{"id":8326,"date":"2019-10-25T06:08:08","date_gmt":"2019-10-25T05:08:08","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=8326"},"modified":"2019-10-25T05:09:04","modified_gmt":"2019-10-25T04:09:04","slug":"si-necesitamos-nuevas-formas-de-energias","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/10\/25\/si-necesitamos-nuevas-formas-de-energias\/","title":{"rendered":"S\u00ed, necesitamos nuevas formas de energ\u00edas"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/3\/3b\/Deuterium-tritium_fusion.svg\/220px-Deuterium-tritium_fusion.svg.png\" alt=\"\" width=\"220\" height=\"254\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Fusi\u00f3n de Deuterio con Tritio produciendo helio<sup>-4<\/sup> liberando un <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a>, y generando 17,59 MeV de energ\u00eda, como cantidad de masa apropiada convertida de la energ\u00eda cin\u00e9tica de los productos, de acuerdo con\u00a0E = \u0394m c<sup>2. <\/sup>En f\u00edsica nuclear ,\u00a0la fusi\u00f3n nuclear es el proceso por el cual varios n\u00facleos at\u00f3micos de carga similar se unen para formar un n\u00facleo m\u00e1s pesado. Se acompa\u00f1a de la liberaci\u00f3n o absorci\u00f3n de una cantidad enorme de energ\u00eda, que permite a la materia entrar en un estado plasm\u00e1tico.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/casanz.files.wordpress.com\/2010\/01\/ciudad-del-futuro.jpg\" alt=\"\" width=\"629\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El futuro que nos espera ser\u00e1 muy distinto al presente que ahora podemos vivir, y, la vida cotidiana en las Sociedades venidaderas, ser\u00e1n tambi\u00e9n distintas debidos a los cambios que se avecinan en campos de la Ciencia como la F\u00edsica y la Tecnolog\u00eda, Computaci\u00f3n, Materiales y, sobre todo, nuevas fuentes de energ\u00eda que todo lo cambiaran.<\/p>\n<div><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Iter el Reactor de Fusi\u00f3n\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Iter el Reactor de Fusi\u00f3n\" \/><\/div>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Por primera vez se aspira a que un reactor de fusi\u00f3n produzca energ\u00eda.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Este proceso puede liberar enormes cantidades de energ\u00eda. Sin embargo el proceso no es tan simple, requiere de una enorme energ\u00eda de activaci\u00f3n a una temperatura del orden de los millones de grados. De haber esta energ\u00eda, surge otra dificultad: la estructura material de un reactor puede fundirse a tan elevada temperatura.<\/p>\n<p style=\"text-align: justify;\">Dentro de unos treinta a\u00f1os estaremos en el camino correcto, la energ\u00eda de fusi\u00f3n ser\u00eda una realidad que estar\u00e1 en plena expansi\u00f3n de un comenzar floreciente. Sin residuos nocivos peligrosos como las radiaciones de la fisi\u00f3n nuclear, la fusi\u00f3n, nos dar\u00e1 energ\u00eda limpia y barata en base a una materia prima muy abundante en el planeta Tierra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El Sol Fusiona Hidr\u00f3geno en Helio\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El Sol Fusiona Hidr\u00f3geno en Helio\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<div lang=\"es-ES\" data-md=\"32\">\n<div id=\"media_result_group\" data-hveid=\"CA0QAg\">\n<div>\n<div lang=\"es-ES\">\n<div>\n<div data-h=\"130\" data-nr=\"1\">\n<div>\n<div data-attrid=\"image\" data-docid=\"lHNEBk3PiXEVyM:\" data-lpage=\"\/search?q=El+Sol+Fusiona+Hidr%C3%B3geno+en+Helio&amp;sxsrf=ACYBGNTvFL5iB_5o9Oap1DS6L4IDliD2ow:1571975443625&amp;tbm=isch&amp;source=iu&amp;ictx=1&amp;fir=lHNEBk3PiXEVyM%253A%252C7Oy11h24R-oCaM%252C_&amp;vet=1&amp;usg=AI4_-kRBGby6rqhXn8reMEqKmf5O8fpQig#imgrc=lHNEBk3PiXEVyM:\" data-ved=\"2ahUKEwjPs6bvwLblAhUSzYUKHUvNBDAQzkwoADAAegQIBBAC\"><\/div>\n<div data-attrid=\"image\" data-docid=\"lHNEBk3PiXEVyM:\" data-lpage=\"\/search?q=El+Sol+Fusiona+Hidr%C3%B3geno+en+Helio&amp;sxsrf=ACYBGNTvFL5iB_5o9Oap1DS6L4IDliD2ow:1571975443625&amp;tbm=isch&amp;source=iu&amp;ictx=1&amp;fir=lHNEBk3PiXEVyM%253A%252C7Oy11h24R-oCaM%252C_&amp;vet=1&amp;usg=AI4_-kRBGby6rqhXn8reMEqKmf5O8fpQig#imgrc=lHNEBk3PiXEVyM:\" data-ved=\"2ahUKEwjPs6bvwLblAhUSzYUKHUvNBDAQzkwoADAAegQIBBAC\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div lang=\"es-ES\" data-md=\"61\">\n<div style=\"text-align: justify;\" data-hveid=\"CA0QAw\">&#8220;En el ciclo b\u00e1sico de fusi\u00f3n del\u00a0<strong>Hidr\u00f3geno<\/strong>, cuatro n\u00facleos de\u00a0<strong>hidr\u00f3geno<\/strong>\u00a0(<a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>) se unen para formar un n\u00facleo de\u00a0<strong>Helio<\/strong>. Esta es la versi\u00f3n m\u00e1s simple de la historia. En realidad existen <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> y <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> involucrados en esta historia que hacen posible la fusi\u00f3n de\u00a0<strong>Hidr\u00f3geno<\/strong>\u00a0hacia\u00a0<strong>helio<\/strong>\u00a0.&#8221;<\/div>\n<\/div>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.abc.es\/media\/ciencia\/2016\/05\/24\/sol-adolescente--620x349.jpg\" alt=\"Resultado de imagen de El Sol en llamaradas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nuestro Sol fusiona Hidr\u00f3geno en Helio a raz\u00f3n de 4.654.000 toneladas por segundo. De esta enorme cantidad de Hidr\u00f3geno, 4.650.000 toneladas se convierten en Helio. Las 4.000 toneladas restantes, son lanzadas al espacio en forma de luz y calor, energ\u00eda termonuclear de la que, una parte, llega al planeta Tierra y hace posible la vida.<\/p>\n<p style=\"text-align: justify;\">Resulta pues que, el combustible nuclear de las estrellas es el Hidr\u00f3geno que mediante su fusi\u00f3n hace posible que genere tal enormidad de energ\u00eda. As\u00ed lleva el Sol unos 4.500 millones de a\u00f1os, y se espera que, al menos durante un per\u00edodo similar, nos est\u00e9 regalando su luz y su calor.<\/p>\n<p style=\"text-align: justify;\">No debemos confundir la Fisi\u00f3n con la Fusi\u00f3n, la primera es la que se emplea en las Centrales nucleares para producir energ\u00eda y, ya sabemos todo lo peligrosa que resulta (Jap\u00f3n, en sus propias carnes ha sufrido y sufre sus consecuencias), las radiaciones del Uranio y del Plutonio son fatales para la vida. Por el contrario, la fusi\u00f3n es limpia pero&#8230;de momento, inalcanzable.<\/p>\n<p style=\"text-align: justify;\">Pero \u00bftenemos Hidr\u00f3geno en el planeta Tierra para tal empresa? La verdad es que s\u00ed. La fuente de suministro de Hidr\u00f3geno con la que podemos contar, es pr\u00e1cticamente inagotable&#8230; \u00a1El agua de los mares y de los Oc\u00e9anos!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/okdiario.com\/img\/2018\/10\/05\/mares-y-oceanos-del-mundo-655x368.jpg\" alt=\"Resultado de imagen de Oc\u00e9anos y mares de la Tierra\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Fuente inagotable de materia prima para poder conseguir la fusi\u00f3n nuclear en el futuro<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todos sabemos que el hidr\u00f3geno es el elemento m\u00e1s ligero y abundante del Universo. Est\u00e1 presente en el agua y en todos los compuestos org\u00e1nicos. Qu\u00edmicamente, el hidr\u00f3geno reacciona con la mayor\u00eda de los elementos. Fue descubierto por Henry Cavendisch en 1.776. El hidr\u00f3geno se utiliza en muchos procesos industriales, como la reducci\u00f3n de \u00f3xidos minerales el refinado del petr\u00f3leo, la producci\u00f3n, de hidrocarburos a partir de carb\u00f3n y la hidrogenaci\u00f3n de los aceites vegetales y, actualmente, es un candidato muy firme para su uso potencial en la econom\u00eda de los combustibles de hidr\u00f3geno en la que se usan fuentes primarias distintas a las energ\u00edas derivadas de combustibles f\u00f3siles (por ejemplo, energ\u00eda nuclear, solar o geot\u00e9rmica) para producir electricidad, que se emplea en la electrolisis del agua. El hidr\u00f3geno formado se almacena como hidr\u00f3geno l\u00edquido o como hidruros de metal.<\/p>\n<p style=\"text-align: justify;\">Bueno tanta palabrer\u00eda y explicaciones solo tiene por objeto hacer notar la enorme importancia del Hidr\u00f3geno. Es la materia prima del Universo, sin \u00e9l no habr\u00eda estrellas, no existir\u00eda el agua y, l\u00f3gicamente, tampoco nosotros podr\u00edamos estar aqu\u00ed sin hidr\u00f3geno.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/globedia.com\/imagenes\/noticias\/2011\/2\/23\/fusion-nuclear-proxima-revolucion-tecnologica_3_603666.jpg\" alt=\"\" width=\"622\" height=\"413\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si finalmente somos capaces de conseguir energ\u00eda a trav\u00e9s de la fusi\u00f3n nuclear, la Humanidad habr\u00e1 dado un paso gigante hacia su futuro. Pero sigamos con las explicaciones. Cu\u00e1ndo dos mol\u00e9culas de Hidr\u00f3geno se junta con una de Ox\u00edgeno (H<sub>2<\/sub>O), tenemos el preciado l\u00edquido que llamamos agua y sin el cual la vida no ser\u00eda posible.<\/p>\n<p style=\"text-align: justify;\">As\u00ed las cosas, parece l\u00f3gico pensar que, conforme a todo lo antes dicho, los seres humanos, deber\u00e1n fijarse en los procesos naturales (en este caso el Sol y su producci\u00f3n de energ\u00eda), y, teniendo como tiene a su disposici\u00f3n la materia prima (el Hidr\u00f3geno de los oc\u00e9anos), procurar investigar y construir las m\u00e1quinas que sean necesarias para conseguir la fusi\u00f3n, la energ\u00eda del Sol.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/gdb.voanews.com\/23EF9E1C-6606-4227-861D-CEE67644907B_cx0_cy6_cw0_w408_r1_s.jpg\" alt=\"Resultado de imagen de Tras la fusi\u00f3n nuclear\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esa empresa est\u00e1 ya en marcha y, como he dicho al principio de este comentario, posiblemente, en unos treinta a\u00f1os, ser\u00eda una realidad que nos dar\u00e1 nuevas perspectivas para continuar el imparable avance en el que estamos inmersos. La energ\u00eda, a lo largo de la historia, ha permitido elevar el nivel de vida del ser humano. La energ\u00eda es la base de todo sistema econ\u00f3mico, de ella depende el coste de todos los productos, desde un chicle a una limusina: a m\u00e1s escasez de energ\u00eda, m\u00e1s cuesta ganarse la vida. El carb\u00f3n, en primer lugar, posibilit\u00f3 la extinci\u00f3n de la servidumbre; el petr\u00f3leo, mientras fue abundante, logr\u00f3 que la econom\u00eda mundial viviese su \u00e9poca dorada durante 1950-1973; la energ\u00eda de fisi\u00f3n actual se presenta, a veces, como \u00fanica alternativa. Sin embargo, todas estas energ\u00edas tienen un vicio com\u00fan: o son escasas o contaminan.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.xlsemanal.com\/wp-content\/uploads\/sites\/3\/2018\/07\/central-nuclear-tihange.-fisuras-nuevo-chernobil-4-768x506.jpg\" alt=\"Resultado de imagen de Centrales nucleares\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tenemos que huir de esto, la Fisi\u00f3n nuclear no es la soluci\u00f3n Pero no me gustar\u00eda cerrar este comentario sobre la fusi\u00f3n sin contestar a una importante pregunta&#8230; \u00bfpor qu\u00e9 la fusi\u00f3n?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.biodiesel.com.ar\/zenphoto\/albums\/biodiesel\/fusion-nuclear-fria.jpg\" alt=\"\" width=\"388\" height=\"291\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Porque tiene una serie de ventajas muy significativas en seguridad, funcionamiento, medio ambiente, facilidad en conseguir su materia prima, ausencia de residuos peligrosos, posibilidad de reciclar los escasos residuos que genere, etc. Los recursos combustibles b\u00e1sicos (<a href=\"#\" onclick=\"referencia('deuterio',event); return false;\">deuterio<\/a> y Litio) para la fusi\u00f3n son abundantes y f\u00e1ciles de obtener.<\/p>\n<p style=\"text-align: justify;\">\n<ul style=\"text-align: justify;\">\n<li>Los residuos son de helio, no radiactivos.<\/li>\n<li>El combustible intermedio, Tritio, se produce del Litio.<\/li>\n<li>Las centrales el\u00e9ctricas de fusi\u00f3n no estar\u00e1n expuestas a peligrosos accidentes como las centrales nucleares de fisi\u00f3n.<\/li>\n<li>Con una elecci\u00f3n adecuada de los materiales para el propio dispositivo de fusi\u00f3n, sus residuos no ser\u00e1n ninguna carga para las generaciones futuras.<\/li>\n<li>La fuente de energ\u00eda de fusi\u00f3n es sostenible, inagotable e independiente de las condiciones clim\u00e1ticas.<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">Para producir la energ\u00eda de fusi\u00f3n solo tenemos que imitar lo que hace el Sol. Tenemos que hacer chocar \u00e1tomos ligeros de Hidr\u00f3geno para que se fusionen entre s\u00ed a una temperatura de 15 millones de grados Celsius, lo que, en condiciones de altas presiones (como ocurre en el n\u00facleo del Sol) produce enormes energ\u00edas seg\u00fan la formula E=mc<sup>2<\/sup> que nos leg\u00f3 <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> demostrando la igualdad de la masa y la energ\u00eda.<\/p>\n<p style=\"text-align: justify;\">Claro que, el problema que surge en la fusi\u00f3n es que para que este tipo de reacciones se produzca se necesita un enorme aporte energ\u00e9tico que logre que los n\u00facleos venzan la fuerza de repulsi\u00f3n que existe entre ellos (ambos cargados positivamente), y puedan universe. Este aporte energ\u00e9tico se logra mediante el calor, aplicando temperaturas de millones de grados.<\/p>\n<p style=\"text-align: justify;\">El problema comentado anteriormente proviene de la dificultad de conseguir un reactor nuclear que pueda aguantar esas temperaturas sin destruirse. El estado de la materia a fusionar a esta temperatura se denomina <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>, y su estructura at\u00f3mica es un completo desorden en este punto. S\u00ed, es verdad que estamos jugando con fuerzas muy poderosas, \u00a1querer imitar lo que hacen las estrellas!<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/globedia.com\/imagenes\/noticias\/2011\/3\/9\/pruebas-cables-generan-temor-iter_1_617989.jpg\" alt=\"\" width=\"388\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/perspectives.3ds.com\/wp-content\/uploads\/segment1a.jpg\" alt=\"\" width=\"410\" height=\"393\" \/><\/p>\n<p><a href=\"http:\/\/desenchufados.net\/wp-content\/uploads\/2009\/06\/iter-tokamak.jpg\"><img decoding=\"async\" loading=\"lazy\" title=\"iter-tokamak\" src=\"http:\/\/desenchufados.net\/wp-content\/uploads\/2009\/06\/iter-tokamak.jpg\" alt=\"iter-tokamak\" width=\"450\" height=\"260\" \/><\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Fotogtaf\u00eda: El Reactor Tokamak del Proyecto Iter<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La <strong>fusi\u00f3n nuclear es el proceso mediante el cual dos n\u00facleos at\u00f3micos se unen para formar uno de mayor masa at\u00f3mica<\/strong>. Este nuevo n\u00facleo tiene una masa inferior a la suma de las masas de los dos que se han fusionado para formarlo y esta diferencia de masa es liberada en forma de energ\u00eda. Actualmente se est\u00e1 investigando en este tipo de reactores en un consorcio denominado ITER. Las dos formas que se est\u00e1n experimentando para poder confinar la materia a fusionar son el confinamiento magn\u00e9tico y confinamiento inercial.<\/p>\n<p style=\"text-align: justify;\">\n<ul style=\"text-align: justify;\">\n<li>Confinamiento magn\u00e9tico: Se logra crear y mantener la reacci\u00f3n de fusi\u00f3n gracias a grandes cargas magn\u00e9ticas.<\/li>\n<li>Confinamiento inercial: El calentamiento se obtiene mediante <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1seres<\/a> y el confinamiento del <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> con la inercia de la materia que se encuentra en el interior.<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">Todas las respuestas a nuestras necesidades est\u00e1n en la Naturaleza. Sin embargo, debemos ir con exquisito cuidado, tantear suavemente los resortes que nos puedan llevar a conseguir las respuestas deseadas, ya que, no podemos jugar a ser dioses cuando s\u00f3lo somos humanos, y, existen fuerzas que ni podemos imaginar. Tratar de buscar soluciones&#8230;S\u00ed, hacerlo de cualquier manera&#8230;No.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/7\/78\/Fusi%C3%B3n_solar.png\/424px-Fusi%C3%B3n_solar.png\" alt=\"Archivo:Fusi\u00f3n solar.png\" width=\"424\" height=\"600\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 En el proceso de la fusi\u00f3n Solar est\u00e1 la respuesta<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfTe imaginas una fuente de energ\u00eda limpia, barata y casi inagotable? \u00bfQue utilizara agua como combustible y no produjera ning\u00fan tipo de residuo? Son estos sue\u00f1os los que alimentan la esperanza de la fusi\u00f3n nuclear. Pero, \u00bfes factible? Pues parece ser que todav\u00eda no pero, estamos en el camino.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Resultado de imagen de El ojo humano tiene visi\u00f3n limitaqda\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La Mente tiene visi\u00f3n ilimitada\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El ojo humano, por muy bello que pueda ser,\u00a0 tiene sus limitaciones para ver. Sin embargo, la Mente no tienes l\u00edmites para\u00a0 imaginar y, a lo largo de la historia de la Humanidad se han dado pruebas de lo lejos que pueden llegar nuestros pensamientos. Hasta no hace mucho se cre\u00eda imposible que se pudieran lograr muchos de los avances que ahora, nos parecen cosas cotidianas, y, en el futuro no muy lejano, es posible que podamos gozar de esa energ\u00eda limpia y de contaminaci\u00f3n ausente que nos pueda abrir el camino hacia una nueva era. Nuestra &#8220;Casita Azul&#8221; necesita que la cuidemos y, un paso muy importante para ello ser\u00eda&#8230;La Fusi\u00f3n Nuclear que, al menos le evitaria algunas incomodidades que, por otra parte, redunda en nosotros mismos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Nuclear Power Image Gallery Proposed construction site of ITER\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Nuclear Power Image Gallery Proposed construction site of ITER\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\">\n<p><strong><a href=\"http:\/\/science.howstuffworks.com\/environmental\/energy\/nuclear-power-pictures.htm\">Nuclear Power Image Gallery<\/a><\/strong> Proposed construction site of ITER fusion reactor plant at Cadarache, France. See more <a href=\"http:\/\/science.howstuffworks.com\/environmental\/energy\/nuclear-power-pictures.htm\">nuclear power pictures<\/a>. Photo courtesy ITER. Los esfuerzos e inversiones por lograr la energ\u00eda de fusi\u00f3n son considerables y, si en los pr\u00f3ximos cuarenta a\u00f1os se ha conseguido&#8230; Deber\u00edamos estar muy satisfechos, dado que, la empresa, no ser\u00e1 f\u00e1cil.<\/p>\n<\/div>\n<p style=\"text-align: justify;\">De todas las maneras y a pesar de lo mucho que nuestras mentes pueden imaginar, no ser\u00e1 f\u00e1cil lograr,\u00a0 aqu\u00ed en la Tierra el mismo proceso que se produce en nuestro Sol, y, tantas dificultades se presentan para ello que, por eso, muchos hablan de la fusi\u00f3n fr\u00eda.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2019\/05\/D20190527-nature-s41586-019-1256-6-three-pathways-deuteron-deuteron-fusion-580x290.png\" alt=\"Resultado de imagen de La fusi\u00f3n fr\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La <strong>fusi\u00f3n fr\u00eda<\/strong> es el nombre gen\u00e9rico dado a cualquier <a title=\"Reacci\u00f3n nuclear\" href=\"http:\/\/es.wikipedia.org\/wiki\/Reacci%C3%B3n_nuclear\">reacci\u00f3n nuclear<\/a> de <a title=\"Fusi\u00f3n nuclear\" href=\"http:\/\/es.wikipedia.org\/wiki\/Fusi%C3%B3n_nuclear\">fusi\u00f3n<\/a> producida a temperaturas y presiones cercanas al ambiente, muy inferiores a las necesarias normalmente para la producci\u00f3n de <a title=\"Reacci\u00f3n termonuclear\" href=\"http:\/\/es.wikipedia.org\/wiki\/Reacci%C3%B3n_termonuclear\">reacciones termonucleares<\/a> (millones de <a title=\"Grados Celsius\" href=\"http:\/\/es.wikipedia.org\/wiki\/Grados_Celsius\">grados Celsius<\/a>), utilizando equipamiento de relativamente bajo costo y un reducido consumo el\u00e9ctrico para generarla.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/mikipediageek.files.wordpress.com\/2011\/04\/campos-magneticos-del-sol.jpg\" alt=\"\" width=\"393\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfPod\u00e9is imaginar que pudi\u00e9ramos producir en la Tierra 15 millones de grados de temperatura? \u00bfQu\u00e9 m\u00e1quinas podr\u00edan soportarlo? y, desde luego, aislar esas instalaciones del exterior para que el calor no saliera y se produjera una debacle de proporciones inmensas&#8230;no parece nada f\u00e1cil tampoco. Habr\u00e1 que esperar y seguir trabajando sin desmayo, nuestro futuro lo necesita.<\/p>\n<p style=\"text-align: justify;\">En relaci\u00f3n a nuevas fuentes de energ\u00edas, nuestro contertulio Rafael Flores, me ha env\u00edado un avance de su propia teor\u00eda para conseguir energ\u00eda y, s\u00f3lo me ha dado tiempo de echar una r\u00e1p\u00ecda mirada para ver, si mis limitados conocimientos pueden aportar alguna cosa a sus ideas. \u00c9l comienza su env\u00edo con el env\u00edo an\u00f3nimo de \u00e9stas frases:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cLa ciencia y la tecnolog\u00eda no avanzan desde la comodidad de lo ya inventado, el poder creativo aplicado a las \u00e1reas potenciales de innovaci\u00f3n es un atajo a la soluci\u00f3n de los problemas\u201d.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Lo cierto es que siempre fue as\u00ed, y, el amigo Rafael siendo consciente de ello, tiene sus propias ideas al respecto que, esperemos den su fruto lo antes posible. Lo le\u00eddo tiene buena pinta y, en cuanto pueda, le dar\u00e9 mi parecer.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F10%2F25%2Fsi-necesitamos-nuevas-formas-de-energias%2F&amp;title=S%C3%AD%2C+necesitamos+nuevas+formas+de+energ%C3%ADas' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F10%2F25%2Fsi-necesitamos-nuevas-formas-de-energias%2F&amp;title=S%C3%AD%2C+necesitamos+nuevas+formas+de+energ%C3%ADas' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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En f\u00edsica nuclear ,\u00a0la fusi\u00f3n nuclear es el proceso por el cual varios n\u00facleos at\u00f3micos de carga similar se [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[43],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/8326"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=8326"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/8326\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=8326"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=8326"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=8326"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}