{"id":16563,"date":"2020-12-05T15:30:33","date_gmt":"2020-12-05T14:30:33","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=16563"},"modified":"2020-12-05T15:36:41","modified_gmt":"2020-12-05T14:36:41","slug":"evolucion-por-la-energia-ii-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/12\/05\/evolucion-por-la-energia-ii-2\/","title":{"rendered":"Evoluci\u00f3n por la energ\u00eda II"},"content":{"rendered":"<div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2011\/09\/03\/la-sierra-de-huelva\/\" rel=\"prev\">La Sierra de Huelva<\/a><\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2011\/10\/10\/%c2%a1la-mente-un-universo-en-si-misma\/\" rel=\"next\">\u00a1La Mente! Un Universo en s\u00ed misma<\/a><\/div>\n<\/div>\n<div style=\"text-align: justify;\">\n<h3><\/h3>\n<p><img decoding=\"async\" style=\"font-size: 1em;\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTj5Xoip7KNIzhjetmsdvEis52miCEweNFu7g&amp;usqp=CAU\" alt=\"C\u00f3mo la m\u00fasica ayud\u00f3 al ser humano a entender el universo\" \/><img decoding=\"async\" style=\"font-size: 1em;\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcRFxxO7zjle2XJgbpMsH4ivGiy7FXwALHOYErugrt0sxEqKpFYO\" alt=\"Resultado de imagen de La energ\u00eda del Universo\" name=\"fa53atQG-DEn8M:\" data-src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcRFxxO7zjle2XJgbpMsH4ivGiy7FXwALHOYErugrt0sxEqKpFYO\" data-sz=\"f\" \/><\/p>\n<\/div>\n<div style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTZadFToT6_ldyii76L3pFu5YYnNjciFWHrqA&amp;usqp=CAU\" alt=\"Logran la imagen m\u00e1s completa de la energ\u00eda del universo observable\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTKUmydIP5CaHwo7ij9GsPe81fEGhNEJ7btdA&amp;usqp=CAU\" alt=\"Los Astr\u00f3nomos Descubren que la Energ\u00eda Oscura Podr\u00eda Variar con el Tiempo  :: NASA EN ESPA\u00d1OL\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>La energ\u00eda est\u00e1 en todo, eso es, el Universo<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td colspan=\"3\" valign=\"top\" width=\"569\"><strong>Potencia de fen\u00f3menos de corta duraci\u00f3n<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"288\"><strong>Flujos de energ\u00eda<\/strong><\/td>\n<td width=\"120\"><strong>Duraci\u00f3n<\/strong><\/td>\n<td width=\"161\"><strong>Potencia<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Terremoto de magnitud 8 en la E. Richter<\/td>\n<td width=\"120\">30 s<\/td>\n<td width=\"161\">1\u20196 PW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Gran erupci\u00f3n volc\u00e1nica<\/td>\n<td width=\"120\">10 h<\/td>\n<td width=\"161\">100 TW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Energ\u00eda cin\u00e9tica de una tormenta<\/td>\n<td width=\"120\">20 min<\/td>\n<td width=\"161\">100 GW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Gran bombardeo de la 2\u00aa Guerra Mundial<\/td>\n<td width=\"120\">1 h<\/td>\n<td width=\"161\">20 GW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Tornado medio en EE.UU.<\/td>\n<td width=\"120\">3 min<\/td>\n<td width=\"161\">1\u20197 GW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Los cuatro motores del Boeing 747<\/td>\n<td width=\"120\">10 h<\/td>\n<td width=\"161\">60 MW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">La mayor m\u00e1quina de vapor de Watt<\/td>\n<td width=\"120\">10 h<\/td>\n<td width=\"161\">100 KW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Carrera de 100 m<\/td>\n<td width=\"120\">10 s<\/td>\n<td width=\"161\">1\u20193 KW<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Lavadora dom\u00e9stica<\/td>\n<td width=\"120\">20 min<\/td>\n<td width=\"161\">500 W<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Audici\u00f3n de un CD<\/td>\n<td width=\"120\">60 min<\/td>\n<td width=\"161\">25 W<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">Una vela<\/td>\n<td width=\"120\">2 h<\/td>\n<td width=\"161\">5 W<\/td>\n<\/tr>\n<tr>\n<td width=\"288\">El vuelo de un colibr\u00ed<\/td>\n<td width=\"120\">3 min<\/td>\n<td width=\"161\">0\u20197 W<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.monografias.com\/trabajos102\/segundo-y-tercer-principio-termodinamica\/img3.png\" alt=\"Resultado de imagen de Segundo principio de la termodin\u00e1mica\" width=\"304\" height=\"228\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El segundo principio de la termodin\u00e1mica se refiere a la inevitable realidad de que a lo largo de la cadena de transformaci\u00f3n de la energ\u00eda se va perdiendo la capacidad de realizar un trabajo \u00fatil. Hay una magnitud asociada con esta p\u00e9rdida de utilidad de la energ\u00eda que se llama <em><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2011\/09\/13\/evolucion-por-la-energia-ii\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a><\/em>; en cada transformaci\u00f3n la energ\u00eda se conserva, pero la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2011\/09\/13\/evolucion-por-la-energia-ii\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> del sistema en su conjunto s\u00f3lo puede aumentar. No hay nada que podamos hacer contra esta disminuci\u00f3n de utilidad. Un barril de petr\u00f3leo es un almac\u00e9n de energ\u00eda muy \u00fatil y de baja <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2011\/09\/13\/evolucion-por-la-energia-ii\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> que se puede transformar en calor, electricidad, movimiento y luz. Las mol\u00e9culas calientes de aire emitidas por el tubo de escape de un motor o la luz que rodea una bombilla representan un estado de alta <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2011\/09\/13\/evolucion-por-la-energia-ii\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> en el que se producen irrecuperables p\u00e9rdidas de utilidad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Evoluci\u00f3n por la Energ\u00eda : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En un sistema cerrado, este proceso unidireccional de disipaci\u00f3n entr\u00f3pica tiene la inevitable consecuencia de una p\u00e9rdida de la complejidad y un aumento de la homogeneidad. Esto se puede ver si usted compara la multitud de mol\u00e9culas org\u00e1nicas que componen el petr\u00f3leo con la monoton\u00eda de unos pocos tipos de mol\u00e9culas sencillas que forman los gases del tubo de escape.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/image.slidesharecdn.com\/caractersticasdelosseresvivos-111024210716-phpapp01\/95\/caractersticas-de-los-seres-vivos-2-728.jpg?cb=1319490636\" alt=\"\u00a0\" data-small=\"http:\/\/image.slidesharecdn.com\/caractersticasdelosseresvivos-111024210716-phpapp01\/85\/caractersticas-de-los-seres-vivos-2-320.jpg?cb=1319490636\" data-normal=\"http:\/\/image.slidesharecdn.com\/caractersticasdelosseresvivos-111024210716-phpapp01\/95\/caractersticas-de-los-seres-vivos-2-728.jpg?cb=1319490636\" data-full=\"http:\/\/image.slidesharecdn.com\/caractersticasdelosseresvivos-111024210716-phpapp01\/95\/caractersticas-de-los-seres-vivos-2-1024.jpg?cb=1319490636\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por el contrario, todos los organismos vivos (desde las bacterias hasta las civilizaciones humanas) son sistemas abiertos, que est\u00e1n importando y exportando energ\u00eda constantemente; son capaces de mantenerse en estado de desequilibrio qu\u00edmico y termodin\u00e1mico, creciendo y evolucionando hasta una mayor heterogeneidad y complejidad. Desaf\u00edan temporalmente la tendencia entr\u00f3pica.<\/p>\n<p style=\"text-align: justify;\">No conviene utilizar unidades inadecuadas para medir esta gran variedad de procesos, porque casi siempre las cifras estar\u00edan seguidas o precedidas de muchos ceros. Tanto el julio como el vatio representan respectivamente cantidades muy peque\u00f1as de energ\u00eda y potencia. Aproximadamente 30 microgramos de carb\u00f3n o 2 segundos de metabolismo de un rat\u00f3n de campo equivalen a 1 julio. Un vatio es la potencia de una peque\u00f1a vela encendida o el vuelo r\u00e1pido de un colibr\u00ed.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-SUJxVnyvULw\/VR7vw8tZ2XI\/AAAAAAAAJmQ\/tayHmN2MYjs\/s1600\/12da955c63c948f111faedc8714857fe_large.jpeg\" alt=\"Resultado de imagen de El vuelo r\u00e1pido del colibr\u00ed\" width=\"304\" height=\"171\" \/><img decoding=\"async\" src=\"https:\/\/zonatresiterm.blob.core.windows.net\/images\/2017\/01\/23\/colibripicolargo_1.gif\" alt=\"El colibr\u00ed y sus curiosidades \u2014 Steemit\" \/><\/p>\n<p style=\"text-align: justify;\">\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td colspan=\"3\" width=\"569\"><strong>Prefijo de unidades cient\u00edficas<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"185\"><strong>Prefijo<\/strong><\/td>\n<td width=\"192\"><strong>Abreviatura<\/strong><\/td>\n<td width=\"192\"><strong>Notaci\u00f3n cient\u00edfica<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Deca-<\/td>\n<td width=\"192\">D<\/td>\n<td width=\"192\">10<sup>1<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Hecto-<\/td>\n<td width=\"192\">H<\/td>\n<td width=\"192\">10<sup>2<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Kilo-<\/td>\n<td width=\"192\">K<\/td>\n<td width=\"192\">10<sup>3<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Mega-<\/td>\n<td width=\"192\">M<\/td>\n<td width=\"192\">10<sup>6<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Giga-<\/td>\n<td width=\"192\">G<\/td>\n<td width=\"192\">10<sup>9<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Tera-<\/td>\n<td width=\"192\">T<\/td>\n<td width=\"192\">10<sup>12<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Peta-<\/td>\n<td width=\"192\">P<\/td>\n<td width=\"192\">10<sup>15<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Exa-<\/td>\n<td width=\"192\">E<\/td>\n<td width=\"192\">10<sup>18<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Deci-<\/td>\n<td width=\"192\">d<\/td>\n<td width=\"192\">10<sup>-1<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Centi-<\/td>\n<td width=\"192\">c<\/td>\n<td width=\"192\">10<sup>-2<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Mili-<\/td>\n<td width=\"192\">m<\/td>\n<td width=\"192\">10<sup>-3<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Micro-<\/td>\n<td width=\"192\">\u03bc<\/td>\n<td width=\"192\">10<sup>-6<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Nano-<\/td>\n<td width=\"192\">n<\/td>\n<td width=\"192\">10<sup>-9<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Pico-<\/td>\n<td width=\"192\">p<\/td>\n<td width=\"192\">10<sup>-12<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Femto-<\/td>\n<td width=\"192\">f<\/td>\n<td width=\"192\">10<sup>-15<\/sup><\/td>\n<\/tr>\n<tr>\n<td width=\"185\">Atto-<\/td>\n<td width=\"192\">a<\/td>\n<td width=\"192\">10<sup>-18<\/sup><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Como los m\u00faltiplos son inevitables, se introduce una serie de prefijos para abreviar los m\u00faltiplos m\u00e1s \u00fatiles: un kilogramo de buen carb\u00f3n equivale a cerca de 30 millones de julios, 30 megajulios (MJ) de energ\u00eda, y el consumo actual de combustibles f\u00f3siles en el mundo es aproximadamente diez billones de vatios, 10 teravatios (TW). Los mismos prefijos se a\u00f1aden a las unidades de energ\u00eda el\u00e9ctrica: el voltio (v) es una medida de la diferencial de potencial entre dos puntos de un conductor, y el amperio (A), que mide la intensidad de la potencia el\u00e9ctrica. La potencia de un sistema el\u00e9ctrico es el producto de la diferencia de potencial y la intensidad de la corriente, lo que significa que un vatio es igual a un voltio por un amperio.<\/p>\n<p style=\"text-align: justify;\">En la anterior tabla se relaciona una lista completa de los m\u00faltiplos y subm\u00faltiplos, algunos de los cuales se usan con mucha menos frecuencia cuando se trata de flujos de energ\u00edas cotidianos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Relaci\u00f3n energ\u00e9tica del Sol y la Tierra<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/-opLn6nZF1j0\/TrBn8gQtDfI\/AAAAAAAAAu4\/DY02JMzjacg\/s400\/soltierraenergia.jpg\" alt=\"Resultado de imagen de Relaci\u00f3n energ\u00e9tica del Sol y la Tierra\" width=\"304\" height=\"215\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSiNkAqgikFwzy6kQf_8n0wrPW6W39sfQbEYndP8fAmWbdCgNGj\" alt=\"Resultado de imagen de Relaci\u00f3n energ\u00e9tica del Sol y la Tierra\" name=\"nLVYUOxHS-liSM:\" data-src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSiNkAqgikFwzy6kQf_8n0wrPW6W39sfQbEYndP8fAmWbdCgNGj\" data-sz=\"f\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Mientras 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;\">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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn1.gstatic.com\/images?q=tbn:ANd9GcSacOWFBwQNcbyTov4hVWfKAWBNtJMZCq8FHSpK450q_BczH9Ym\" alt=\"Resultado de imagen de La luz solar y la fotos\u00edntesis\" width=\"304\" height=\"262\" \/><img decoding=\"async\" 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\" alt=\"LOS SERES VIVOS Y EL SOL: Fotos\u00edntesis\" \/><\/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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Pastor - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Escena de caza. Grupo de cazadores comentando aspectos de la cacer\u00eda.  Grabado alem\u00e1n. A\u00f1os 1850 Stock Photo - Alamy\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/image.slidesharecdn.com\/formaciondelcarbn-120324190206-phpapp01\/95\/formacion-del-carbn-3-728.jpg?cb=1334177637\" alt=\"Resultado de imagen de El proceso de formaci\u00f3n del carb\u00f3n a partir de vegetales\" width=\"304\" height=\"228\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-_FCaN_nKCVE\/VUfZruZp6aI\/AAAAAAAAADo\/LzasTsOp8jk\/s1600\/2.jpg\" alt=\"Resultado de imagen de El proceso de formaci\u00f3n del carb\u00f3n a partir de vegetales\" width=\"304\" height=\"228\" \/><\/p>\n<p style=\"text-align: justify;\">\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.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Orogenia Hercinica by manuel andrade\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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. 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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/image.slidesharecdn.com\/formacindelpetrleo-151210222059\/95\/formacin-del-petrleo-1-638.jpg?cb=1449789484\" alt=\"Resultado de imagen de El proceso de formaci\u00f3n del petr\u00f3leo\" width=\"304\" height=\"228\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/image.slidesharecdn.com\/plastico-100602042127-phpapp01\/95\/formacion-de-petroleo-y-carbono-4-728.jpg?cb=1275452552\" alt=\"Resultado de imagen de El proceso de formaci\u00f3n del petr\u00f3leo\" width=\"304\" height=\"228\" \/><\/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\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\u00a0\u00a0\u00a0\u00a0 Su formaci\u00f3n se produce durante millones de a\u00f1os<\/p>\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<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/f\/f5\/Prospeccion_petroleo.svg\/220px-Prospeccion_petroleo.svg.png\" alt=\"Petr\u00f3leo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTPnoqjlrGpzm4qMtykNGdUtd-yPrs8XhXR8Q&amp;usqp=CAU\" alt=\"El Gas Natural Es Una Mezcla de Compuestos de Hidr\u00f3geno y Carbono y  Peque\u00f1as Cantidades de Compuestos No Hidrocarburos en Fase Gaseosa o en  Soluci\u00f3n Con El Petr\u00f3leo Crudo Que Hay en\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/-QNHtwzb4evA\/UA8gGeMGfuI\/AAAAAAAAC0M\/-ZP9jqwo9_E\/s1600\/petroleo.jpg\" alt=\"Resultado de imagen de Combusti\u00f3n del petr\u00f3leo y contaminaci\u00f3n\" width=\"298\" height=\"393\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRnmrWAp7H5CJWJ51vTzD1bEkcli43bCT3k1A&amp;usqp=CAU\" alt=\"La OPEP, salvando al cartel del petr\u00f3leo - El Orden Mundial - EOM\" \/><\/p>\n<p style=\"text-align: justify;\">\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;\">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;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/-HG_UtK5N870\/Uuj9mPdhZHI\/AAAAAAAAYV0\/XaDWPnTATK8\/s400\/img_17905.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\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* del esquema de clasificaci\u00f3n conocido como de Herzsprung-Russell.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Diagrama Hertzsprung-Russell | Geofrik's Blog\" \/><img decoding=\"async\" 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\" alt=\"ASTRONOMIA: Diagrama de Hertzsprung-Russell\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">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><a href=\"http:\/\/asusta2.com.ar\/wp-content\/uploads\/2011\/06\/Betelgeuse.jpg\"><img decoding=\"async\" loading=\"lazy\" title=\"Betelgeuse\" src=\"http:\/\/asusta2.com.ar\/wp-content\/uploads\/2011\/06\/Betelgeuse.jpg\" alt=\"\" width=\"500\" height=\"281\" \/><\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tendremos dos soles, nuestro Sol y la supernova Betelgeuse: La estrella supergigante roja Betelgeuse esta prepar\u00e1ndose para convertirse en Supernova, y cuando lo haga la Tierra podr\u00e1 ver el proceso en primera fila. La explosi\u00f3n ser\u00e1 tan intensa que por un breve per\u00edodo de tiempo nuestro planeta parecer\u00e1 tener dos soles en el cielo. Betelgeuse esta localizada en la constelaci\u00f3n de Ori\u00f3n, a unos 640 a\u00f1os luz de la Tierra y es una de las estrellas m\u00e1s grandes y brillantes en nuestra zona de la galaxia. Muy interesante este abstract, cuya traducci\u00f3n ofrecemos: Es posible que tu navegador no permita visualizar esta imagen.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"IMAGEN_INSERTADA_20287\" title=\"Recreaci\u00f3n art\u00edstica de estrella supergigante roja con una estrella de neutrones en su interior. (Imagen: Jorge Munnshe en NCYT de Amazings)\" src=\"http:\/\/noticiasdelaciencia.com\/upload\/img\/periodico\/img_20287.jpg\" alt=\"[Img #20287]\" width=\"\" height=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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 subgigante 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;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcRTjVKXTH_Ix5KiJPt-N4h5I3_zuIC1Pz4OFHNqFOkP31vchaem\" alt=\"Resultado de imagen de nebulosa planetaria ojo de gato\" width=\"304\" height=\"228\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Despu\u00e9s de ser una gigante roja, el Sol pasar\u00e1 a transformarse en una estrella <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> en el centro de una bonita Nebulosa planetaria que, podr\u00eda tomar cualquier forma de las muchas que tienen esa gama de nebulosas de fant\u00e1stica belleza.<\/p>\n<p style=\"text-align: justify;\">\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=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2011\/09\/13\/evolucion-por-la-energia-ii\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/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=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2011\/09\/13\/evolucion-por-la-energia-ii\/#\">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;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/images.slideplayer.es\/12\/3408985\/slides\/slide_31.jpg\" alt=\"Resultado de imagen de El ciclo prot\u00f3n-prot\u00f3n\" width=\"304\" height=\"228\" \/><\/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=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2011\/09\/13\/evolucion-por-la-energia-ii\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>&#8211;<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2011\/09\/13\/evolucion-por-la-energia-ii\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/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;\"><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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F12%2F05%2Fevolucion-por-la-energia-ii-2%2F&amp;title=Evoluci%C3%B3n+por+la+energ%C3%ADa+II' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F12%2F05%2Fevolucion-por-la-energia-ii-2%2F&amp;title=Evoluci%C3%B3n+por+la+energ%C3%ADa+II' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/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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Un Universo en s\u00ed misma &nbsp; &nbsp; La energ\u00eda est\u00e1 en todo, eso es, el Universo &nbsp; Potencia de fen\u00f3menos de corta duraci\u00f3n Flujos de energ\u00eda Duraci\u00f3n Potencia Terremoto de magnitud 8 en la E. Richter 30 s 1\u20196 PW Gran erupci\u00f3n volc\u00e1nica 10 h 100 TW Energ\u00eda cin\u00e9tica [&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":[230],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/16563"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=16563"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/16563\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=16563"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=16563"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=16563"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}