{"id":3210,"date":"2022-02-07T05:58:04","date_gmt":"2022-02-07T04:58:04","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3210"},"modified":"2022-02-07T05:58:43","modified_gmt":"2022-02-07T04:58:43","slug":"relaciones-energeticas-del-sol-y-la-tierra","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/02\/07\/relaciones-energeticas-del-sol-y-la-tierra\/","title":{"rendered":"Relaciones energ\u00e9ticas del Sol y la Tierra"},"content":{"rendered":"<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"N\u00facleo solar - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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alt=\"El n\u00facleo Solar\" \/><img decoding=\"async\" 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\" alt=\"GENERALIDADES DEL SOL - IDEAM\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Mientras\u00a0 en el n\u00facleo del Sol quede suficiente hidr\u00f3geno para mantener las reacciones termonucleares, la estrella que nos alumbra inundar\u00e1 la Tierra con radiaci\u00f3n solar, que suministra la energ\u00eda necesaria para mantener la mayor\u00eda de los procesos f\u00edsicos y qu\u00edmicos que se producen en nuestro planeta.<\/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<img decoding=\"async\" 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\" alt=\"Diseccionando la radiaci\u00f3n solar que nos da la vida\" \/><img decoding=\"async\" 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\" alt=\"Radiaci\u00f3n solar en el planeta Tierra | Meteorolog\u00eda en Red\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esta radiaci\u00f3n calienta la atm\u00f3sfera y el oc\u00e9ano, genera vientos y lluvias y sostiene el inexorable proceso de la denudaci\u00f3n. De todas las conversiones generadas de las energ\u00edas globales que se producen en la Tierra, las geotect\u00f3nicas (la lenta modificaci\u00f3n del fondo oce\u00e1nico y de los continentes, acompa\u00f1ada de terremotos y las espectaculares liberaciones energ\u00e9ticas de los volcanes), son las \u00fanicas que no proceden de la radiaci\u00f3n solar, sino de la gravedad y de la liberaci\u00f3n gradual del calor terrestre.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"C\u00f3mo influye el sol en el proceso de la fotos\u00edntesis? - La fotos\u00edntesis\" \/><img decoding=\"async\" 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\" alt=\"plantas y la luz solar | Fotosintesis, Plantas, Ciencias naturales\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La luz solar tambi\u00e9n suministra la energ\u00eda necesaria para la fotos\u00edntesis, la m\u00e1s importante transformaci\u00f3n bioqu\u00edmica, creando nueva biomasa en bacterias, fitoplancton, plantas superiores y, sobre todo, en bosques y praderas. Esta s\u00edntesis es el fundamento de la cadena alimenticia necesaria para el metabolismo heter\u00f3trofo de animales y personas, a los cuales la nutrici\u00f3n les permite desarrollar actividades que van desde una simple carrera a trabajos m\u00e1s elaborados, como la ocupaci\u00f3n laboral y el ocio.<\/p>\n<p style=\"text-align: justify;\">As\u00ed de importante es la luz. Las sociedades humanas, desde los peque\u00f1os grupos de cazadores o pastores hasta las sociedades m\u00e1s complejas que dependen de los enormes flujos de combustibles f\u00f3siles y electricidad, han estado ineludiblemente ligadas al continuo flujo de energ\u00eda solar y a los almacenamientos energ\u00e9ticos procedentes de la misma.<\/p>\n<p style=\"text-align: justify;\">\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<img decoding=\"async\" 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\" alt=\"El Carb\u00f3n - Areaciencias\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTHgkJdLptELL8vLd0K-uI0Ewd5NqoFsqBc1BQO_1RNluCnwPv7qRnXG3qTYsfpYDWQcRA&amp;usqp=CAU\" alt=\"Carb\u00f3n | IES Manuel Garc\u00eda Barros (A Estrada, Pontevedra)\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El proceso de formaci\u00f3n de carb\u00f3n a partir de restos vegetales acumulados en zonas acu\u00e1ticas y sumergidos, de tal manera que estaban aislados de la atm\u00f3sfera, sufrieron una transformaci\u00f3n por efecto de las bacterias anaer\u00f3bicas, que aumentan la concentraci\u00f3n de carbono de los az\u00facares y desprenden gases, como metano y anh\u00eddrido carb\u00f3nico. As\u00ed se forma una masa gelatinosa de turba. Posteriormente, \u00e9sta se hunde y sobre ella se van depositando nuevas capas. Las m\u00e1s inferiores pueden sufrir transformaciones metam\u00f3rficas debido a la elevada presi\u00f3n y temperatura que soportan, convirti\u00e9ndose en grafito.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Orogenia Hercinica by manuel andrade on Prezi Next\" \/><img decoding=\"async\" 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\" alt=\"Orogenia herc\u00ednica \u00bfQu\u00e9 es? Definici\u00f3n y ejemplos | Proyecto Ambulante\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las condiciones biol\u00f3gicas, clim\u00e1ticas y estructurales m\u00e1s favorables para que tenga lugar esta serie de transformaciones se dieron durante el periodo carbon\u00edfero, que en Eurasia y Norteam\u00e9rica se encontraban situadas en posici\u00f3n tropical y cubiertas de grandes bosques pr\u00f3ximos al mar, que se inundaron debido a los movimientos verticales causados por la orogenia herc\u00ednica. Los yacimientos de carb\u00f3n de mayor antig\u00fcedad proceden del dev\u00f3nico y los m\u00e1s modernos del cuaternario inferior.<\/p>\n<p><!--more--><\/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<img decoding=\"async\" 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\" alt=\"C\u00f3mo se FORMA el PETR\u00d3LEO - Resumen del proceso\" \/><img decoding=\"async\" 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\" alt=\"Energias renovables en mexico: Formacion del petroleo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS97xoWRpiI9gyic5hQahl8dI1Huxv_DzgFyw&amp;usqp=CAU\" alt=\"Seminario en Derecho Energ\u00e9tico - ppt descargar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El proceso de formaci\u00f3n del petr\u00f3leo se origina a partir de acumulaciones de plancton marino que sufre transformaciones, semejantes a la carbonizaci\u00f3n, por bacterias anaer\u00f3bicas, y que dan lugar a una materia denominada <em>sapropel<\/em> y posteriormente a la mezcla de hidrocarburos t\u00edpica del petr\u00f3leo. Esta transformaci\u00f3n de hidrocarburos suele tener lugar al mismo tiempo que el proceso de sedimentaci\u00f3n de arenas y arcillas que se transformar\u00e1n en areniscas y margas, y quedar\u00e1n impregnadas por el petr\u00f3leo, dando lugar a las rocas madre de \u00e9ste. Cuando \u00e9stas sufren presiones orog\u00e9nicas o simplemente quedan sometidas a una mayor presi\u00f3n al hundirse los sedimentos, el petr\u00f3leo migra hasta encontrarse con rocas impermeables que impiden su avance y se acumula en el subsuelo, generando los verdaderos yacimientos petrol\u00edferos.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Hidrocarburos\" \/><img decoding=\"async\" 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\" alt=\"Yacimientos de gas condensado \u2713 Curiosidades e Informacion Sobre Biolog\u00eda,  Ciencias Naturales\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Un yacimiento,\u00a0<strong>dep\u00f3sito<\/strong>\u00a0o reservorio petrol\u00edfero, es una acumulaci\u00f3n\u00a0<strong>natural de hidrocarburos<\/strong>\u00a0en el subsuelo, contenidos en rocas porosas o fracturadas (roca almac\u00e9n). Los\u00a0<strong>hidrocarburos naturales<\/strong>, como el petr\u00f3leo crudo y el gas\u00a0<strong>natural<\/strong>, son retenidos por formaciones de rocas suprayacentes con baja permeabilidad.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Los hidrocarburos gaseosos est\u00e1n acumulados en la parte superior de estos yacimientos de petr\u00f3leo (aceites de roca: del lat\u00edn <em>petram<\/em>, \u201cpiedra\u201d y <em>oleum<\/em>, \u201caceite\u201d), que es un aceite mineral hidrocarbonato, oleaginoso, inflamable, de olor acre, densidad inferior a la del agua y cuyo color var\u00eda desde el negro al incoloro. Consta principalmente de hidrocarburos l\u00edquidos, en los que se encuentran disueltos hidrocarburos s\u00f3lidos (asfaltos y betunes) y gaseosos (metano, butano y acetileno); tambi\u00e9n contiene peque\u00f1as porciones de nitr\u00f3geno, azufre, ox\u00edgeno, colesterina, porfirinas, vanadio, n\u00edquel, cobalto y molibdeno. De todo esto, mediante procesos industriales de refinado, se obtienen los productos de todos conocidos como la gasolina, nafta, queroseno, gas\u00f3leo, etc.<\/p>\n<p style=\"text-align: justify;\">Su combusti\u00f3n es una de las fuentes m\u00e1s importantes de contaminaci\u00f3n por los elevados porcentajes de azufre y otras materias que contiene. Sin embargo, por obtener esta fuente de contaminaci\u00f3n y \u201criqueza\u201d se crean conflictos que desembocan en las guerras que azotan nuestro mundo.<\/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<img decoding=\"async\" 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\" alt=\"Ejemplos de Combustibles S\u00f3lidos, L\u00edquidos y Gaseosos\" \/><img decoding=\"async\" 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\" alt=\"Le\u00f1a Para El Combustible S\u00f3lido Del \u00e9poca En Que La Calefacci\u00f3n Se Enciende  Imagen de archivo - Imagen de tarjetas, goce: 79232719\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ahora, despu\u00e9s de esta breve explicaci\u00f3n, sabemos un poco m\u00e1s sobre esta materia prima que ha servido, y continuar\u00e1 a\u00fan alg\u00fan tiempo sirviendo de base a muchas generaciones pasadas y alguna menos futura: civilizaciones del combustible s\u00f3lido, con su profesi\u00f3n de servicios energ\u00e9ticos, transporte generalizado y exceso de informaci\u00f3n (no siempre deseable, ya que si elimin\u00e1ramos el 80% de las programaciones televisivas, el mundo ser\u00eda algo m\u00e1s culto y estar\u00eda menos embrutecido).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Diagrama de Hertzsprung-Russell: caracter\u00edsticas e importancia |  Meteorolog\u00eda en Red\" \/><img decoding=\"async\" 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\" alt=\"Diagrama de Hertzsprung-Russell: caracter\u00edsticas e importancia |  Meteorolog\u00eda en Red\" \/><\/p>\n<blockquote>\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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Diagrama de\u00a0Herzsprung-Russel<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Un observador extraterrestre no podr\u00eda encontrar nada extraordinario que le permitiera distinguir el Sol entre las millones de estrellas similares que existen en la nuestra y otras galaxias, y que a su vez representan una fracci\u00f3n de cientos de miles de millones de cuerpos radiantes que las forman. Como se ha dicho otras veces, nuestro Sol pertenece a una clase com\u00fan de estrella localizada aproximadamente en el centro de la secuencia principal<a name=\"r_pie\" href=\"#pie\"><\/a>* del esquema de clasificaci\u00f3n conocido como de Herzsprung-Russell, denominada <em>enana G2<\/em>, que posee un caracter\u00edstico color amarillo y una magnitud estelar poco importante (+4\u201983). As\u00ed que, despu\u00e9s de 4.500 millones de a\u00f1os, el Sol est\u00e1 a la mitad de su vida y va camino de transformarse de enana en gigante roja. Cuando esto ocurra, su luminosidad ser\u00e1 mil veces mayor que la actual, y su di\u00e1metro, enormemente expandido, alcanzar\u00e1 (probablemente) la Tierra. Durante alg\u00fan tiempo el planeta girar\u00e1 dentro de una \u00f3rbita en el interior de la ligera cubierta de la estrella, pero final e inevitablemente caer\u00e1 describiendo una espiral hasta ser engullida por el n\u00facleo de la gigante roja.<\/p>\n<p style=\"text-align: justify;\">\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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1ndo y c\u00f3mo morir\u00e1 el Sistema Solar?\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Engullir\u00e1 a Mercurio y Venus y quedar\u00e1 cerca de la Tierra en la que, los oc\u00e9anos se evaporar\u00e1n y, la vida como la conocemos&#8230; desaparecer\u00e1 para siempre. Faltan 5.000 millones de a\u00f1os para que eso suceda pero&#8230;. \u00a1Llegar\u00e1!<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Mucho antes de que el Sol se transforme en una gigante roja la vida en la Tierra desaparecer\u00e1. Seg\u00fan se contraiga el n\u00facleo solar, las reacciones termonucleares calentar\u00e1n su capa externa; el di\u00e1metro de la estrella se expandir\u00e1 unas diez mil veces y la radiaci\u00f3n de la sub-gigante roja evaporar\u00e1 los oc\u00e9anos y mares de la Tierra generando fort\u00edsimos vientos calientes en la convulsa atm\u00f3sfera del planeta.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, mientras haya hidr\u00f3geno en el n\u00facleo de la estrella, los inexorables cambios de su luminosidad ser\u00e1n graduales y el Sol continuar\u00e1 suministrando la energ\u00eda necesaria, tanto para la vida en la Tierra como para la mayor\u00eda de las transformaciones f\u00edsicas que ocurren en ella.<\/p>\n<p style=\"text-align: justify;\">\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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Datos que no sab\u00c3as sobre la ecuaci\u00c3\u00b3n E=mc2 de Albert Einstein\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Relatividad Especial y Relatividad General en dos ecuaciones<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Las primeras explicaciones cient\u00edficas de la radiaci\u00f3n solar, c\u00e1lculo basado en la gravitaci\u00f3n de Hermann Helmholtz, conducen a una estimaci\u00f3n de la vida de la estrella de unos treinta millones de a\u00f1os. La famosa ecuaci\u00f3n de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> relacionando la materia y la energ\u00eda abri\u00f3 el camino hacia un modelo m\u00e1s preciso que, por s\u00ed s\u00f3lo, tampoco nos ofrece una soluci\u00f3n completamente satisfactoria. Por otra parte, no parece probable que la transformaci\u00f3n total de materia solar, convirtiendo los n\u00facleos at\u00f3micos y los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en radiaci\u00f3n (seg\u00fan teorizaba Sir Arthur Eddington), pueda producirse ni siquiera a temperaturas superiores a los diez mil millones de grados Kelvin (K). La idea hoy aceptada de que la producci\u00f3n de la energ\u00eda en el n\u00facleo del Sol obedece a reacciones nucleares fue propuesta a finales de los a\u00f1os treinta por Hans Bethe, Charles Critchfield y Carl Friedrich von Weizs\u00e4cker.<\/p>\n<p style=\"text-align: justify;\">\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<img decoding=\"async\" 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\" alt=\"Fusi\u00f3n nuclear - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"21.8: Fusi\u00f3n nuclear - La fisica y quimica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La fusi\u00f3n de hidr\u00f3geno en helio, en el ciclo <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>-<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>, se inicia cuando la temperatura alcanza los trece millones de grados Kelvin. Justo por encima de los 16 millones Kelvin empieza a dominar el ciclo carbono-nitr\u00f3geno que genera C<sup>12<\/sup>. No podemos estar seguros, pero de acuerdo con los mejores modelos, el ciclo C-N genera solamente un 1\u20195% de la energ\u00eda total del Sol.<\/p>\n<p style=\"text-align: justify;\">Las reacciones en el n\u00facleo solar consumen entre 4\u20193 y 4\u20196 millones de toneladas de materia cada segundo, de manera que de 4.654.000 t de hidr\u00f3geno, 4.650.000 se transforman en helio, y las 4.000 toneladas que faltan son lanzadas al espacio en forma de radiaci\u00f3n termonuclear (luz y calor) de la que una peque\u00f1a parte nos llega a la Tierra para hacer posible la vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"1. Caracter\u00edsticas que hacen posible la vida en la Tierra | La Tierra en el  Universo: Biodiversidad\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Sol podr\u00eda emitir menos luz y calor a la Tierra en 2050\" \/><\/p>\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 Sin la luz y el calos que nos manda el Sol, la Tierra estar\u00eda muerta<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">De acuerdo a la relaci\u00f3n masa-energ\u00eda de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, liberan 3\u201989\u00d710<sup>26<\/sup> J de energ\u00eda nuclear. Este inmenso flujo de energ\u00eda es r\u00e1pidamente transformado en energ\u00eda t\u00e9rmica, que es transportado, isotr\u00f3picamente, hacia el exterior, primero por irradiaci\u00f3n aleatoria y luego m\u00e1s r\u00e1pidamente por convecci\u00f3n direccional.<\/p>\n<p style=\"text-align: justify;\">Suponiendo (como antes apuntaba) que la radiaci\u00f3n es is\u00f3tropa, la potencia de la luz visible que atraviesa cada metro cuadrado de la capa emisora de la fotosfera es aproximadamente de 64 MW. Como en el espacio no hay pr\u00e1cticamente atenuaci\u00f3n de la radiaci\u00f3n solar, cuando \u00e9sta alcanza la \u00f3rbita de la Tierra tiene una densidad de potencia igual al cociente entre la luminosidad total del Sol (3\u201989\u00d71026 W) y el \u00e1rea de una esfera de radio orbital (que, como promedio, es de unos 150 millones de kil\u00f3metros).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"La constante solar \u2013 La ciencia de Svante Arrhenius\" \/> \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ciclo solar: el &quot;flujo plasm\u00e1tico&quot; que explica uno de los misterios m\u00e1s  antiguos de nuestra estrella - BBC News Mundo\" \/><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/radiacionsolar-150409101339-conversion-gate01\/95\/radiacion-solar-16-638.jpg?cb=1428592581\" alt=\"Radiacion solar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Este flujo, tradicionalmente conocido como la constante solar, es la tasa m\u00e1xima de energ\u00eda que llega a la parte superior de la atm\u00f3sfera terrestre. A principios de los a\u00f1os setenta, la NASA utiliz\u00f3 para el dise\u00f1o de las naves espaciales un valor de la constante solar igual a 1.353 W\/m<sup>2<\/sup>. El flujo ha sido medido directamente en el espacio desde 1979, cuando el sat\u00e9lite <em>Nimbus 7<\/em> obtuvo un valor de 1.371 W\/m<sup>2<\/sup>. En el m\u00e1s reciente sat\u00e9lite de la <em>Solar<\/em><em> Maximum<\/em><em> Mission<\/em> lanzado en 1980 se obtuvo una media ponderada de 1.368\u20193 W\/m<sup>2<\/sup>.<\/p>\n<p style=\"text-align: justify;\">Las observaciones continuadas desde el espacio han revelado la existencia de una compleja regularidad de peque\u00f1as fluctuaciones de corta duraci\u00f3n que, debido a la interferencia de la atm\u00f3sfera, no hab\u00edan podido ser observadas anteriormente. Estas fluctuaciones de poca duraci\u00f3n (del orden de d\u00edas a semanas) y de hasta un 0\u20192 por ciento son debidas al paso de manchas oscuras y f\u00e1culas brillantes que arrastra el Sol en su rotaci\u00f3n; el ciclo medido es de 11 a\u00f1os, en el que la radiaci\u00f3n solar disminuye en un 0\u20191 por ciento entre el valor m\u00e1xima y el m\u00ednimo.<\/p>\n<p style=\"text-align: justify;\">La longitud de onda de la energ\u00eda electromagn\u00e9tica emitida por el Sol y que llega a la Tierra var\u00eda en m\u00e1s de diez \u00f3rdenes de magnitud. Va desde la longitud de onda m\u00e1s corta, que corresponde a los <a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a> y <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> de menos de 10<sup>-10<\/sup> m, hasta la longitud de ondas de radio que superan el metro.<\/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<img decoding=\"async\" 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alt=\"Radiaci\u00f3n solar - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Farmacia Lachana \u00bb Efectos beneficiosos y perjudiciales de la radiaci\u00f3n  solar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El aspecto del espectro de la radiaci\u00f3n solar es similar al de un cuerpo negro a 6.000\u00ba K. Ambos espectros son especialmente parecidos en el rango de la longitud de onda mayor que la del amarillo, pero para longitudes de onda menores, el espectro solar cae notablemente por debajo de la l\u00ednea de los 6.000\u00ba K. De acuerdo con la ley de desplazamiento de Wien, la emisi\u00f3n m\u00e1xima a esta temperatura es de 483 nm, cerca del final de la zona azul del espectro visible y pr\u00f3ximo al verde.<\/p>\n<p style=\"text-align: justify;\">El flujo de energ\u00eda se reparte desigualmente entre las tres grandes categor\u00edas espectrales: radiaci\u00f3n ultravioleta (UV), cuya longitud de onda va desde las m\u00e1s cortas hasta los 400 nm y contribuye con menos del 9 por ciento de la radiaci\u00f3n total; la luz visible, que va desde los 400 nm del violeta m\u00e1s lejano hasta los 700 nm del rojo m\u00e1s oscuro y representa un 39 por ciento; y la radiaci\u00f3n infrarroja (IR), que representa cerca del 52 por ciento.<\/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<img decoding=\"async\" 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\" alt=\"Clim\u00e1ntica :: Do n\u00f3made ao tecnol\u00f3xico, entre crises enerx\u00e9ticas\" \/><img decoding=\"async\" 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\" alt=\"LA RADIACI\u00d3N SOLAR Y SU PASO POR LA ATM\u00d3SFERA - IDEAM\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La radiaci\u00f3n que llega a la superficie de la Tierra es muy diferente de la radiaci\u00f3n extraterrestre, tanto cualitativa como cuantitativamente. Las razones f\u00edsicas de esta diferencia son varias: que la \u00f3rbita de la Tierra es el\u00edptica, la propia forma del planeta, la inclinaci\u00f3n del eje de rotaci\u00f3n, la composici\u00f3n de la atm\u00f3sfera y la reflectividad (albedo) de las nubes y superficies terrestres. Consecuentemente, la radiaci\u00f3n solar que llega a la superficie de la Tierra presenta una compleja pauta espacial y temporal. La media anual global es ligeramente inferior a 170 W\/m<sup>2<\/sup> en los oc\u00e9anos y de unos 180 W\/m<sup>2<\/sup> en los continentes. La diferencia m\u00e1s importante del valor esperado, seg\u00fan la latitud de la zona, se encuentra en la disminuci\u00f3n que se presenta en los tr\u00f3picos y durante los monzones subtropicales, debido a la alta nubosidad. Grandes regiones de Brasil, Nigeria y el sur de China reciben menos insolaci\u00f3n que Nueva Inglaterra o las regiones de Europa occidental. Es a\u00fan m\u00e1s sorprendente que no haya diferencia entre el flujo m\u00e1ximo que se recibe al mediod\u00eda durante el verano en Yakarta, situada en el ecuador, y el que se recibe en ciudades sub\u00e1rticas como Edmonton en Canad\u00e1 o Yakutsk en Liberia. Quiz\u00e1s el mejor ejemplo sea el de Oahu, donde la casi siempre nublada cordillera Koolau, que intercepta las nubes y las lluvias arrastran los alisios, tiene una media anual de radiaci\u00f3n de 150 W\/m<sup>2<\/sup>, mientras que en Pearl Harbor, a 15 Km de distancia en la direcci\u00f3n del viento, la media es de 250 W\/m<sup>2<\/sup>.<\/p>\n<p style=\"text-align: justify;\">La radiaci\u00f3n solar media de 170 W\/m<sup>2<\/sup> representa anualmente una energ\u00eda de 2\u20197\u00d710<sup>24<\/sup> J, que equivale a 87 PW. Esta cantidad es casi 8.000 veces mayor que el consumo mundial de combustibles s\u00f3lidos y electricidad durante los primeros a\u00f1os noventa. S\u00f3lo una peque\u00f1a fracci\u00f3n de este inmenso flujo es absorbida por los pigmentos de las plantas para realizar la fotos\u00edntesis, y una parte algo mayor, pero tambi\u00e9n peque\u00f1a, se utiliza para calentar las plantas, los cuerpos de los animales y las personas, as\u00ed como sus refugios.<\/p>\n<p style=\"text-align: justify;\">La radiaci\u00f3n tambi\u00e9n sustenta la vida porque al calentar los oc\u00e9anos, las rocas y los suelos, impulsa funciones fundamentales en la biosfera, tales como el ciclo del agua, la formaci\u00f3n de los vientos, el mantenimiento de la temperatura adecuada para que funcionen los procesos metab\u00f3licos y la descomposici\u00f3n org\u00e1nica. Adem\u00e1s, es la causante de la erosi\u00f3n que transporta los nutrientes minerales para la producci\u00f3n primaria de materia org\u00e1nica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2009\/03\/seccion_transversal_sol.jpg\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter marco\" title=\"seccion_transversal_sol\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2009\/03\/seccion_transversal_sol-1024x682.jpg\" alt=\"seccion_transversal_sol\" width=\"685\" height=\"456\" \/><\/a><\/p>\n<p style=\"text-align: center;\"><em>Secci\u00f3n transversal del Sol<\/em><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">A la larga, para mantener el equilibrio t\u00e9rmico del planeta, la radiaci\u00f3n solar absorbida debe emitirse al espacio, pero la longitud de onda est\u00e1 dr\u00e1sticamente desplazada hacia el infrarrojo. A diferencia de la radiaci\u00f3n de longitud de onda corta emitida por el Sol, que est\u00e1 determinada por la temperatura de la fotosfera (5.800\u00ba K), la radiaci\u00f3n terrestre corresponde muy aproximadamente a las emisiones electromagn\u00e9ticas de un cuerpo negro a 300\u00ba K (27\u00aa C). El m\u00e1ximo de emisi\u00f3n de esa esfera caliente est\u00e1 en la zona del IR a 966 \u03bcm. Como el 99% de la radiaci\u00f3n solar llega en longitudes de onda menores de 4 \u03bcm y el espectro terrestre apenas alcanza los 3 \u03bcm, el solapamiento de frecuencias entre estos dos grandes flujos de energ\u00edas es m\u00ednimo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: center;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2009\/03\/helio4energia.jpg\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter marco\" title=\"helio4energia\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2009\/03\/helio4energia-682x1024.jpg\" alt=\"helio4energia\" width=\"481\" height=\"722\" \/><\/a><\/p>\n<p style=\"text-align: center;\"><em>Reacci\u00f3n <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>-<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> para formar helio 4 liberando energ\u00eda.<\/em><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/p>\n<hr size=\"1\" \/>\n<p><a name=\"pie\"><\/a>* Que est\u00e1 a la mitad de su vida, 4.500 millones de a\u00f1os. <a href=\"#r_pie\">Volver<\/a><\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F07%2Frelaciones-energeticas-del-sol-y-la-tierra%2F&amp;title=Relaciones+energ%C3%A9ticas+del+Sol+y+la+Tierra' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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