<?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-3819036273854440956</id><updated>2024-10-07T05:51:20.828+02:00</updated><category term="Energias Renovables"/><category term="Ingeniería Mecánica"/><category term="Ingeniería Eléctrica"/><category term="Energía Nuclear"/><category term="Automoción"/><category term="Coche Eléctrico"/><category term="Energía Eléctrica"/><category term="Fukushima"/><category term="Ingeniería Civil"/><category term="Pila de Combustible"/><category term="CERN"/><category term="Ferrocarril"/><category term="Física nuclear"/><category term="Historia de la Ingeniería"/><category term="Lubricantes"/><category term="Nanotecnología"/><category term="Tribología"/><category term="antiparticulas"/><title type='text'>Canal Ingeniería - Divulgación de Ciencia e Ingeniería</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Unknown</name><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>16</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-8300526998784152680</id><published>2011-07-01T13:47:00.001+02:00</published><updated>2011-07-01T13:50:39.627+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Civil"/><title type='text'>China inagura el puente sobre el mar más largo del mundo. 01/07/2011</title><content type='html'>&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;b style=&quot;font-weight: bold;&quot;&gt;&lt;/b&gt;&lt;/div&gt;Con una longitud de casi 36,5 kilómetros, China inaguró ayer el puente construido sobre el mar más grande del mundo. El puente se encuentra localizado en la &lt;a href=&quot;http://www.blogger.com/goog_847197065&quot;&gt;&lt;b style=&quot;font-weight: bold;&quot;&gt;ciudad de Qingdao (&lt;/b&gt;&lt;/a&gt;&lt;b style=&quot;font-weight: bold;&quot;&gt;&lt;a href=&quot;http://maps.google.es/maps?q=Qingdao&amp;amp;hl=es&amp;amp;ll=36.104596,120.378571&amp;amp;spn=0.627998,1.757813&amp;amp;sll=40.396764,-3.713379&amp;amp;sspn=9.468342,19.753418&amp;amp;t=h&amp;amp;z=10&quot;&gt;costa oriental de China)&lt;/a&gt;.&lt;/b&gt;&lt;br /&gt;
&lt;b style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;
&lt;/b&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;206&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;&lt;b style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;
&lt;/b&gt;&lt;br /&gt;
&lt;b style=&quot;font-weight: bold;&quot;&gt;________________________________________________&lt;/b&gt;&lt;br /&gt;
&lt;b style=&quot;font-weight: bold;&quot;&gt;Fuente Efe&lt;/b&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/8300526998784152680/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/07/china-inagura-el-puente-sobre-el-mar.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/8300526998784152680'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/8300526998784152680'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/07/china-inagura-el-puente-sobre-el-mar.html' title='China inagura el puente sobre el mar más largo del mundo. 01/07/2011'/><author><name>Unknown</name><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>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-7294963541955762447</id><published>2011-06-27T08:32:00.000+02:00</published><updated>2011-06-27T08:32:13.471+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Nanotecnología"/><title type='text'>La Nanotecnología y sus aplicaciones. 27/06/2011</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-size: small;&quot;&gt;¿Seremos capaces algún día de almacenar millones de Terabytes de información en algo tan “grande” como la cabeza de un alfiler? Dado que el grafito y el diamante están ambos compuestos por átomos de carbono pero con una estructura atómica diferente, ¿podríamos pensar que algún día seremos capaces de transformar grafito en diamante, y viceversa, mediante la modificación de la estructura atómica del carbono? Estas,&amp;nbsp; junto a otras muchas preguntas que nos podemos hacer, son objeto de estudio de una rama multidisciplinar de la ciencia llamado nanotecnología.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-size: small;&quot;&gt;Hagamos un poco de historia sobre sus orígenes y como ha ido evolucionando con el paso del tiempo. Inicialmente fue el físico Richard Feynman el primer científico que sugirió &lt;a href=&quot;http://www.zyvex.com/nanotech/feynman.html&quot;&gt;en 1959&lt;/a&gt; la idea de que algún día se fabricarían mecanismos y materiales a escala atómica. Sin embargo, no fue hasta 1974, cuando el término nanotecnología fue acuñado como tal por &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Norio_Taniguchi&quot; target=&quot;_blank&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Norio Taniguichi&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-size: small;&quot;&gt; para describir procesos de semiconductores cuyo control se llevaba a cabo en la escala de los nanómetros (para hacernos una idea … estamos hablando de un millón de veces más pequeño que un milímetro). Desde entonces, este término ha ido evolucionando y, hoy en día, la nanotecnología se la puede considerar una ciencia multidisciplinar que abarca la biología, química, física, matemáticas, ingeniería, informática, medicina …&amp;nbsp; y que tiene un doble objetivo: &lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;fabricación y diseño de mecanismos/aplicaciones a nano escala&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-size: small;&quot;&gt;Fabricación de objetos de tamaño macroscópico que son el resultado de una modificación de la estructura de la materia a nivel nanoscópico. Así, tomando como ejemplo una aleación de metales, lo que a nivel macroscópico pudiera parecer un producto con un acabado excepcional, resulta que a nivel nanoscópico los átomos pueden agruparse en estructuras con imperfecciones (por ejemplo, huecos entre sí) que afectan a las propiedades físicas y mecánicas de la aleación resultante. Una reordenación de los átomos de los metales que componen la aleación podría dar lugar a un “supermaterial”, por ejemplo, con una tenacidad o unas características eléctricas formidables&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-size: small;&quot;&gt;Para hacernos una idea de los órdenes que magnitud, en cuanto a tamaño, que se manejan en la nanotecnología, echemos un vistazo a la siguiente ilustración:&lt;/span&gt;&lt;/div&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-left: 0px; margin-right: auto; text-align: left;&quot;&gt;&lt;/table&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;225&quot; src=&quot;data:image/png;base64,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&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;Cortesía y © &lt;a href=&quot;http://www.qdots.com/&quot; target=&quot;new&quot;&gt;Quantum Dot Corporation&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: left;&quot;&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Un metro son 1000 milímetros, un millón de micras o mil millones de nanómetros&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: left;&quot;&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Un célula de un ser vivo, está en torno de decenas de micras o decenas de miles de nanómetros &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: left;&quot;&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Un virus es del tamaño de 100 nanómetros&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: left;&quot;&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Hablar de nanómetros es hablar prácticamente del tamaño atómicos. Por ejemplo, un átomo de hidrógeno son 0,1 nanómetros. seis átomos de carbono enlazados tendrían prácticamente la longitud de un nanómetro &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Son muchísimas las nano-aplicaciones en las que actualmente los científicos están investigando. He seleccionando las siguientes, muy dispares entre sí, para dar una idea de la&amp;nbsp; transcendencia e importancia que esta rama de la ciencia puede tener en los próximos años: &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: left;&quot;&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://www.asme.org/kb/news---articles/articles/nanotechnology/carbon-nanotube-super-fabric&quot;&gt;Nanotubos de carbono para obtener estructuras con una resistencia 50 veces superior al de los aceros actuales&lt;/a&gt;. Esta nuevas estructuras podrían permitir la fabricación de todo tipo de vehículos o aeronaves más resistentes y muchísimo más livianas&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;121&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;200&quot; /&gt; &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: left;&quot;&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://www.asme.org/kb/news---articles/articles/nanotechnology/fighting-cancer-as-a-mechanical-disease&quot;&gt;Aplicaciones médicas para luchar contra el cáncer&lt;/a&gt;, combatiéndolo como si se tratase de un problema mecánico de mecánica de fluidos, transporte de partículas o mecánica de sólidos. Actualmente está en estudio de nuevas terapias (podríamos llamarlas ‘&lt;i&gt;nano-terapias’)&lt;/i&gt; basadas en liposomas. La superficie de los tumores son permeables a los liposomas y pueden ayudar a combatirlo evitando que se extienda. Con terapias tradicionales basadas en&amp;nbsp; transporte sustancias a través de las venas y arterias esto no sería posible.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://nano.gov/sites/default/files/batteriesforultrafastrecharging-nsf.pdf&quot;&gt;Nuevos materiales que permiten la recarga/descarga ultrarrápida de baterías&lt;/a&gt;, mediante la modificación de la estructura molecular de los iones del fosfato ferroso de Litio (LiFePO&lt;sub&gt;4&lt;/sub&gt;). Ya se está pensando en hacer uso de los mismo, por ejemplo, para la recarga de vehículos eléctricos.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://www.nanotech-now.com/news.cgi?story_id=41828&quot;&gt;Ordenadores cuánticos capaces de almacenar bytes de información en cuantos de energía a nivel atómico&lt;/a&gt;. Por ahora, los científicos sólo han conseguido almacenar un byte de información, pero de llevarse a la práctica almacenamientos de información superiores, estaríamos hablando de ordenadores infinitamente más rápidos y capaces de manejar muchísima más información que los existentes en la actualidad. Problemas que en la actualidad son bastante complejos de abordar, como predicciones meteorológicas, modelos climáticos o modelos de turbulencia en mecánica de fluidos, podrían ser relativamente fáciles de abordar con estas nuevas supercomputadoras.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Esto es sólo un ejemplo de aplicaciones de la nanotecnología en las que los científicos están actualmente trabajando, pero hay muchísimas más que pueden ser consultadas &lt;a href=&quot;http://nano.gov/nanotechnology-initiatives/nano-achievements/nanotechnology-initiatives/nano-achievements&quot;&gt;aquí&lt;/a&gt;. En muchos casos, muchas de las aplicaciones pueden parecer sacados de un guión de una película de ciencia ficción, pero la nanotecnología es ya una realidad. Para muestra, un apunte económico. El mercado mundial en nanotecnología facturará en 2011 del orden de 25000 millones de dólares … en 2015 se estima que se alcanzará el billón de dólares.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: left;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;  &lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Son ya muchos los que opinan que la nanotecnología, junto con el dominio de la fusión nuclear serán los dos mayores retos científicos del siglo XXI y que, a su vez, nos abrirán las puertas hacia otros nuevos.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/7294963541955762447/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/la-nanotecnologia-y-sus-aplicaciones.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/7294963541955762447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/7294963541955762447'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/la-nanotecnologia-y-sus-aplicaciones.html' title='La Nanotecnología y sus aplicaciones. 27/06/2011'/><author><name>Unknown</name><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-3819036273854440956.post-9109940852744963410</id><published>2011-06-20T14:55:00.005+02:00</published><updated>2011-06-20T15:07:48.508+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Energía Nuclear"/><title type='text'>La OIEA discute en Viena el futuro nuclear. 20/06/2011</title><content type='html'>&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/AVvXsEhqPUohTDhiWz_A1al-mKbCQIRv4CtWIenCQtskULcebojdGjo5TmX37y3XuBJ4KzGMYGaxTMAJbbyH94QklnIlojeLmJKsFXyXZG30lCG5K1HXAECBj4CyzQZuCsQ-N0o3nYRSCRfdQGA/s1600/OIEA2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqPUohTDhiWz_A1al-mKbCQIRv4CtWIenCQtskULcebojdGjo5TmX37y3XuBJ4KzGMYGaxTMAJbbyH94QklnIlojeLmJKsFXyXZG30lCG5K1HXAECBj4CyzQZuCsQ-N0o3nYRSCRfdQGA/s1600/OIEA2.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Hoy comienza en Viena el congreso extraordinario de la OIEA (&lt;i&gt;&lt;b&gt;Organismo Internacional de Energía Atómica&lt;/b&gt;)&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;, en el que se puede dirimir el futuro de la energía nuclear a nivel mundial, más si cabe, después del parón nuclear anunciado por Alemania y por los resultados del referéndum celebrado en Italia el pasado 12 de Junio.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;  &lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-style: normal;&quot;&gt;A pesar del “amarillismo” con el que se trata la energía nuclear por parte de la mayoría de medios de comunicación, no creemos que la conclusión final de esta reunión sea el desmantelar todas las plantas la energía nuclear del Planeta, como ya algún medio ha dejado caer. Estados Unidos, Reino Unido y, sobre todo, Francia han apostado muy fuerte por este tipo de energía en la última década, por lo que no van a dejar perder las fuertes inversiones hechas en plantas construidas, plantas en construcción o en investigación.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;  &lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-style: normal;&quot;&gt;Lo que sí debería ser un objetivo prioritario de este congreso es el aumento, más si cabe, de las medidas de seguridad de las centrales nucleares por desastres naturales o ante amenazas terroristas. Así mismo, sería más que necesaria la creación de un grupo de actuación ante desastres nucleares dependiente del organismo mundial, que permitiese evaluar y coordinar las actuaciones requeridas junto con las autoridades del país afectado. Recordemos que en Fukushima, las actuaciones en la central corrieron por parte del personal especializado de la eléctrica Tepco.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;  &lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-style: normal;&quot;&gt;En los próximos días iremos conociendo los destalles de las conclusiones de Viena y veremos cuáles son definitivamente las prioridades de OIEA tras el accidente de Fukushima.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-style: normal;&quot;&gt;________________________________________________&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;Foto&lt;/b&gt;: &lt;i&gt;Yukiya Amano, director general de la OIEA. | Reuters&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/9109940852744963410/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/la-oiea-discute-en-viena-el-futuro.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/9109940852744963410'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/9109940852744963410'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/la-oiea-discute-en-viena-el-futuro.html' title='La OIEA discute en Viena el futuro nuclear. 20/06/2011'/><author><name>Unknown</name><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/AVvXsEhqPUohTDhiWz_A1al-mKbCQIRv4CtWIenCQtskULcebojdGjo5TmX37y3XuBJ4KzGMYGaxTMAJbbyH94QklnIlojeLmJKsFXyXZG30lCG5K1HXAECBj4CyzQZuCsQ-N0o3nYRSCRfdQGA/s72-c/OIEA2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-6312421333507465321</id><published>2011-06-13T16:14:00.001+02:00</published><updated>2011-06-13T22:11:04.704+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Automoción"/><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Mecánica"/><title type='text'>¿Por qué no triunfan los vehículos micro-híbridos en EEUU? 13/06/2011</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;La tecnología micro híbrida, o sistemas start-stop, consiste en un sistema que permite detener el motor del vehículo cuando este se detiene (por ejemplo, debido a las condiciones de tráfico), arrancando nuevamente y de forma automática cuando el conductor desea reemprender la marcha. Estos sistemas típicamente se componen de unas baterías especiales más un pequeño motor eléctrico de 12 voltios.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Resulta paradójico que esta tecnología, que en Europa son ya muchos los fabricantes que la ofrecen en sus vehículos de calles, no está nada generalizada en Estados Unidos. El motivo es que estos sistemas no funcionan aún de una forma óptima en climas de calor extremo, como es el caso de muchas regiones de Estados Unidos. Al detener el motor, el aire acondicionado seguiría funcionando únicamente con el frío residual acumulado en el evaporador y, transcurridos 10-15 segundos, en motor nuevamente tendría que arrancar para seguir manteniendo la temperatura de confort del habitáculo. Este comportamiento hace que, en sí mismo, los sistemas actuales pierdan su razón de ser en lugares con temperaturas muy elevadas, que no son otros que la reducción de emisiones de CO2 y del consumo de combustible.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;  &lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Según el fabricante Behr, un vehículo en condiciones de tráfico urbano está el 22% del tiempo parado una media de 23 segundos. Estudios revelan que para mantener el nivel de temperatura de confort y que sistema start-stop sea realmente útil en términos de ahorro de combustible, el sistema de aire acondicionado debe ser capaz de seguir extrayendo frío durante unos &amp;nbsp;40 segundos y, obviamente, todo ello con el motor detenido. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;  &lt;span lang=&quot;ES-TRAD&quot; style=&quot;line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;line-height: 115%;&quot;&gt;Los principales fabricantes de sistemas de aire acondicionado (Berh, Delphi o Denso) están apostando por nuevos sistemas que cuentan con pre-evaporadores y que permiten almacenar el frío durante más tiempo. Estos pre-evaporadores contienen unos materiales especiales, típicamente ceras o sales, &amp;nbsp;y que son conocidos como TSM (Thermal storage materials). No obstante, no se espera que estos nuevos sistemas puedan ser usados de forma generalista hasta el 2015.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;line-height: 115%;&quot;&gt;______________________________________________&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;line-height: 115%;&quot;&gt;Más información relacionada: &lt;a href=&quot;http://www.sae.org/mags/aei/vehic/9864&quot;&gt;SAE&lt;/a&gt;, &lt;a href=&quot;http://delphi.com/news/featureStories/fs_2008_10_10_001/&quot;&gt;Delphi&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/6312421333507465321/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/por-que-no-triunfan-los-vehiculos-micro.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/6312421333507465321'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/6312421333507465321'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/por-que-no-triunfan-los-vehiculos-micro.html' title='¿Por qué no triunfan los vehículos micro-híbridos en EEUU? 13/06/2011'/><author><name>Unknown</name><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-3819036273854440956.post-6770155640023857234</id><published>2011-06-10T07:00:00.005+02:00</published><updated>2011-06-10T08:27:55.263+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Mecánica"/><category scheme="http://www.blogger.com/atom/ns#" term="Lubricantes"/><category scheme="http://www.blogger.com/atom/ns#" term="Tribología"/><title type='text'>La tribología. 10/06/2011</title><content type='html'>&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Detrás de este nombre, a priori tan rocambolesco, se encuentra la ciencia que se dedica al estudio de la fricción, desgate y lubricación entre superficies sólidas que están en contacto y en movimiento relativo entre sí.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;  &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;La tribología es una ciencia muy importante dentro del mundo de la ingeniería, ya que un buen diseño sobre el desgate de las piezas sometidas a fricción, permitirá alargar la vida útil de las mismas y, en el caso de elementos de transmisión de potencia, reducir significativamente las pérdidas de potencia en la cadena cinemática.&amp;nbsp; Fricción y desgaste van a estar relacionados a través de la lubricación. Típicamente, la lubricación la asociamos con grasas o aceites lubricantes caracterizados con una determinado grado de viscosidad y calidad. Los aceites lubricantes pueden ser caracterizados del siguiente modo:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;  &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Clasificación &lt;b&gt;S.A.E.&lt;/b&gt; (&lt;a href=&quot;http://www.sae.org/&quot;&gt;&lt;b&gt;&lt;i&gt;Society of Automotive Engineers&lt;/i&gt;&lt;/b&gt;&lt;/a&gt;) basada en la viscosidad del aceite a dos temperaturas. Por ejemplo, el típico aceite 10W40 indica que el aceite se comportará en frio de acuerdo a un grado de viscosidad SAE10 y con un grado SAE40 en caliente. Esta codificación nos da el rango de viscosidad de un aceite para las condiciones de uso del mismo.&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Clasificación &lt;b&gt;API &lt;/b&gt;(&lt;a href=&quot;http://www.api.org/&quot;&gt;&lt;b&gt;&lt;i&gt;American Petroleum Institute&lt;/i&gt;&lt;/b&gt;&lt;/a&gt;) basado en definir el nivel de calidad del aceite. Los rangos de servicio API, definen una calidad mínima que debe de tener el aceite. Estos rangos están compuestos por dos letras. La primera letra indica si el motor es Diesel (sería la letra C&amp;nbsp; de ‘Compression’ en inglés) o Gasolina (letra S de ‘Spark’ en inglés). La segunda letra indica la FECHA o período desde que se definió esta calidad hasta que apareció un aceite de calidad superior. Por ejemplo un aceite SJ, indicaría que es un aceite para motores de gasolina y período comprendido entre 1997-2000 en el cual este aceite fue definido como el de mayor calidad en aquel momento.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;line-height: 115%;&quot;&gt;En cuanto a los &lt;a href=&quot;http://es.wikipedia.org/wiki/Lubricante&quot;&gt;aceites lubricantes&lt;/a&gt;, hay muchos, pero típicamente todos ellos puede ser clasificados en minerales o sintéticos.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;  &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Todo lo mencionando hasta ahora ha sido teoría. Veamos ahora la tribología desde un punto de vista&amp;nbsp; más práctico.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;La &lt;i&gt;&lt;b&gt;figura 1&lt;/b&gt;&lt;/i&gt; muestra dos sólidos desplazándose uno respecto al otro y las superficies de ambos sólidos están en contacto. La resistencia al movimiento entre ambos sólidos es la fricción y la fricción es la responsable del desgate de ambas superficies. A mayor fricción mayor desgate.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1p6r3eAP4ffbZz6TvBjJMUAhERTcEfr8JCgdzLXVF3ASkoMp1sElbntj6YxwPccaFUve52tJ-4NsqzDDJUfO0IJ4QChTuLTIR2uVjWuoNVF7kunp0viGtmtuuwb6YDECWsH-ghvDbetY/s1600/Tribolog%25C3%25ADa+1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;137&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1p6r3eAP4ffbZz6TvBjJMUAhERTcEfr8JCgdzLXVF3ASkoMp1sElbntj6YxwPccaFUve52tJ-4NsqzDDJUfO0IJ4QChTuLTIR2uVjWuoNVF7kunp0viGtmtuuwb6YDECWsH-ghvDbetY/s320/Tribolog%25C3%25ADa+1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;  &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;En la &lt;i&gt;&lt;b&gt;figura 2&lt;/b&gt;&lt;/i&gt;, el sólido de la parte inferior dispone de una capa de lubricante (en color amarillo) que forma una fina película entre las superficies de ambos sólidos&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ0gfWv8RuWhOD7txNWLqi_ySSuGRYTusibWQe6M33mEYkTfxF0ptHXzbKunOmFx2JV1r3lhIolj1qS3I_vK4h9ppVovBeaQu40r9TXOGPC3n9IrhZMHWv0mhALZqDSGf3Fje1FGCNbgQ/s1600/Tribolog%25C3%25ADa+2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;144&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ0gfWv8RuWhOD7txNWLqi_ySSuGRYTusibWQe6M33mEYkTfxF0ptHXzbKunOmFx2JV1r3lhIolj1qS3I_vK4h9ppVovBeaQu40r9TXOGPC3n9IrhZMHWv0mhALZqDSGf3Fje1FGCNbgQ/s320/Tribolog%25C3%25ADa+2.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;De esta forma, la fricción disminuye de forma drástica al igual que lo hace el desgaste. El efecto es como si intentásemos que las superficies de ambos sólidos no llegasen a tocarse nunca y estuviesen siempre separadas por esta fina capa de lubricante. En la práctica, esto no es posible ya que, para una lubricación efectiva, necesitamos que las superficies sean rugosas al microscopio ya que, de lo contrario, no se podrá formar y fijar la capa de lubricante. Las superficies llegarán a friccionar, aunque eso sí, la fricción y el desgate es muchísimo menor que en el caso de no tener dicha capa. Si las superficies en contacto no tuviesen rugosidad (superficies cristalinas o que han sido pulidas en exceso) podría incluso no llegar a haber capa de lubricación, ya que al presionar ambas superficies una contra otra, el lubricante sería evacuado por los laterales de la superficie. El efecto sería similar a rociar con agua la superficie de dos cristales, los colocamos a continuación uno encima del otro y los presionamos … los cristales acabarán pegados por haber hecho el vacío entre ambas superficies y costará desplazarlos entre sí.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;  &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Otra aspecto a considerar, dependiendo del mecanismo o aplicación a diseñar, es si nos interesa minimizar la fricción y, por tanto, el desgaste mediante la utilización de un buen lubricante, o todo lo contrario, es decir, que persigamos maximizar el desgaste, como ocurre en un proceso de lijado o pulido de superficies.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Para finalizar, hemos mencionado en este post el concepto de rugosidad de las superficies. Vean una imagen tomada por un microscopio y vean como lo que a simple vista parece una superficie lisa no lo es tanto al ampliar la imagen de la superficie a través de un microscopio. En las oquedades que se divisan en la imagen es donde el lubricante quedaría alojado.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3W47BTcTuw01qmvuPlt3lSm5U0XjVXvcEMsa7Us_c4OYNO62ziCDcappuC5xdNf1s89NwSUK-6eW3Fq7P8uzlg8ZkNiw5vKc2UXjsxewcICw_2FxqNy3jfBJ4WbBvFg8GgV9N8YYyVRs/s1600/Tribolog%25C3%25ADa+3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;248&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3W47BTcTuw01qmvuPlt3lSm5U0XjVXvcEMsa7Us_c4OYNO62ziCDcappuC5xdNf1s89NwSUK-6eW3Fq7P8uzlg8ZkNiw5vKc2UXjsxewcICw_2FxqNy3jfBJ4WbBvFg8GgV9N8YYyVRs/s320/Tribolog%25C3%25ADa+3.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/6770155640023857234/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/la-tribologia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/6770155640023857234'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/6770155640023857234'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/la-tribologia.html' title='La tribología. 10/06/2011'/><author><name>Unknown</name><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/AVvXsEi1p6r3eAP4ffbZz6TvBjJMUAhERTcEfr8JCgdzLXVF3ASkoMp1sElbntj6YxwPccaFUve52tJ-4NsqzDDJUfO0IJ4QChTuLTIR2uVjWuoNVF7kunp0viGtmtuuwb6YDECWsH-ghvDbetY/s72-c/Tribolog%25C3%25ADa+1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-1622200071336764504</id><published>2011-06-06T22:25:00.001+02:00</published><updated>2011-06-06T22:26:26.072+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="antiparticulas"/><category scheme="http://www.blogger.com/atom/ns#" term="CERN"/><category scheme="http://www.blogger.com/atom/ns#" term="Física nuclear"/><title type='text'>Científicos del CERN logran aislar antimateria durante 1000 segundos. 06/06/2011</title><content type='html'>&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/AVvXsEjR9HPHPj6xpV289TCKYkbSUQ8PiCPqQyGDRBn7K9mwMaNoY1Z6a1CyKa03op6wRpiLX8pRfbzPUu9TE49jCedyt-8hLsALnlfu4rrY60LIjHsiY_fJYPGbDG1zc9z8vxIS9T3_PVKjV5Q/s1600/cern+logo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR9HPHPj6xpV289TCKYkbSUQ8PiCPqQyGDRBn7K9mwMaNoY1Z6a1CyKa03op6wRpiLX8pRfbzPUu9TE49jCedyt-8hLsALnlfu4rrY60LIjHsiY_fJYPGbDG1zc9z8vxIS9T3_PVKjV5Q/s1600/cern+logo.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;El pasado 5 de junio, los responsables del proyecto Alpha del CERN anunciaron que habían sido capaces de atrapar 300 antipartículas de hidrógeno durante 1000 segundos (16 minutos aproximadamente), tiempo más que suficiente para empezar a estudiar el comportamiento y propiedades de las mismas. Nunca antes se había logrado atrapar tal cantidad de antimateria durante tanto tiempo. Más información de esta noticia se puede encontrar en la &lt;a href=&quot;http://press.web.cern.ch/press/PressReleases/Releases2011/PR05.11E.html&quot;&gt;nota de prensa publicada por el propio CERN&lt;/a&gt;.&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;ES-TRAD&quot;&gt;Sin lugar a dudas, esta es una gran noticia que permitirá continuar investigando sobre los orígenes de universo, así como en nuevas tecnologías basadas en la manipulación de la antimateria.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/1622200071336764504/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/cietificos-del-cern-logran-aislar.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/1622200071336764504'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/1622200071336764504'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/cietificos-del-cern-logran-aislar.html' title='Científicos del CERN logran aislar antimateria durante 1000 segundos. 06/06/2011'/><author><name>Unknown</name><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/AVvXsEjR9HPHPj6xpV289TCKYkbSUQ8PiCPqQyGDRBn7K9mwMaNoY1Z6a1CyKa03op6wRpiLX8pRfbzPUu9TE49jCedyt-8hLsALnlfu4rrY60LIjHsiY_fJYPGbDG1zc9z8vxIS9T3_PVKjV5Q/s72-c/cern+logo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-7110781942312979299</id><published>2011-06-06T22:14:00.000+02:00</published><updated>2011-06-06T22:14:24.251+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Energias Renovables"/><category scheme="http://www.blogger.com/atom/ns#" term="Pila de Combustible"/><title type='text'>Pilas de combustible de óxido sólido. 06/06/2011</title><content type='html'>&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/AVvXsEixxBsMeiav6ThIvCkADB8YjVzqz_uriuKSLVpYXS4u9zyEeihxf8KmExJ8bsyXpIJo565L995FRqi2_bQNpGen1YnFOnVpOiXd6eoJghyphenhyphen-NLoinFFHOszlDgF7wipyCBa__vEJh4V_nXM/s1600/SOFCs.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixxBsMeiav6ThIvCkADB8YjVzqz_uriuKSLVpYXS4u9zyEeihxf8KmExJ8bsyXpIJo565L995FRqi2_bQNpGen1YnFOnVpOiXd6eoJghyphenhyphen-NLoinFFHOszlDgF7wipyCBa__vEJh4V_nXM/s1600/SOFCs.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Recientemente el grupo de la &lt;a href=&quot;http://www.seas.harvard.edu/&quot;&gt;School of Engineering and Applied Sciences&lt;/a&gt; (SEAS), perteneciente a la universidad de Harvards, y la empresa &lt;a href=&quot;http://www.alliedminds.com/Portfolio/SiEnergy_Systems/index.htm&quot;&gt;SiEnergy Systems LLC&lt;/a&gt; han desarrollado la primeras pilas de combustible de óxido sólido (SOFC) a escala macroscópica. Hasta la fecha sólo se había logrado a escala microscópica, demostrando que esta tecnología es completamente escalable. &lt;span lang=&quot;ES-TRAD&quot;&gt;&amp;nbsp;&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;ES-TRAD&quot;&gt;El funcionamiento de&amp;nbsp; las pilas SOFCs se basa en generación de energía eléctrica mediante reacción electroquímica a través de una membrana ultra fina de 100 nanómetros. El rango de temperatura de funcionamiento se encuentra entre 300-500 grados Celsius. &lt;/span&gt;Según la &lt;a href=&quot;http://news.harvard.edu/gazette/story/2011/04/fuel-cell-breakthrough/&quot;&gt;nota de prensa&lt;/a&gt; de la Universidad&amp;nbsp; de Harvard, estas pilas tienen una capacidad para generar 155 miliwatios por centímetro cuadrado.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;Esto representa un verdadero hito dentro de las pilas de combustible, ya que abre las puertas a una tecnología diferente a la del hidrógeno pero con un mismo objetivo, generar electricidad de una forma limpia. &lt;br /&gt;
&lt;i&gt;_______________________________________&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;Foto cortesía de Shriram Ramanathan&lt;/i&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/7110781942312979299/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/pilas-de-combustible-de-oxido-solido.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/7110781942312979299'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/7110781942312979299'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/pilas-de-combustible-de-oxido-solido.html' title='Pilas de combustible de óxido sólido. 06/06/2011'/><author><name>Unknown</name><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/AVvXsEixxBsMeiav6ThIvCkADB8YjVzqz_uriuKSLVpYXS4u9zyEeihxf8KmExJ8bsyXpIJo565L995FRqi2_bQNpGen1YnFOnVpOiXd6eoJghyphenhyphen-NLoinFFHOszlDgF7wipyCBa__vEJh4V_nXM/s72-c/SOFCs.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-8524427787733391907</id><published>2011-06-04T10:44:00.002+02:00</published><updated>2011-06-06T22:11:44.490+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Coche Eléctrico"/><category scheme="http://www.blogger.com/atom/ns#" term="Energias Renovables"/><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Eléctrica"/><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Mecánica"/><category scheme="http://www.blogger.com/atom/ns#" term="Pila de Combustible"/><title type='text'>Coche eléctrico con pila de combustible de hidrógeno recorre 2500Km. 04/06/2011</title><content type='html'>&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/AVvXsEjsFTXiPJeFXIyxgLH8ZugkLYJevrXmOHdWFN8aNteJCA8kwUTwM6qOFJxjmE0rBLgntQ0EOgYAv1eJ6ktK94PqhI4lAa12J6WBKpC2o4ylHj6aEGTf7yAOjkbPxiABTFnQknftMVNOalU/s1600/coche-pila-combustible.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;81&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsFTXiPJeFXIyxgLH8ZugkLYJevrXmOHdWFN8aNteJCA8kwUTwM6qOFJxjmE0rBLgntQ0EOgYAv1eJ6ktK94PqhI4lAa12J6WBKpC2o4ylHj6aEGTf7yAOjkbPxiABTFnQknftMVNOalU/s200/coche-pila-combustible.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://www.abc.es/20110531/comunidad-valencia/abcp-coche-electrico-recorre-hidrogeno-20110531.html&quot;&gt;&lt;/a&gt;El IDEA CEU Car, el coche eléctrico con pila de combustible de hidrógeno  diseñado por los estudiantes de Ingeniería de la Universidad CEU  Cardenal Herrera de Valencia, ha sido capaz de recorrer algo más de 2500 km con una cantidad de hidrógeno equivalente a un litro de gasolina.&lt;br /&gt;
&lt;br /&gt;
Como ya se ha comentado en anteriores posts, el vehículo eléctrico con pila de combustible de hidrógeno es una alternativa a los vehículos eléctricos con baterías. Es una pena que no se destinen más recursos a la investigación y viabilidad de esta tecnología en vehículos de calle. &lt;a href=&quot;http://blog.uchceu.es/salaprensa/index.php/2011/el-coche-de-hidrogeno-de-la-universidad-ceu-cardenal-herrera-supera-los-2-500-kilometros-de-recorrido-con-el-combustible-equivalente-a-un-litro-de-gasolina/&quot;&gt;Más información sobre esta noticia&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/8524427787733391907/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/coche-electrico-con-pila-de-combustible.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/8524427787733391907'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/8524427787733391907'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/coche-electrico-con-pila-de-combustible.html' title='Coche eléctrico con pila de combustible de hidrógeno recorre 2500Km. 04/06/2011'/><author><name>Unknown</name><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/AVvXsEjsFTXiPJeFXIyxgLH8ZugkLYJevrXmOHdWFN8aNteJCA8kwUTwM6qOFJxjmE0rBLgntQ0EOgYAv1eJ6ktK94PqhI4lAa12J6WBKpC2o4ylHj6aEGTf7yAOjkbPxiABTFnQknftMVNOalU/s72-c/coche-pila-combustible.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-450819757467078592</id><published>2011-06-02T21:01:00.000+02:00</published><updated>2011-06-02T21:01:39.473+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ferrocarril"/><category scheme="http://www.blogger.com/atom/ns#" term="Historia de la Ingeniería"/><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Mecánica"/><title type='text'>¿Por qué España tiene un ancho de vía de ferrocarril distinto? 02/06/2011</title><content type='html'>&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/AVvXsEj1q_UYfaWalWvBn726Qw5F4KzT1NKJmj4gT84GbwTUN9YqiYu1c3b7pHobkUpEByiWhyIjM31QpJB4cPOZWCZLu71Kg7sdupJnRwS2U-vbgVyEjQcG_lssJT_R1cniDbGDk24xbYFtG5c/s1600/Locomotora.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;195&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1q_UYfaWalWvBn726Qw5F4KzT1NKJmj4gT84GbwTUN9YqiYu1c3b7pHobkUpEByiWhyIjM31QpJB4cPOZWCZLu71Kg7sdupJnRwS2U-vbgVyEjQcG_lssJT_R1cniDbGDk24xbYFtG5c/s200/Locomotora.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;El origen de que España tenga un ancho de vía diferente al europeo (1,67 metros frente a los 1,44 metros del resto de Europa), se remonta al año 1844 que es cuando el ingeniero de caminos español Juan Subercasse publica su famoso informe, &lt;a href=&quot;http://www.docutren.com/archivos/documentos/subercase.pdf&quot;&gt;conocido como Informe Subercasse&lt;/a&gt;.&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;ES-TRAD&quot;&gt;Hagámos un poco de historia. En 1842, Francia había decidido que el ancho de vía para sus ferrocarriles sería de 1,44 metros. El resto de países europeos (salvo Rusia que adoptó un ancho de 1,52 metros) adoptaron, como ancho de vía normalizado, el tamaño propuesto por Francia.&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;ES-TRAD&quot;&gt;Siempre se ha oído, como una leyenda urbana, que España adoptó este ancho de vía para defenderse de una hipotética invasión desde los pirineos. Sin embargo, la realidad fue bien distinta, ya que los motivos que Subercasse esgrimió en su informe eran puramente técnicos. Dicha justificación radicaba en que, a diferencia de nuestros vecinos europeos, la orografía española es mucho más accidentada y esto implicaría que las locomotoras precisarían de un plus adicional de potencia y, por lo tanto, las calderas debían diseñarse de mayor tamaño para que el tren pudiese ascender las empinadas rampas en muchos lugares de España. Según Subercasse, la capacidad de guiado, tracción y rozamiento óptimo del convoy sólo se podría garantizar con este ancho de vía. Subercasse era un ingeniero de caminos muy reconocido en aquella época, pero sus conocimientos sobre locomotoras eran muy limitados, y se dejó &amp;nbsp;llevar más bien por su sentido común a la hora de elaborar tal razonamiento. No obstante, su razonamiento no fue de todo correcto, ya que la potencia de las máquinas de vapor no está relacionada con el tamaño, sino con la presión máxima de servicio, por lo que el ancho de vía de 1,44 hubiese funcionando perfectamente en España.&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;ES-TRAD&quot;&gt;Hasta que finalmente se aprobó la ley General de Ferrocarriles en 1855, fueron muchos ingenieros y promotores de líneas de ferrocarril los que presionaron a los políticos de la época para que España adoptase de forma oficial el ancho estándar europeo. Las presiones desde el exterior también fueron importantes. Por un lado, Portugal por motivos obvios, ya que se quedaba aislada del resto de Europa. Por otro lado, Francia con intereses económicos para invertir en las compañías ferroviarias de la época y, para los cuales, que España y Francia estuviesen aislados por Ferrocarril no era muy positivo. Sea como fuese, los políticos españoles no cedieron y, en Junio de 1855, se ratificó el ancho de vía que Juan Subercasse había propuesto once años antes.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;________________________________&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;i&gt;Foto publicada&lt;/i&gt;: origen Internet&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/450819757467078592/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/por-que-espana-tiene-un-ancho-de-via-de.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/450819757467078592'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/450819757467078592'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/06/por-que-espana-tiene-un-ancho-de-via-de.html' title='¿Por qué España tiene un ancho de vía de ferrocarril distinto? 02/06/2011'/><author><name>Unknown</name><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/AVvXsEj1q_UYfaWalWvBn726Qw5F4KzT1NKJmj4gT84GbwTUN9YqiYu1c3b7pHobkUpEByiWhyIjM31QpJB4cPOZWCZLu71Kg7sdupJnRwS2U-vbgVyEjQcG_lssJT_R1cniDbGDk24xbYFtG5c/s72-c/Locomotora.JPG" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-445557244916256622</id><published>2011-05-31T20:31:00.000+02:00</published><updated>2011-05-31T20:31:08.311+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Energias Renovables"/><category scheme="http://www.blogger.com/atom/ns#" term="Energía Eléctrica"/><category scheme="http://www.blogger.com/atom/ns#" term="Energía Nuclear"/><category scheme="http://www.blogger.com/atom/ns#" term="Fukushima"/><title type='text'>¿Acierta Alemania con el apagón nuclear para el 2022? 31/05/2011</title><content type='html'>&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/AVvXsEjA2XJtuWdJi1VL5PAfugv_0Uth7U6FORheP91F1Px70mXI9CfaCyHU7mkDfUkj7pgPjjnWAbB-_1bqLomBCYXr1tZXsH5tcl1B5uBh116s3Rt8rp2K3x1B1hv0kv4FSk0nRqODhu6khVw/s1600/central-nuclear.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;116&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA2XJtuWdJi1VL5PAfugv_0Uth7U6FORheP91F1Px70mXI9CfaCyHU7mkDfUkj7pgPjjnWAbB-_1bqLomBCYXr1tZXsH5tcl1B5uBh116s3Rt8rp2K3x1B1hv0kv4FSk0nRqODhu6khVw/s200/central-nuclear.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Alemania ya lo dejó caer después del accidente nuclear de Fukushima y ahora se confirma. El pasado 30 de mayo, la canciller alemana Angela Merkel anunció &amp;nbsp;que su país acometerá una restructuración del sector energético, por el cual todas las centrales nucleares alemanas serán cerradas en el 2022. El plan pasaría por ir sustituyendo por energías renovables toda la electricidad producida mediante energía nuclear (en Alemania representa actualmente un 23%)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;No se sabe muy bien si ahora mismo esta decisión de la canciller es una simple pose política que permita seguir gobernando, aunque no saldremos de dudas hasta dentro de unos años. No obstante, por el momento, y en previsión de lo que pueda pasar, Alemania ya se ha reservada la opción de echar este plan marcha atrás en caso de una crisis energética. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;Lo que sí que está claro es que, de llevarse finalmente a la práctica este plan, las consecuencias serán muy negativas:·&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;i&gt;&lt;b&gt;Aumento en el precio del Kilowatio eléctrico&lt;/b&gt;&lt;/i&gt;. El cierre progresivo de centrales nucleares y su sustitución por otras fuentes traerá un sobrecoste que se reflejará en el recibo de la luz y que, al final, será soportado con los consumidores. Derivado del sobrecoste en el precio de la electricidad, la producción industrial y otros sectores industriales también se verán afectados, ya que electricidad más cara implicará que tu producto final o servicio sea más caro y esto, con toda probabilidad, afectará a sus exportaciones. Un ejemplo que lanzamos, a modo de pregunta, sobre lo que estamos hablando: ¿seguiremos comprando vehículos producidos en Alemania pero, esta vez más caros, debido al aumento de precio de la electricidad alemana?&lt;/span&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;ul style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;i&gt;&lt;b&gt;Aumento de la emisión de gases de efecto invernadero (CO2)&lt;/b&gt;&lt;/i&gt;. El kilowatio electricidad producido por renovables presenta una serie de fluctuaciones/oscilaciones (en el caso de aerogeneradores dependerá básicamente de que sople el viento en el área donde estén ubicados) que hace que no toda la electricidad producida por nucleares pueda ser sustituida por renovables y, tendrá que ser sustituida electricidad generada por otro tipo de centrales que usen combustibles fósiles (fuel, carbón o gas) y que permitan una potencia eléctrica instalada constante, sin fluctuaciones y que pueda hacer frente a la demanda eléctrica. Resulta paradójico &lt;a href=&quot;http://www.elpais.com/articulo/sociedad/record/emisiones/CO2/2010/abona/calentamiento/global/elpepisoc/20110531elpepisoc_7/Tes&quot;&gt;ver noticias publicadas recientemente&lt;/a&gt; y que se hacen eco del nuevo record de emisiones de CO2 durante año 2010 y, por otro lado, observar cómo la eliminación progresiva de centrales nucleares propiciará una mayor emisión de CO2 a la atmosfera.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Ahora sólo falta saber si habrá más países europeos que quieran apuntarse a esta corriente antinuclear y ver cómo afecta a la política energética común dentro de la Unión Europea.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/445557244916256622/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/acierta-alemania-con-el-apagon-nuclear.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/445557244916256622'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/445557244916256622'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/acierta-alemania-con-el-apagon-nuclear.html' title='¿Acierta Alemania con el apagón nuclear para el 2022? 31/05/2011'/><author><name>Unknown</name><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/AVvXsEjA2XJtuWdJi1VL5PAfugv_0Uth7U6FORheP91F1Px70mXI9CfaCyHU7mkDfUkj7pgPjjnWAbB-_1bqLomBCYXr1tZXsH5tcl1B5uBh116s3Rt8rp2K3x1B1hv0kv4FSk0nRqODhu6khVw/s72-c/central-nuclear.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-1436704534637917504</id><published>2011-05-29T13:48:00.002+02:00</published><updated>2011-05-29T18:35:26.145+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Automoción"/><category scheme="http://www.blogger.com/atom/ns#" term="Coche Eléctrico"/><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Eléctrica"/><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Mecánica"/><title type='text'>¿Qué opinan los españoles del coche eléctrico? 29/05/2011</title><content type='html'>&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/AVvXsEj9eUXdBn7pQIWTDVO-YKnlc4z76eGBOrBiRX8Py6jOlob_Ym3g18QWvaAgb6HrouIw0f_gxn1ljcmVzfcW_MjJfoYpGep03SoYjfGsrN7pZ-EVIH-V0tBM3bhFhSzSbxEBSv2sNwD3cFM/s1600/bateria.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;142&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9eUXdBn7pQIWTDVO-YKnlc4z76eGBOrBiRX8Py6jOlob_Ym3g18QWvaAgb6HrouIw0f_gxn1ljcmVzfcW_MjJfoYpGep03SoYjfGsrN7pZ-EVIH-V0tBM3bhFhSzSbxEBSv2sNwD3cFM/s200/bateria.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://www.expansion.com/agencia/efe/2011/05/24/16179619.html&quot;&gt;Según la encuesta publicada esta semana por el diario Expansión&lt;/a&gt;, el 69% de los españoles estamos a favor de los vehículos eléctricos enchufables. También resulta destacable que el 71 % de los encuestados optaría por vehículos híbridos (combustible-eléctrico) dado que la autonomía de los vehículos eléctricos es aún muy baja.&lt;br /&gt;
&lt;br /&gt;
Los resultados de esta encuesta corroboran lo que ya se expuso en el &lt;a href=&quot;http://canal-ingenieria.blogspot.com/2011/05/el-coche-electrico-mito-o-realidad.html&quot;&gt;artículo de opinión publicado por Canal Ingeniería el pasado19 de mayo&lt;/a&gt;.&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/1436704534637917504/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/encuesta-coche-electrico-29052011.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/1436704534637917504'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/1436704534637917504'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/encuesta-coche-electrico-29052011.html' title='¿Qué opinan los españoles del coche eléctrico? 29/05/2011'/><author><name>Unknown</name><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/AVvXsEj9eUXdBn7pQIWTDVO-YKnlc4z76eGBOrBiRX8Py6jOlob_Ym3g18QWvaAgb6HrouIw0f_gxn1ljcmVzfcW_MjJfoYpGep03SoYjfGsrN7pZ-EVIH-V0tBM3bhFhSzSbxEBSv2sNwD3cFM/s72-c/bateria.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-8128411705197001973</id><published>2011-05-25T19:02:00.005+02:00</published><updated>2011-06-08T15:17:08.445+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Civil"/><title type='text'>El puente de Tacoma. 25/05/2011</title><content type='html'>&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/AVvXsEjsERDNFlsW1owxhvMfKZ9-bYtNh5XVp1miNq_vaXXce-NkcaBqX6GblIwjR6WtLD_OPrlYRweQh2ANvnKuwij4JkqXbS5TiDAQLKSVyErN7XlZDuomRoP7Hk6qdTqi2c6F5-al3tw86k0/s1600/tacoma-bridge-resonance-ima.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsERDNFlsW1owxhvMfKZ9-bYtNh5XVp1miNq_vaXXce-NkcaBqX6GblIwjR6WtLD_OPrlYRweQh2ANvnKuwij4JkqXbS5TiDAQLKSVyErN7XlZDuomRoP7Hk6qdTqi2c6F5-al3tw86k0/s1600/tacoma-bridge-resonance-ima.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span lang=&quot;ES&quot;&gt;El Puente de Tacoma es uno de los clásicos ejemplos de errores o fallos de diseño en Ingeniería. En 1940, un puente que había entrado en funcionamiento meses atrás colapsa y cae ante la mirada ingenua de los que allí se encontraban. Un imagen vale más que mil palabras …&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/3mclp9QmCGs?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES&quot;&gt;El puente se construyó en una zona en la soplaba habitualmente vientos laterales racheados y que hizo que el puente entrase en resonancia. A diferencia de lo que se pensaba en un principio, la causa no fue que entrase en resonancia directa debido a la frecuencia del viento racheado, aunque esto también contribuyó, sino que se debió a un fenómeno conocido como &lt;a href=&quot;http://es.wikipedia.org/wiki/Aeroelasticidad&quot;&gt;&lt;i&gt;&lt;b&gt;aeroelasticidad o flutter&lt;/b&gt;&lt;/i&gt;&lt;/a&gt;.&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; style=&quot;mso-outline-level: 1;&quot;&gt;&lt;span lang=&quot;ES&quot;&gt;Vayamos paso a paso y veamos lo que ocurrió. La sección del puente tenía forma de H, como la que se muestra en el siguiente dibujo, y estaba sometida a fuerzas por viento lateral.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEildT82Jed6KihRdQgwqqWP6wr6UKeCkCRHxaufW9Qq9LQOdyqWA1cp2Kwj00buRB-97U6DMqCfi11Rl_JYU2y_hCPwO9dYpbITBW7cLdTGr_fi4lJiCTJq9064HZBoKQzUbCvCb2GhKBw/s1600/Tacoma+bridge.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;105&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEildT82Jed6KihRdQgwqqWP6wr6UKeCkCRHxaufW9Qq9LQOdyqWA1cp2Kwj00buRB-97U6DMqCfi11Rl_JYU2y_hCPwO9dYpbITBW7cLdTGr_fi4lJiCTJq9064HZBoKQzUbCvCb2GhKBw/s320/Tacoma+bridge.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES&quot;&gt;El viento al chocar contra el borde superior del lateral del puente emitía un vibración, a modo de zumbido, que se repetía &amp;nbsp;periódicamente de acuerdo a la frecuencia del viento. Aunque el puente ya se movía por fuerza del viento, fue esta vibración la encargada de amplificar el movimiento ondulatorio del puente y, en definitiva, causar el colapso del puente. Este fenómeno es el &lt;a href=&quot;http://es.wikipedia.org/wiki/Aeroelasticidad&quot;&gt;&lt;b&gt;&lt;i&gt;flutter o aeroelasticidad&lt;/i&gt;&lt;/b&gt;&lt;/a&gt; y, aunque es beneficioso en otras aplicaciones (instrumentos de música de viento o incluso en los aerogeneradores), en el caso del puente de Tacoma resultó nefasto.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES&quot;&gt;La moraleja que se puede extraer de este acontecimiento, y de otros simulares que se han producido a lo largo de la historia, es que hay ciertas circunstancias (o cúmulo de circunstancias) que son casi imposibles de prever cuando se está haciendo un diseño y, sólo cuando se producen, son tenidos en cuenta en futuros diseños para evitar que vuelvan a ocurrir. Y desde luego no confundamos desconocimiento con negligencia.&lt;/span&gt;&lt;/div&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;ES&quot;&gt;Para aquel que desee profundizar más sobre este tema, &lt;a href=&quot;http://xxx.lanl.gov/PS_cache/physics/pdf/0408/0408101v1.pdf&quot;&gt;este artículo&lt;/a&gt; proporciona más detalle sobre el flutter y su relación con la caída del puente de Tacoma. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/8128411705197001973/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/el-puente-de-tacoma-25052011.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/8128411705197001973'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/8128411705197001973'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/el-puente-de-tacoma-25052011.html' title='El puente de Tacoma. 25/05/2011'/><author><name>Unknown</name><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/AVvXsEjsERDNFlsW1owxhvMfKZ9-bYtNh5XVp1miNq_vaXXce-NkcaBqX6GblIwjR6WtLD_OPrlYRweQh2ANvnKuwij4JkqXbS5TiDAQLKSVyErN7XlZDuomRoP7Hk6qdTqi2c6F5-al3tw86k0/s72-c/tacoma-bridge-resonance-ima.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-4424455781380984483</id><published>2011-05-19T18:15:00.003+02:00</published><updated>2011-05-26T13:21:50.424+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Automoción"/><category scheme="http://www.blogger.com/atom/ns#" term="Coche Eléctrico"/><category scheme="http://www.blogger.com/atom/ns#" term="Energias Renovables"/><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Eléctrica"/><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Mecánica"/><title type='text'>El coche eléctrico. Mito o realidad. 19/05/2011</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIOuSVy-EEfipjk2EQCaO1MTArjggXLr0KX-LKSsnqPfPEmOaDAGa8aHodr53ORA7ch1ipY9S0JwwNKEq88J5GLbn_-AVXNl8viRWVPP-40oX5cNyWemPOmHjzGSVQ5Utf0aCbBcTiud4/s1600/Renault+ZE.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIOuSVy-EEfipjk2EQCaO1MTArjggXLr0KX-LKSsnqPfPEmOaDAGa8aHodr53ORA7ch1ipY9S0JwwNKEq88J5GLbn_-AVXNl8viRWVPP-40oX5cNyWemPOmHjzGSVQ5Utf0aCbBcTiud4/s1600/Renault+ZE.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Como el yin-yang el coche eléctrico tiene su parte de mito y realidad. Actualmente hay una enorme campaña de marketing alrededor del coche eléctrico y, como todo en la vida, no es la panacea que resolverá nuestros problemas de desplazamientos y transporte y, todo ello, minimizando el impacto ambiental.&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;ES-TRAD&quot;&gt;Fabricantes como Renault han apostado fuerte por vehículos 100% eléctricos (mediante baterías) y tienen la intención de empezar a comerciarlos a partir del 2012. Presentan un amplia gama que va desde un vehículo urbano, un sedan o pasando por furgonetas de pequeño tamaño (&lt;/span&gt;&lt;a href=&quot;http://www.renault-ze.com/es-es/inicio-1342.html&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;a href=&quot;http://www.renault-ze.com/es-es/inicio-1342.html&quot;&gt;ver gama Renault ZE&lt;/a&gt;). En todos los casos me llama a atención lo siguiente:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 19.5pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Los vehículos se veden sin batería y es el cliente el que decide si compra la batería o la alquila.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 19.5pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Presenta varias modalidades de recarga (carga rápida y otra más lenta), pero lo que realmente me llama a atención es el sistema ‘&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;quickdrop&lt;/i&gt;’ que propone Renault para sustituir la batería agotada por otra cargada utilizando un nuevo tipo de estaciones de servicio. La idea es interesante pero la principal pega que le veo es que el éxito de esta idea dependerá de que otros fabricantes se adhieran a ella o no, ya que el disponer de unas baterías estándar e intercambiables entre diferentes marcas de vehículos será el elemento que hará triunfar o fracasar esta idea.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 19.5pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;-&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;La autonomía en todos los vehículos está en torno a 150 – 180 km, lo cual es aceptable para desplazamientos urbanos o entre ciudades próximas pero se me antoja claramente insuficiente para trayectos largos (ni siquiera con la opción &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;quickdrop&lt;/i&gt; mencionada anteriormente). Hoy por hoy este es el cuello de botella de los vehículos eléctricos con baterías.&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;ES-TRAD&quot;&gt;Hoy por hoy, la conclusión que se puede extraer es que una tecnología basada únicamente en baterías sólo es viable para desplazamientos urbanos, lo cual permitiría reducir la contaminación de nuestras ciudades. Para desplazamientos largos o para transporte por carretera esta tecnología no acabo de verla viable a día de hoy y otro tipo de soluciones, con motores híbridos de combustión y eléctricos, sí que resultarían más factibles.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Existen otras alternativas a las baterías cómo es el caso de la pila o célula de combustible que utilizan hidrógeno en combinación con el oxigeno para generar electricidad mediante reacción química por combinación del hidrógeno y el oxígeno. Es totalmente limpia ya que se genera agua como resultado de la reacción química y bastaría con que el vehículo llevase unos depósitos para almacenar el hidrógeno. Ahora bien, el principal problema de esta tecnología es que el hidrógeno es un gas altamente inflamable y difícil de almacenar, lo cual hace difícil que se apueste por esta tecnología. Aún así, hay fabricantes como BMW que ya han desarrollado hace tiempo prototipos basados en células de combustible.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;Veremos en los próximos años cuál es camino que siguen los vehículos eléctricos y si estos se impondrán a otras soluciones actuales, también limpias, como la de BMW y sus motores de combustión como combustible el hidrógeno.&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;__________________________ &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;i&gt;Foto&lt;/i&gt; &lt;/span&gt;&lt;i&gt;&lt;b&gt;Gama Renault Z.E.&lt;/b&gt; Fuente &lt;a href=&quot;http://www.renault-ze.com/es-es/inicio-1342.html&quot;&gt;Renault&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/4424455781380984483/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/el-coche-electrico-mito-o-realidad.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/4424455781380984483'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/4424455781380984483'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/el-coche-electrico-mito-o-realidad.html' title='El coche eléctrico. Mito o realidad. 19/05/2011'/><author><name>Unknown</name><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/AVvXsEiIOuSVy-EEfipjk2EQCaO1MTArjggXLr0KX-LKSsnqPfPEmOaDAGa8aHodr53ORA7ch1ipY9S0JwwNKEq88J5GLbn_-AVXNl8viRWVPP-40oX5cNyWemPOmHjzGSVQ5Utf0aCbBcTiud4/s72-c/Renault+ZE.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-3908295378040732502</id><published>2011-05-09T16:17:00.005+02:00</published><updated>2011-05-19T18:35:45.301+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Energias Renovables"/><category scheme="http://www.blogger.com/atom/ns#" term="Energía Eléctrica"/><title type='text'>Las energías renovables siguen ganando terreno en España. 09/05/2011</title><content type='html'>&lt;div class=&quot;MsoNormal&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhilTyZc5yO-D1JyZ9-r2mYMh3fjG9dhcgjVmdtoTUYzYCjZTlcGXyyGmZhODQvVB4POQWFackGw-94oKpo1XU5FlpE3_sFuhG116NqJJh_JszzeY0LDUJe2HhBAypMFhMAVLxdaXOnt5g/s1600/aerogenerador+simple.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhilTyZc5yO-D1JyZ9-r2mYMh3fjG9dhcgjVmdtoTUYzYCjZTlcGXyyGmZhODQvVB4POQWFackGw-94oKpo1XU5FlpE3_sFuhG116NqJJh_JszzeY0LDUJe2HhBAypMFhMAVLxdaXOnt5g/s200/aerogenerador+simple.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;&lt;b&gt;Aerogenerador&lt;/b&gt;. Fuente Internet&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Según elmundo.es (&lt;a href=&quot;http://www.elmundo.es/elmundo/2011/05/09/ciencia/1304933235.html&quot;&gt;enlace a la noticia&lt;/a&gt;), durante el pasado mes de abril, un 52% de energía eléctrica producida en España fue generado por energías renovable. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;a href=&quot;http://www.elmundo.es/elmundo/2011/05/09/ciencia/1304933235.html&quot;&gt;&lt;/a&gt;&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;ES-TRAD&quot;&gt;No cabe duda que esta es una buena noticia. No obstante, como ya se ha mencionado en posts anteriores, esta energía por sí misma no es suficiente para cubrir la demanda eléctrica.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/3908295378040732502/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/las-energias-renovables-siguen-ganando.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/3908295378040732502'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/3908295378040732502'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/las-energias-renovables-siguen-ganando.html' title='Las energías renovables siguen ganando terreno en España. 09/05/2011'/><author><name>Unknown</name><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/AVvXsEhilTyZc5yO-D1JyZ9-r2mYMh3fjG9dhcgjVmdtoTUYzYCjZTlcGXyyGmZhODQvVB4POQWFackGw-94oKpo1XU5FlpE3_sFuhG116NqJJh_JszzeY0LDUJe2HhBAypMFhMAVLxdaXOnt5g/s72-c/aerogenerador+simple.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-2459473056300355249</id><published>2011-05-09T15:48:00.003+02:00</published><updated>2011-05-19T18:36:56.285+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Energias Renovables"/><category scheme="http://www.blogger.com/atom/ns#" term="Energía Eléctrica"/><category scheme="http://www.blogger.com/atom/ns#" term="Energía Nuclear"/><category scheme="http://www.blogger.com/atom/ns#" term="Fukushima"/><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Eléctrica"/><title type='text'>Central nuclear de Fukushima. Presente y futuro de la energía eléctrica (II). 09/05/2011</title><content type='html'>&lt;div class=&quot;MsoNormal&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsGjunylC3MBAXOhxnFW0gUR90dVoj2A4SqRVUpLm_ugT_Az_y4HW8k__DM31y-MYxQ6l5fMpSWf0qMFA5UWN4Xm4gXrxT2MqWpgYkYGzUNWwIheVZ0CWWpIIky-CpS_9sW2WoxPAoMQo/s1600/central-nuclear-fukushima-2011-03-12-26891+%2528Internet%2529.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsGjunylC3MBAXOhxnFW0gUR90dVoj2A4SqRVUpLm_ugT_Az_y4HW8k__DM31y-MYxQ6l5fMpSWf0qMFA5UWN4Xm4gXrxT2MqWpgYkYGzUNWwIheVZ0CWWpIIky-CpS_9sW2WoxPAoMQo/s320/central-nuclear-fukushima-2011-03-12-26891+%2528Internet%2529.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;A lo largo del siglo XX, los avances científicos y técnicos aplicados a campos como la medicina y la generación de abundante energía a un precio relativamente barato, han propiciado que el bienestar de las sociedades haya aumentado y que la población y esperanza de vida hayan crecido.&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;ES-TRAD&quot;&gt;Quiero centrarme únicamente en la energía, ya que sin ella no habría habido un crecimiento industrial como el que ha habido hasta la fecha y, por ende, no se hubiese generado la riqueza y crecimiento que los países desarrollados experimentaron en el pasado siglo. El punto más importante es que mantener el nivel actual de bienestar (asumiendo un aumento de la población actual) y, si cabe aumentarlo, traerá un aumento de la necesidad de energía. Sin embargo, la&amp;nbsp; sociedad de puertas para afuera piensa en una energía “no contaminante” y de puertas para adentro lo más importante es disponer de un “enchufe” al cual enchufar mis aparatos eléctricos y que no sufra apagones por una demanda eléctrica excesiva causada por otros usuarios. En resumen, la sociedad demanda energía en el momento que lo desea y, seamos realistas, no está dispuesta a renunciar a su aire acondicionando en verano, ni a la vitrocerámica, ni a los dos televisores encendidos al mismo tiempo, ni a la playstation, ni a los ordenadores, ni a que su centro comercial favorito no pueda abrir por falta de suministro eléctrico. Esto son sólo algunos ejemplos y seguro que usted si ha llegado a este punto del artículo estará pensando en muchos más. No se apure, le voy a dar uno más que ahora está muy de moda y que aumentará la demanda de energía: el coche eléctrico. ¿Se imagina todo el mundo recargando al mismo tiempo las baterías de sus coches eléctricos? La respuesta es que el suministro eléctrico actual no es suficiente y habrá que aumentar la producción. Veamos las posibles opciones que tenemos:&lt;/span&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Construir más centrales de carbón/fuel, aumentando la generación de gases de efecto invernadero. ¿Estamos dispuestos a ello con todo lo que se está escribiendo sobre el calentamiento global?&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Construir más centrales de ciclo combinado (gas). Estas centrales al igual que las de carbón/fuel generan gases de efecto invernadero aunque son menos contaminantes. Lanzo la misma pregunta, ¿estamos dispuestos a ir por esta opción?&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Construir más centrales hidroeléctricas. Esta opción es la más limpia pero en la práctica no hay tantos lugares donde construir las presas y lo más importante… ¿estarían dispuestos los afectados por la construcción de dicha presa a permitirlo además de los ecologistas?&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Energías renovables. Veamos la energía fotovoltaica. Pues resulta que es carísima y el rendimiento de los paneles es muy bajo. Pasemos a la eólica. No es mala opción ya que los aerogeneradores producen una cantidad de energía más que aceptable pero tiene el inconveniente de que es una energía que fluctúa y depende, básicamente, de que haya viento y de su intensidad. Como energía de apoyo, sobre una base de energía estable es una buena opción, como comentaba antes, pero dada la demanda que vamos a necesitar, ¿estamos dispuestos a ver todas las lomas de las montañas llenas de aerogeneradores y destruir el entorno? (Sé que aquí saldrán los que dirán que los aerogeneradores también se pueden instalar en el mar … pero estos serán muchos más caros que los instalados en tierra y con costes de mantenimiento mayores que encarecerán el precio el Kw generado)&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Energía nuclear. Salvo por el hecho de que el material que se maneja es radiactivo y requiere de un tratamiento posterior una vez concluido el ciclo de vida del combustible nuclear, estamos hablando de:&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;ol style=&quot;margin-left: 80px;&quot;&gt;&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;una energía limpia&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;no emite gases de efecto invernadero&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;no tiene fluctuaciones&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Energía relativamente barata en términos de Kilowatio-hora.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Una central nuclear puede producir gran cantidad de energía.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Las centrales de última generación utilizan materiales radiactivos menos contaminantes tras someterlos a un proceso de empobrecimiento. &lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Externalizar la producción de energía eléctrica, es decir, comprar energía eléctrica a otros países productores y con excedentes eléctricos. Esta opción tiene la ventaja de que no te preocupas de producir la energía ni de la fuente que la ha producido. Por el contrario, te hace dependiente del país suministrador, pudiéndote fijar los precios a su antojo y estando sometido a vaivenes políticos. No olvidemos, que en el caso de España compramos electricidad a Francia y, mayoritariamente, esta energía se genera en centrales nucleares. Así que en caso de que ocurriera en Francia algo parecido a Fukushima, simplemente por proximidad con nuestro vecino, no nos libraremos de sus efectos.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-outline-level: 1;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-outline-level: 1;&quot;&gt;&lt;u&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Conclusión&lt;/span&gt;&lt;/b&gt;&lt;/u&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;ES-TRAD&quot;&gt;Como comentaba al principio, no pretendo hacer demagogia de la energía nuclear. Pero no es menos cierto, que el nivel de bienestar se ha debido como ya he mencionado a la disposición de energía eléctrica. Nuestros niveles de bienestar conllevan un riesgo que han estado asociado a una muy baja probabilidad de que ocurriesen catástrofes por nuestras acciones (como accidentes en una central nuclear o vertidos de petróleo en el mar por superpetroleros), pero todos nosotros, como sociedad, debemos pararnos a pensar que nuestro bienestar no está exento de riesgos y que nada es gratuito (aunque haya gente que así nos lo quiera vender). En definitiva, antes de emitir los juicios que se han escuchado durante mucho tiempo sobre la energía nuclear (y más si cabe en los últimos meses), todos debemos reflexionar a qué estamos dispuestos a renunciar para mantener nuestro nivel de bienestar actual o, en el peor de los casos, si estamos dispuestos a renunciar a dicho bienestar.&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;____________________________&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;br /&gt;
&lt;i&gt;Foto&lt;b&gt; Central Nuclear de Fukushima&lt;/b&gt;. Fuente: Internet&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/2459473056300355249/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/central-nuclear-de-fukushima-presente-y_09.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/2459473056300355249'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/2459473056300355249'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/central-nuclear-de-fukushima-presente-y_09.html' title='Central nuclear de Fukushima. Presente y futuro de la energía eléctrica (II). 09/05/2011'/><author><name>Unknown</name><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/AVvXsEgsGjunylC3MBAXOhxnFW0gUR90dVoj2A4SqRVUpLm_ugT_Az_y4HW8k__DM31y-MYxQ6l5fMpSWf0qMFA5UWN4Xm4gXrxT2MqWpgYkYGzUNWwIheVZ0CWWpIIky-CpS_9sW2WoxPAoMQo/s72-c/central-nuclear-fukushima-2011-03-12-26891+%2528Internet%2529.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3819036273854440956.post-3213228789484995132</id><published>2011-05-06T13:25:00.005+02:00</published><updated>2011-05-19T18:38:10.882+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Energía Nuclear"/><category scheme="http://www.blogger.com/atom/ns#" term="Fukushima"/><category scheme="http://www.blogger.com/atom/ns#" term="Ingeniería Eléctrica"/><title type='text'>Central nuclear de Fukushima. Presente y futuro de la energía eléctrica (I). 06/05/2011</title><content type='html'>&lt;div class=&quot;MsoNormal&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0jK7xr3dKOvBvRa6C0OZ7YMbnup5KDtdGkeBj8m4N6eRQ8zrvM9KeSp3_h_u4icnYDz-CJi6go8uyjyjT8k9ScR5vrP-qiZ6LusEcUAW9fwbf5dn3KbFTZJAidS89GjkurXAIk4LwV2A/s1600/central-nuclear-japonesa-fukushima-2011-03-13-26934+%2528Reuters%2529.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;179&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0jK7xr3dKOvBvRa6C0OZ7YMbnup5KDtdGkeBj8m4N6eRQ8zrvM9KeSp3_h_u4icnYDz-CJi6go8uyjyjT8k9ScR5vrP-qiZ6LusEcUAW9fwbf5dn3KbFTZJAidS89GjkurXAIk4LwV2A/s320/central-nuclear-japonesa-fukushima-2011-03-13-26934+%2528Reuters%2529.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;El 11 de marzo de 2011 tuvo lugar en Japón uno de los mayores terremotos jamás acaecidos (al menos desde que los seísmos son registrados con mediciones fiables). Como consecuencia del terremoto y del posterior tsunami, la central nuclear de Fukushima se ve seriamente afectada, explotando el reactor número 2 y varios de sus reactores seriamente dañados. Gran cantidad de partículas radiactivas han sido liberadas tanto a las atmosfera como al océano con el consiguiente daño causado y &lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;que sería causando en los próximos años. El 12 de abril de 2011, la Agencia de Seguridad Nuclear de Japón decide elevar la gravedad del accidente de 4 a 7 (máximo nivel). Sólo antes el accidente de Chernobil en 1986 había alcanzado este nivel.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;No vamos a hacer aquí demagogia barata sobre las centrales nucleares puesto que se ha hecho mucha en los casi dos meses que han transcurrido desde el accidente. Vamos a limitarnos a sacar conclusiones y cómo esto puede afectar al futuro de la generación de energía eléctrica y, por tanto, a nuestro nivel bienestar&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;En este primer post, se hablará del tratamiento que se le ha dado a esta castástrofe por parte de los políticos&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Políticos y agregados&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Se han limitado hacer demagogia sobre la conveniencia o no de las centrales nucleares. Valgan algunos ejemplos:&lt;/span&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;El 17 de abril, el Comisario Europeo de Energía, Günther Oettinger, habló del Apocalipsis al referirse al accidente de Fukushima. Las reacciones en los mercados económicos y en la sociedad no se dejaron esperar pensando que el comisario disponía de información “privilegiada” que no había visto aún la luz. Nada más lejos de la realidad. Pocos días después, tuvo que reconocer que su comentario lo hizo en base a las noticias que había leído o visto por televisión. Sería objeto de otra entrada en este blog… pero me pregunto qué hace una persona sin estudios técnicos (según su curriculum estudió Derecho y, desde luego, no es mi intención infravalorar su capacidad como jurista) dirigiendo la política energética de todo un conjunto de países desarrollados como es la Unión Europea.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;El 15 de Abril, a canciller alemana, Angela Merkel, decidió parar las plantas que fueron construidas antes de 1980 … toda una declaración de intenciones cuando a la vuelta de las esquina tenía unas elecciones y su grado de popularidad no estaba en su momento más álgido&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Las Autoridades Japonesas no contaron (ni han contado hasta el momento) ni la décima parte de lo que ha pasado realmente en Fukushima. Impactante fue que el emperador del Japón se dirigiese a su pueblo cuando no lo había hecho desde la Segunda Guerra Mundial. Algo no cuadraba, aunque en aquel momento se podía achacar a la gran cantidad de víctimas y desaparecidos. También ha sido significativo que de la noche a la mañana se haya elevado de golpe el nivel de gravedad, pasando de 4 a 7.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Francia con 58 reactores nucleares, posiblemente ha sido el país más sensato en esta crisis, puesto que desde un principio alertó, indicando que la gravedad del accidente era peor de lo que se estaba comunicando.&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;España, cuyo gobierno es claramente antinuclear, decide que las centrales españolas deben pasar unas pruebas de resistencia contra terremotos similares a los que Japón puede sufrir. Ni España se encuentra dentro de una zona de actividad sísmica como la de Japón ni las centrales españolas están expuestas a sufrir un tsunami (salvo quizás Valdellós II, pero esta central dispone de medidas de seguridad diferentes a&amp;nbsp; Fukushima), ya que este fue realmente el causante de los problemas en Fukushima al inutilizar los generadores diesel de la central y no poder suministrar energía para realizar la parada de seguridad de los reactores. Mucho me temo que lo de Fukushima se utilizará para acelerar el cierre de centrales en España.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;______________________________&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;br /&gt;
&lt;i&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;Foto &lt;/span&gt;&lt;b&gt;Central Nuclear de Fukushima&lt;/b&gt;. Reuters&lt;/i&gt;&lt;br /&gt;
&lt;ul&gt;&lt;/ul&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Post original de &lt;span style=&quot;color: orange; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.canal-ingenieria.blogspot.com/&quot;&gt;Canal Ingeniería&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://canal-ingenieria.blogspot.com/feeds/3213228789484995132/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/central-nuclear-de-fukushima-presente-y.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/3213228789484995132'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3819036273854440956/posts/default/3213228789484995132'/><link rel='alternate' type='text/html' href='http://canal-ingenieria.blogspot.com/2011/05/central-nuclear-de-fukushima-presente-y.html' title='Central nuclear de Fukushima. Presente y futuro de la energía eléctrica (I). 06/05/2011'/><author><name>Unknown</name><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/AVvXsEi0jK7xr3dKOvBvRa6C0OZ7YMbnup5KDtdGkeBj8m4N6eRQ8zrvM9KeSp3_h_u4icnYDz-CJi6go8uyjyjT8k9ScR5vrP-qiZ6LusEcUAW9fwbf5dn3KbFTZJAidS89GjkurXAIk4LwV2A/s72-c/central-nuclear-japonesa-fukushima-2011-03-13-26934+%2528Reuters%2529.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>España</georss:featurename><georss:point>40.463667 -3.7492200000000366</georss:point><georss:box>35.428167 -12.560220000000037 45.499167 5.0617799999999633</georss:box></entry></feed>