAAAAAAck/RB3Ljl8mN1k/s1600/1.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;229&quot; src=&quot;http://4.bp.blogspot.com/-YlsknwgBGFw/TuIxuI-kaHI/AAAAAAAAAck/RB3Ljl8mN1k/s320/1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Yokohama Spider&lt;/b&gt;&lt;br /&gt;Again, a fascinating giant legged machine. This 15 m tall giant spider robot is manufactured at Liverpool, England by a French company La Machine. The spider was place into action at Yokohama to celebrate 150th anniversary of the opening of the Port of Yokohama in April 19, 2009.&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-YGOl3hjXd6k/TuIyNphsyqI/AAAAAAAAAcs/E94rS4mfXMg/s1600/0595fe79ce72532ec327810643846360.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;http://2.bp.blogspot.com/-YGOl3hjXd6k/TuIyNphsyqI/AAAAAAAAAcs/E94rS4mfXMg/s320/0595fe79ce72532ec327810643846360.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;object width=&quot;320&quot; height=&quot;266&quot; class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://3.gvt0.com/vi/WS8WQMGcOvM/0.jpg&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/WS8WQMGcOvM&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot;  src=&quot;http://www.youtube.com/v/WS8WQMGcOvM&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;Source:&lt;br /&gt;&lt;a href=&quot;http://www.blogger.com/%20http://www.dannychoo.com/post/en/17724/Yokohama+Giant+Spider.html&quot;&gt;&amp;nbsp;http://www.dannychoo.com/post/en/17724/Yokohama+Giant+Spider.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;The Mini-Combustion Engine&lt;/b&gt;&lt;br /&gt;This is the world&#39;s smallest petrol engine that can be used to power a watch for years with only a single dose of light fuel.&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-DB2WzIRsxhg/TuIzEI4LpGI/AAAAAAAAAc0/bvhFUTZTcF4/s1600/mini-petrol-engine_thumb.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://2.bp.blogspot.com/-DB2WzIRsxhg/TuIzEI4LpGI/AAAAAAAAAc0/bvhFUTZTcF4/s1600/mini-petrol-engine_thumb.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;This Micro-engine can produce 700 times more power compared to conventional batteries.&lt;br /&gt;&lt;br /&gt;Source: &lt;br /&gt;&lt;a href=&quot;http://geeknizer.com/worlds-smallest-petrol-engine/&quot;&gt;http://geeknizer.com/worlds-smallest-petrol-engine/&lt;/a&gt;</description><link>http://imagineering-kinetics.blogspot.com/2011/12/7-most-unique-machine.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-ZZDfWSVmA2k/TuIuaje1FUI/AAAAAAAAAb8/Fpca1jAXP54/s72-c/rthrthtr5h5ty5.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-6719116981711858991</guid><pubDate>Sun, 17 May 2009 05:00:00 +0000</pubDate><atom:updated>2009-05-17T12:06:47.113+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">car</category><category domain="http://www.blogger.com/atom/ns#">design</category><category domain="http://www.blogger.com/atom/ns#">future</category><category domain="http://www.blogger.com/atom/ns#">transportation</category><title>BMW 2015 Concept Car</title><description>It&#39;s really a very futuristic design! Hopefully I can see the real thing six year from now :D&lt;br /&gt;At a glance, it seems like a speedracer&#39;s cars. Hmm...probably that&#39;s the inspiration source...&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/Sg-a_DyVwvI/AAAAAAAAAVs/ZNOZONhb8rc/s1600-h/audio5.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 250px;&quot; src=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/Sg-a_DyVwvI/AAAAAAAAAVs/ZNOZONhb8rc/s400/audio5.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5336654491596210930&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://4.bp.blogspot.com/_uhX5F2Btnh8/Sg-a_WGxnbI/AAAAAAAAAV0/5k8duO-qKxw/s1600-h/audio7.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 292px; height: 400px;&quot; src=&quot;http://4.bp.blogspot.com/_uhX5F2Btnh8/Sg-a_WGxnbI/AAAAAAAAAV0/5k8duO-qKxw/s400/audio7.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5336654496513760690&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;Source:&lt;br /&gt;&lt;a href=&quot;http://www.carbodydesign.com/archive/2008/07/25-bmw-2015-concept-ied-turin/&quot;&gt;http://www.carbodydesign.com/archive/2008/07/25-bmw-2015-concept-ied-turin/&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://www.toxel.com/inspiration/2008/08/18/creative-concept-car-designs/&quot;&gt;http://www.toxel.com/inspiration/2008/08/18/creative-concept-car-designs/&lt;/a&gt;&lt;/span&gt;</description><link>http://imagineering-kinetics.blogspot.com/2009/05/bmw-2015-concept-car.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/_uhX5F2Btnh8/Sg-a_DyVwvI/AAAAAAAAAVs/ZNOZONhb8rc/s72-c/audio5.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-3470172764786598698</guid><pubDate>Mon, 11 May 2009 00:41:00 +0000</pubDate><atom:updated>2009-05-11T07:47:18.304+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">renewable energy</category><title>Eco-Friendly Water Powered Clock</title><description>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/Sgd1O5wAGkI/AAAAAAAAAVU/yK1OcBpGf0E/s1600-h/cropped_+Water_Clock_+Blue+_Pouring.jpg&quot;&gt;&lt;img style=&quot;margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 312px;&quot; src=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/Sgd1O5wAGkI/AAAAAAAAAVU/yK1OcBpGf0E/s320/cropped_+Water_Clock_+Blue+_Pouring.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5334361182524414530&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;This clock is realy realy cool, it runs on water, without the needs for batteries. The electrodes in this clock will harvest the energy from water. We just need to fill the tank with water. The energy extraction will be more efficient if we add some lemon juice to the water tank.&lt;br /&gt;&lt;br /&gt;Because the clock is not using batteries, it&#39;s very eco-friendly. If anyone interested in buying this clock, and participating in fighting the global warming, you can read further info &lt;a href=&quot;http://www.bedolwhatsnext.com/ecofriendly-waterpowered-clock-charcoal-p-2391.html&quot;&gt;here&lt;/a&gt;</description><link>http://imagineering-kinetics.blogspot.com/2009/05/eco-friendly-water-powered-clock.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/_uhX5F2Btnh8/Sgd1O5wAGkI/AAAAAAAAAVU/yK1OcBpGf0E/s72-c/cropped_+Water_Clock_+Blue+_Pouring.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-2120239632277453945</guid><pubDate>Wed, 06 May 2009 22:31:00 +0000</pubDate><atom:updated>2009-05-07T05:35:31.234+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">design</category><category domain="http://www.blogger.com/atom/ns#">teapot</category><title>Sorapot: Modern Teapot</title><description>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SgIQieU9aMI/AAAAAAAAAU0/yZyZIYwGtB8/s1600-h/sorapot1.jpg&quot;&gt;&lt;img style=&quot;margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 246px;&quot; src=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SgIQieU9aMI/AAAAAAAAAU0/yZyZIYwGtB8/s320/sorapot1.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5332843093202659522&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;Sorapot is a unique and modern teapot designed by Joey Roth. Sorapot maybe a little too &quot;over designed&quot; for a teapot, because it&#39;s made of investment-cast stainless steel, borosilicate glass (Pyrex), and food grade silicon.&lt;br /&gt;&lt;br /&gt;One thing that made this teapot not a &quot;logical choice&quot; (especially for Indonesian woman) is the $200 dolar price each. But if you just want to buy it, you can visit &lt;a href=&quot;http://www.sorapot.com/buy&quot;&gt;sorapot.com &lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;Source: &lt;a href=&quot;http://www.toxel.com/tech/2008/08/15/sorapot-unique-modern-teapot/&quot;&gt;http://www.toxel.com/tech/2008/08/15/sorapot-unique-modern-teapot/&lt;/a&gt;&lt;/span&gt;</description><link>http://imagineering-kinetics.blogspot.com/2009/05/sorapot-modern-teapot.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/_uhX5F2Btnh8/SgIQieU9aMI/AAAAAAAAAU0/yZyZIYwGtB8/s72-c/sorapot1.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-1882435686930307013</guid><pubDate>Thu, 30 Apr 2009 07:40:00 +0000</pubDate><atom:updated>2009-04-30T14:50:50.111+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">calculator</category><category domain="http://www.blogger.com/atom/ns#">unique</category><title>Curta Mechanical Calculator</title><description>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/SflW4ajsk0I/AAAAAAAAAUM/PopzQHR_I6Y/s1600-h/Master21G-860x560.jpg&quot;&gt;&lt;img style=&quot;margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 196px;&quot; src=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/SflW4ajsk0I/AAAAAAAAAUM/PopzQHR_I6Y/s320/Master21G-860x560.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5330387161171399490&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;Classic but cool! This calculator is purely mechanic, no electricity or battery involved. This mechanical engineering marvel was designed by Curt Herzstark in 1938 in concentration camp, as a gift for Hitler.&lt;br /&gt;&lt;br /&gt;Curta Calculator has been claimed as the most efficient portable calculator (until electronic calculator was found in early 70&#39;s). With a very complex mechanism inside, this calculator even can do a square root !!! (How amazing...)&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://4.bp.blogspot.com/_uhX5F2Btnh8/SflX2O7oMoI/AAAAAAAAAUU/K5z8SoDyedU/s1600-h/35654yhfhdgdf.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 182px;&quot; src=&quot;http://4.bp.blogspot.com/_uhX5F2Btnh8/SflX2O7oMoI/AAAAAAAAAUU/K5z8SoDyedU/s400/35654yhfhdgdf.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5330388223202439810&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/SflX2EWhLDI/AAAAAAAAAUc/E3H2nAaeWio/s1600-h/345645ujhdfhdffg.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 261px;&quot; src=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/SflX2EWhLDI/AAAAAAAAAUc/E3H2nAaeWio/s400/345645ujhdfhdffg.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5330388220362435634&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Further info can be read &lt;a href=&quot;http://www.darkroastedblend.com/2008/09/stunningly-intricate-curta-mechanical.html&quot;&gt;here&lt;/a&gt;</description><link>http://imagineering-kinetics.blogspot.com/2009/04/curta-mechanical-calculator.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/_uhX5F2Btnh8/SflW4ajsk0I/AAAAAAAAAUM/PopzQHR_I6Y/s72-c/Master21G-860x560.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-8958531323038978024</guid><pubDate>Mon, 27 Apr 2009 06:59:00 +0000</pubDate><atom:updated>2009-04-27T14:12:57.834+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">renewable energy</category><title>Floating Wind Turbines</title><description>Wind turbine is one of the most popular power generation system which utilize renewable energy. However, Magenn has develop a unique wind turbine which is called &lt;a href=&quot;http://www.magenn.com/index.php&quot;&gt;Maggen Power Air Rotor System&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SfVak61winI/AAAAAAAAATI/i2823Z2hgPU/s1600-h/745647284_37a2a2ac03.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 211px;&quot; src=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SfVak61winI/AAAAAAAAATI/i2823Z2hgPU/s400/745647284_37a2a2ac03.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5329265324379376242&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;The Maggen wind turbine is very unique because it seems like a giant floating rotor. It uses helium which is lighter than air. The size of this wind turbine is far most bigger than most land-based wind turbine. It generates power from 4 kW (for small scale system) to a large scale system which could power 300 houses. However this powerful device should be pay with a lot of money. As an example, the 4 kw unit is worth 10,000 USD, wow !!!&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SfValJcHzoI/AAAAAAAAATQ/AprsfplYDjM/s1600-h/745649074_4258c31d3c.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 298px;&quot; src=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SfValJcHzoI/AAAAAAAAATQ/AprsfplYDjM/s400/745649074_4258c31d3c.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5329265328298380930&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Further info can be read &lt;a href=&quot;http://www.treehugger.com/files/2005/12/magenn_air_roto.php&quot;&gt;here&lt;/a&gt;</description><link>http://imagineering-kinetics.blogspot.com/2009/04/floating-wind-turbines.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/_uhX5F2Btnh8/SfVak61winI/AAAAAAAAATI/i2823Z2hgPU/s72-c/745647284_37a2a2ac03.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-692506723711013281</guid><pubDate>Fri, 17 Apr 2009 08:31:00 +0000</pubDate><atom:updated>2009-04-17T15:56:43.528+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">future</category><category domain="http://www.blogger.com/atom/ns#">transportation</category><category domain="http://www.blogger.com/atom/ns#">truck</category><title>Blade Runner</title><description>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://4.bp.blogspot.com/_uhX5F2Btnh8/SehAvcQkAOI/AAAAAAAAAR4/DrFEgzvanm0/s1600-h/1343913861_54bad38c13.jpg&quot;&gt;&lt;img style=&quot;margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 171px;&quot; src=&quot;http://4.bp.blogspot.com/_uhX5F2Btnh8/SehAvcQkAOI/AAAAAAAAAR4/DrFEgzvanm0/s320/1343913861_54bad38c13.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5325577743149301986&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;Blade Runner is a unique combination between a train and a bus. This concept vehicle is developed by British Company &lt;a href=&quot;http://www.silvertipdesign.com/&quot;&gt;Silvertip Design&lt;/a&gt;. Blade Runner is claimed to be the design that can reduce traffic level, improve fuel consumption, and minimize pollution because it utilize a dual-mode vehicle concept.&lt;br /&gt;&lt;br /&gt;Blade Runner is equipped with tires as used in bus and also a retractable train wheels. This will make the vehicle to switch mode from driving in highway to rail-track. When driving in rail-track, the tires will keep operated for driving and braking while the weight of vehicle and passengers is supported by the train wheels. This combine system will make this vehicle more versatile than a train and more fuel efficient than a truck.&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SehDciBG8RI/AAAAAAAAASA/8OFEBjSxPPw/s1600-h/1344803072_85f32f8f2a.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 437px; height: 155px;&quot; src=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SehDciBG8RI/AAAAAAAAASA/8OFEBjSxPPw/s320/1344803072_85f32f8f2a.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5325580716812464402&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SehDcuW-BiI/AAAAAAAAASI/m7NdKF6NlMg/s1600-h/1344803368_71fd1535dd.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 411px; height: 248px;&quot; src=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SehDcuW-BiI/AAAAAAAAASI/m7NdKF6NlMg/s320/1344803368_71fd1535dd.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5325580720125380130&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Blade Runner has a very good fuel consumption because the rolling resistance of train wheels and track is smaller than tires and road. Furthermore, it has a very good aerodynamics so that the drag force is minimized.&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/SehDc-DTIvI/AAAAAAAAASQ/t7uxo-PCrto/s1600-h/1344803748_cafe8c80a3.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 420px; height: 268px;&quot; src=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/SehDc-DTIvI/AAAAAAAAASQ/t7uxo-PCrto/s320/1344803748_cafe8c80a3.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5325580724337844978&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SehDcyuJkHI/AAAAAAAAASY/viAUbA0svzU/s1600-h/1344804280_e13d5729b8.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 421px; height: 252px;&quot; src=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SehDcyuJkHI/AAAAAAAAASY/viAUbA0svzU/s320/1344804280_e13d5729b8.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5325580721296347250&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;</description><link>http://imagineering-kinetics.blogspot.com/2009/04/blade-runner.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/_uhX5F2Btnh8/SehAvcQkAOI/AAAAAAAAAR4/DrFEgzvanm0/s72-c/1343913861_54bad38c13.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-7372173919004857742</guid><pubDate>Thu, 02 Apr 2009 23:42:00 +0000</pubDate><atom:updated>2009-04-03T06:55:27.913+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">design</category><category domain="http://www.blogger.com/atom/ns#">future</category><category domain="http://www.blogger.com/atom/ns#">motorcycle</category><category domain="http://www.blogger.com/atom/ns#">transportation</category><title>EMBRIO: One-wheeled Motorcycle</title><description>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/SdVO4BMVtiI/AAAAAAAAARg/doMSz7BUF1w/s1600-h/1344751860_c00f75c489.jpg&quot;&gt;&lt;img style=&quot;margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 256px; height: 320px;&quot; src=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/SdVO4BMVtiI/AAAAAAAAARg/doMSz7BUF1w/s320/1344751860_c00f75c489.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5320245259107939874&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;EMBRIO is a future one-wheeled motorcycle concept designed by &lt;a href=&quot;http://www.brp.com/&quot;&gt;Bombardier Recreational Product&lt;/a&gt; and planned to be produced in 2025. Although the driver position in EMBRIO is similar with a motorcycle, but it has sensors and gyroscope to create balance. Maximum of two passengers can be balanced on this large one-wheeled vehicle when it&#39;s moving.&lt;br /&gt;&lt;br /&gt;EMBRIO is still capable of self-balancing even in low speed or not moving condition because of two small wheels which will active when the speed is below 20 km/h. Above 20 km/h, the front wheels or the &quot;landing gear&quot; will be lifted so the vehicle is balanced on one wheel.&lt;br /&gt;&lt;br /&gt;The rider has to push the left side handle for driving and the right side handle for braking.&lt;br /&gt;&lt;br /&gt;The energy to drive EMBRIO is produced by Fuel Cell (hydrogen fueled). It will generates electricity needed to electric motor that drives the wheel.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Technical Specification&lt;/span&gt;&lt;br /&gt;Model Name: EMBRIO Advanced Concept&lt;br /&gt;Developed by: Bombardier Recreational Products&lt;br /&gt;Status: Concept&lt;br /&gt;Years: 2003&lt;br /&gt;Driver: Fuel Cell Electric&lt;br /&gt;Fuel: Hydrogen&lt;br /&gt;Dimension: 1240 x 700 x 1200 mm&lt;br /&gt;Weight: 164 kg&lt;br /&gt;Capacity: 2 passengers&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://2.bp.blogspot.com/_uhX5F2Btnh8/SdVPuUVFB5I/AAAAAAAAARo/GU0VqihDOdk/s1600-h/1343859233_8932acb5d8.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 307px;&quot; src=&quot;http://2.bp.blogspot.com/_uhX5F2Btnh8/SdVPuUVFB5I/AAAAAAAAARo/GU0VqihDOdk/s400/1343859233_8932acb5d8.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5320246191957804946&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SdVPu_tUqDI/AAAAAAAAARw/lQyOeUhO-M8/s1600-h/1343859773_c14a7c1cc3.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 400px;&quot; src=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SdVPu_tUqDI/AAAAAAAAARw/lQyOeUhO-M8/s400/1343859773_c14a7c1cc3.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5320246203602217010&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;br /&gt;Image courtesy: &lt;a href=&quot;http://www.brp.com/&quot;&gt;Borbardier Recreational Products&lt;/a&gt;&lt;br /&gt;Article source: &lt;a href=&quot;http://www.darkroastedblend.com/&quot;&gt;Dark Roasted Blend&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;</description><link>http://imagineering-kinetics.blogspot.com/2009/04/embrio-one-wheeled-motorcycle.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/_uhX5F2Btnh8/SdVO4BMVtiI/AAAAAAAAARg/doMSz7BUF1w/s72-c/1344751860_c00f75c489.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-5570249080671803486</guid><pubDate>Wed, 01 Apr 2009 23:09:00 +0000</pubDate><atom:updated>2009-04-02T06:29:23.143+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">car</category><category domain="http://www.blogger.com/atom/ns#">design</category><category domain="http://www.blogger.com/atom/ns#">future</category><category domain="http://www.blogger.com/atom/ns#">transportation</category><title>Peugeot Moovie</title><description>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/SdP09kz52LI/AAAAAAAAAQg/FeqPtHrk630/s1600-h/1343716243_7c6bc6ddb4.jpg&quot;&gt;&lt;img style=&quot;margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 214px;&quot; src=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/SdP09kz52LI/AAAAAAAAAQg/FeqPtHrk630/s320/1343716243_7c6bc6ddb4.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5319864923545262258&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;Did you ever wondering how our future transportation system would be like? This article will discuss a brief description about future transportation concepts taken from my favourite blog &lt;a href=&quot;http://www.darkroastedblend.com/&quot;&gt;Dark Roasted Blend&lt;/a&gt;. Actually, this article is based on the &lt;a href=&quot;http://www.octopusdesign.nl/&quot;&gt;book&lt;/a&gt; &quot;Future Tech - Innovations in Transportation&quot; published in 2006 by &lt;a href=&quot;http://www.octopusdesign.nl/books_Future_Tech.htm&quot;&gt;Octopus Design/Black Dog Publishing &lt;/a&gt;. All the designs in this book are not only a concept, but it&#39;s a realistic design which has a prototype.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Peugeot Moovie&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Moovie is a masterpiece of Andre Costa, a portuguese designer. The design of Moovie allows easier parking and manouvering because it has two hub-less side-wheels. These wheels are used both for driving and steering.&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://4.bp.blogspot.com/_uhX5F2Btnh8/SdP2Vo3kauI/AAAAAAAAAQo/r4TX6JTYQpU/s1600-h/1343717555_e891453b70.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 267px;&quot; src=&quot;http://4.bp.blogspot.com/_uhX5F2Btnh8/SdP2Vo3kauI/AAAAAAAAAQo/r4TX6JTYQpU/s400/1343717555_e891453b70.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5319866436462865122&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/SdP3ooK9-QI/AAAAAAAAAQw/cq2njrtSs1w/s1600-h/1344607746_a1c9764517.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 267px;&quot; src=&quot;http://1.bp.blogspot.com/_uhX5F2Btnh8/SdP3ooK9-QI/AAAAAAAAAQw/cq2njrtSs1w/s400/1344607746_a1c9764517.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5319867862204938498&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Each wheel is driven by a separate electric motors, thus enabling Moovie to turn around and &quot;sneak in&quot; to the narrow parking area. The wheels are also tilted 10 degree to increase car&#39;s stability. In the front side, there are two small additional wheels which operate as a safety support. Further development in the future will allows the use of gyroscope and balancing sensor to make the car self-balancing.&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SdP3oiZfMRI/AAAAAAAAAQ4/evUhUs2kdKA/s1600-h/1343717829_4dd5b445e0.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 267px;&quot; src=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SdP3oiZfMRI/AAAAAAAAAQ4/evUhUs2kdKA/s400/1343717829_4dd5b445e0.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5319867860655223058&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://2.bp.blogspot.com/_uhX5F2Btnh8/SdP3o04l44I/AAAAAAAAARA/0-H-zkal5j4/s1600-h/1343718235_30fa0cd1df.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 267px;&quot; src=&quot;http://2.bp.blogspot.com/_uhX5F2Btnh8/SdP3o04l44I/AAAAAAAAARA/0-H-zkal5j4/s400/1343718235_30fa0cd1df.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5319867865617523586&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;This concept car was made by Peugeot with overall dimension of 2.3 x 1.5 x 1.5m. The entrance access to the car is a huge sliding door placed in the center of the wheels.&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://4.bp.blogspot.com/_uhX5F2Btnh8/SdP4dXeNZnI/AAAAAAAAARQ/krQ6oA5bO0I/s1600-h/1344608120_cd2390267d.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 267px;&quot; src=&quot;http://4.bp.blogspot.com/_uhX5F2Btnh8/SdP4dXeNZnI/AAAAAAAAARQ/krQ6oA5bO0I/s400/1344608120_cd2390267d.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5319868768255305330&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SdP3o8-yyyI/AAAAAAAAARI/oKodkQsFrWw/s1600-h/1344607312_187928e29a.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 267px;&quot; src=&quot;http://3.bp.blogspot.com/_uhX5F2Btnh8/SdP3o8-yyyI/AAAAAAAAARI/oKodkQsFrWw/s400/1344607312_187928e29a.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5319867867791018786&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;</description><link>http://imagineering-kinetics.blogspot.com/2009/04/peugeot-moovie.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/_uhX5F2Btnh8/SdP09kz52LI/AAAAAAAAAQg/FeqPtHrk630/s72-c/1343716243_7c6bc6ddb4.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-8821279449340421332</guid><pubDate>Wed, 01 Apr 2009 22:06:00 +0000</pubDate><atom:updated>2009-04-02T05:10:45.842+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">gas</category><category domain="http://www.blogger.com/atom/ns#">oil</category><title>Oil &amp; Gas Processing</title><description>For all newbies in oil &amp;amp; gas field, it is important to understand how the oil and gas are processed before it can be exported to the buyer. The picture below shows the diagram of oil and gas processing starting from the oil well to the export piping.&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://2.bp.blogspot.com/_uhX5F2Btnh8/SdPl_iNCNwI/AAAAAAAAAQY/DIebNndtDxQ/s1600-h/Oil+%26+Gas+Processing.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 240px;&quot; src=&quot;http://2.bp.blogspot.com/_uhX5F2Btnh8/SdPl_iNCNwI/AAAAAAAAAQY/DIebNndtDxQ/s320/Oil+%26+Gas+Processing.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5319848464530683650&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;</description><link>http://imagineering-kinetics.blogspot.com/2009/04/oil-gas-processing.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/_uhX5F2Btnh8/SdPl_iNCNwI/AAAAAAAAAQY/DIebNndtDxQ/s72-c/Oil+%26+Gas+Processing.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-1708663938412112889</guid><pubDate>Thu, 19 Mar 2009 01:52:00 +0000</pubDate><atom:updated>2009-03-19T09:01:35.735+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">engineer</category><category domain="http://www.blogger.com/atom/ns#">engineering</category><title>Rule of Thumbs for Process Engineer</title><description>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://2.bp.blogspot.com/_uhX5F2Btnh8/ScGnI-WXtKI/AAAAAAAAAQQ/0qOPR2yUX6c/s1600-h/thumb.jpg&quot;&gt;&lt;img style=&quot;margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 240px; height: 320px;&quot; src=&quot;http://2.bp.blogspot.com/_uhX5F2Btnh8/ScGnI-WXtKI/AAAAAAAAAQQ/0qOPR2yUX6c/s320/thumb.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5314712807891514530&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;Experience is a thing that can change a good engineer to a great engineer. An engineer who can guess a pressure drop of 5% by only see the pipe and flowmeter. Someone who can at least estimate the size of a vessel without doing any calculation. What kind of &quot;Magic Formula&quot; in that engineer&#39;s head?&lt;br /&gt;&lt;br /&gt;That &quot;Magic Formula&quot; is commonly called Rule of Thumbs. Rule of Thumbs is made based on so many experiences in engineering field mixed with existing engineering theory. However, it should be noted that this rule is only for estimation purpose and it isn&#39;t made to replace the detail calculation when it is needed. But, for certain stage of analysis or design, this rule can made a significant saving in time. For a process engineer, this rule of thumb (in excel format) can be used: &lt;a href=&quot;http://www.cheresources.com/exprules.xls&quot;&gt;Rule of thumbs for Process Engineer&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;Source: &lt;a href=&quot;http://www.cheresources.com/&quot;&gt;http://www.cheresources.com&lt;/a&gt;&lt;/span&gt;</description><link>http://imagineering-kinetics.blogspot.com/2009/03/rule-of-thumbs-for-process-engineer.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/_uhX5F2Btnh8/ScGnI-WXtKI/AAAAAAAAAQQ/0qOPR2yUX6c/s72-c/thumb.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5345791531802499282.post-4049021796660057410</guid><pubDate>Wed, 18 Mar 2009 23:47:00 +0000</pubDate><atom:updated>2009-03-19T06:55:05.839+07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">engineer</category><category domain="http://www.blogger.com/atom/ns#">engineering</category><title>Sense of Engineer</title><description>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://2.bp.blogspot.com/_uhX5F2Btnh8/ScGJZnE0bgI/AAAAAAAAAP0/zo39s7NDGGY/s1600-h/300px-Dampfturbine_Montage01.jpg&quot;&gt;&lt;img style=&quot;margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 267px; height: 320px;&quot; src=&quot;http://2.bp.blogspot.com/_uhX5F2Btnh8/ScGJZnE0bgI/AAAAAAAAAP0/zo39s7NDGGY/s320/300px-Dampfturbine_Montage01.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5314680108352826882&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;What is engineer? Or who engineer really is? Maybe in Indonesia it&#39;s commonly called &quot;insinyur&quot;. Well, &lt;a href=&quot;http://en.wikipedia.org&quot;&gt;Wikipedia&lt;/a&gt; defined the term engineer as follow:&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;An engineer is a person professionally engaged in a field of engineering. Engineers are concerned with developing economical and safe solutions to practical problems, by applying mathematics and scientific knowledge while considering technical constraints.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;It means that an engineer should be capable to &quot;connect&quot; the existing needs (both social or commercial) with the developed science to produce practical solutions. Other says that an engineer is a profession which connects arts and science. How it related to arts?&lt;br /&gt;&lt;br /&gt;Maybe you often hear the term &quot;state-of-the-art technology&quot;. It means, in a simple manner, it&#39;s a fully developed technology. In other words, this technology has been developed to a highly mature state, similar to the arts. In this state, the science is mixed with alot of practical experience and know-how to form a fully developed technology.&lt;br /&gt;&lt;br /&gt;Related to engineer term, an experienced engineer will have some kind of strong &quot;sense&quot; to the engineering field, thus he/she sometimes don&#39;t need to do a calculation to solve an engineering problem, he/she just follow his/her &quot;sense&quot; or &quot;feeling&quot;. People call this as a sense of engineer, or in other words, an arts to be an engineer.&lt;br /&gt;&lt;br /&gt;But don&#39;t hope to much with just few years of experience. For a young engineer with a limited experience, feeling is not a very good tools and usually not reliable. They have to act based on the existing standard and code or asking a more experienced engineer.</description><link>http://imagineering-kinetics.blogspot.com/2009/03/sense-of-engineer.html</link><author>noreply@blogger.com (Kinetics)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/_uhX5F2Btnh8/ScGJZnE0bgI/AAAAAAAAAP0/zo39s7NDGGY/s72-c/300px-Dampfturbine_Montage01.jpg" height="72" width="72"/><thr:total>0</thr:total></item></channel></rss>