{"id":12117,"date":"2020-03-18T09:05:20","date_gmt":"2020-03-18T08:05:20","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12117"},"modified":"2020-03-18T09:06:16","modified_gmt":"2020-03-18T08:06:16","slug":"el-universo-siempre-hemos-querido-conocerlo","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/03\/18\/el-universo-siempre-hemos-querido-conocerlo\/","title":{"rendered":"El Universo, Siempre hemos querido conocerlo"},"content":{"rendered":"<div style=\"text-align: justify;\">\u00a1El Universo! Gracias a la Astronom\u00eda, la Astrof\u00edsica y otras disciplinas y estudios relacionados, estamos conociendo cada d\u00eda lo que en realidad es nuestro Universo que, nos tiene deparadas muchas, muchas sorpresas y maravillas que ni podemos imaginar. \u00a1Son tantas las cosas que a\u00fan tenemos que aprender de \u00e9ste Universo Inmenso! \u00a1Tantas las preguntas sin respuestas! \u00a1Tantas las conjeturas que tenemos que cambiar por certezas! \u00a1Tanta la ignorancia que nos acompa\u00f1a!<\/div>\n<div>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/astrosurf.com\/pruneda\/blog\/uploaded_images\/b33_04-703100.JPG\" alt=\"\" width=\"590\" height=\"393\" \/><\/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 Las primeras estrellas aparecieron despu\u00e9s de cientos de millones de a\u00f1os<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al principio, cuando el universo era sim\u00e9trico, s\u00f3lo exist\u00eda una sola fuerza que unificaba a todas las que ahora conocemos, la gravedad, las fuerzas electromagn\u00e9ticas y las nucleares d\u00e9bil y fuerte, todas emerg\u00edan de aquel <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a> opaco de alta energ\u00eda que lo inundaba todo. M\u00e1s tarde, cuando el universo comenz\u00f3 a enfriarse, se hizo transparente y apareci\u00f3 la luz, las fuerzas se separaron en las cuatro conocidas, emergieron los primeros <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\">quarks<\/a> para unirse y formar <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\">neutrones<\/a>, los primeros n\u00facleos aparecieron para atraer a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\">electrones<\/a> que formaron aquellos primeros \u00e1tomos.Doscientos millones de a\u00f1os m\u00e1s tarde, se formaron las primeras estrellas y galaxias. Con el paso del tiempo, las estrellas sintetizaron los elementos pesados de nuestros cuerpos, fabricados en supernovas que estallaron, incluso antes de que se formase el Sol. Podemos decir, sin temor a equivocarnos, que una supernova an\u00f3nima explot\u00f3 hace miles de millones de a\u00f1os y sembr\u00f3 la nube de gas que dio lugar a nuestro sistema solar, poniendo all\u00ed los materiales complejos y necesarios para que algunos miles de millones de a\u00f1os m\u00e1s tarde, tras la evoluci\u00f3n, apareci\u00e9ramos nosotros.<\/p>\n<p style=\"text-align: justify;\">\n<div>\n<p><img decoding=\"async\" src=\"https:\/\/i2.bssl.es\/faunatura\/2009\/07\/panspermia.jpg\" alt=\"Resultado de imagen de \u00bfC\u00f3mo lleg\u00f3 la vida al Universo a partir de la materia inerte?\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0Con los conocimientos que hemos podido conquistar a lo largo del Tiempo, tratamos de construir conjeturas, modelos y teor\u00edas que nos puedan explicar el mayor secreto del Universo: \u00a1La presencia de la vida y, sobre todo, de la consciencia de Ser!<\/p>\n<\/div>\n<div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.desmotivaciones.es\/201012\/fotosdouniversogalaxianebulosa19.jpg\" alt=\"Resultado de imagen de \u00bfC\u00f3mo lleg\u00f3 la vida al Universo a partir de la materia inerte?\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0S\u00ed, hemos llegado a saber que todo est\u00e1 relacionado, nada pasa sin que tenga sus consecuencias, es la causalidad de la que nos hablan los f\u00edsicos:\u00a0 El presente es el fruto de lo que en el pasado se &#8220;sembr\u00f3&#8221;, el futuro estar\u00e1 cargado del Presente, ya que, las consecuencias de lo que suceda hoy, se reflejar\u00e1 en el ma\u00f1ana.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/criptogramas.files.wordpress.com\/2014\/03\/big-bang1.jpg\" alt=\"\" width=\"516\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Al principio, cuando el universo era sim\u00e9trico, s\u00f3lo exist\u00eda una sola fuerza que unificaba a todas las que ahora conocemos, la gravedad, las fuerzas electromagn\u00e9ticas y las nucleares d\u00e9bil y fuerte, todas emerg\u00edan de aquel <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a> opaco de alta energ\u00eda que lo inundaba todo. M\u00e1s tarde, cuando el universo comenz\u00f3 a enfriarse, se hizo transparente y apareci\u00f3 la luz, las fuerzas se separaron en las cuatro conocidas, emergieron los primeros <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\">quarks<\/a> para unirse y formar <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\">neutrones<\/a>, los primeros n\u00facleos aparecieron para atraer a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\">electrones<\/a> que formaron aquellos primeros \u00e1tomos.Doscientos millones de a\u00f1os m\u00e1s tarde, se formaron las primeras estrellas y galaxias. Con el paso del tiempo, las estrellas sintetizaron los elementos pesados de nuestros cuerpos, fabricados en supernovas que estallaron, incluso antes de que se formase el Sol. Podemos decir, sin temor a equivocarnos, que una supernova an\u00f3nima explot\u00f3 hace miles de millones de a\u00f1os y sembr\u00f3 la nube de gas que dio lugar a nuestro sistema solar, poniendo all\u00ed los materiales complejos y necesarios para que algunos miles de millones de a\u00f1os m\u00e1s tarde, tras la evoluci\u00f3n, apareci\u00e9ramos nosotros.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/roble.pntic.mec.es\/afrm0017\/image\/tp.gif\" alt=\"\" \/><\/p>\n<\/div>\n<p>\u00ab <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/19\/conociendo-el-universo-3\/\" rel=\"prev\">Conociendo el Universo<\/a><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Los \u00e1tomos en imagen GIOs\" \/><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/AromaticKlutzyAcaciarat-size_restricted.gif\" alt=\"Resultado de imagen de Los \u00e1tomos en imagen GIPs\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El Joyero estelar\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<div style=\"text-align: justify;\">\n<h3>Un viaje: desde los \u00e1tomos hasta las estrellas<\/h3>\n<\/div>\n<h3 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/i1282.photobucket.com\/albums\/a537\/arkhangellohim\/EvolucioacutenB_zpsbc09a61f.jpg\" alt=\"\" width=\"745\" height=\"385\" \/><\/h3>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Todo en el Universo tiene un principio y un final y, el mismo universo tuvo que nacer y evolucionar para que hoy podamos contemplar, mediante nuestros sofisticados telescopios, un universo en expansi\u00f3n lleno de galaxias que contienen estrellas nuevas y viejas estrellas, muchas de ellas rodeadas de mundos que, a\u00fan no hemos podido determinar de qu\u00e9 criaturas estar\u00e1n poblados muchos de ellos.<\/p>\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de http:\/\/astronomia.cuatrineros.es\/images\/evoluciongalaxias1.jpg\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de http:\/\/astronomia.cuatrineros.es\/images\/evoluciongalaxias1.jpg\" \/><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de http:\/\/astronomia.cuatrineros.es\/images\/evoluciongalaxias1.jpg\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de http:\/\/astronomia.cuatrineros.es\/images\/evoluciongalaxias1.jpg\" \/><\/div>\n<div>\n<div style=\"text-align: justify;\">Antes de que las imagenes de arriba fuese una realidad tuvieron que pasar millones de a\u00f1os. Hasta donde sabemos y el origen m\u00e1s aceptado para nuestro Universo es el de una inmensa explosi\u00f3n proveniente de una <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a> en la que la densidad y la energ\u00eda eran \u201cinfinitas\u201d y a partir de ah\u00ed, comenz\u00f3 la gran aventura.<\/div>\n<div>\n<p style=\"text-align: justify;\">\u00a1El Universo!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxATEhUSEhIWFhUVGBkXFRcYGBgVFxIYFhcXGRUYGBgaHyghGholGxUXITEhJSkrLy4uFyAzODUsNyowLisBCgoKDg0OGxAQGy0lICYtLTctMCs2LzYtLy0tLS0tLS0rLTErLS03LS0tLy0tLS0tLS8rMi0tLS0tMS0tLS8yMv\/AABEIAMQBAQMBIgACEQEDEQH\/xAAcAAEAAgMBAQEAAAAAAAAAAAAABQYDBAcCAQj\/xABCEAABAwIEAwYDBQUFCQEAAAABAAIRAyEEBRIxQVFhBhMicYGRMkKhI1KxwfAUcpLR4RUzQ1NiByQ0VJSi0tPxFv\/EABoBAQADAQEBAAAAAAAAAAAAAAABAgMEBQb\/xAAxEQACAQIDBQYHAAMBAAAAAAAAAQIDEQQhMQUSQVFhInGBkdHwExQyobHB4WLS8UL\/2gAMAwEAAhEDEQA\/AIXDUJU5g8IsGXUFZcqwQdc7D69F0ylYvTgrXZiwmWudsLczspCnlA4u9gpihQ6enALdZhTz9rLncpM2vYrL8o5H3EKNxOBIsRCu78KefvdaWJwwcCCP6dQpU2tSb3OfYvCSobEUdJ6q6Y\/C6SQq9mFBbxkY1afEhsczW3WNxZ381EVGqdw48RadnCFEV2QSOVlE1mcqNJ4WCo1bLwsL1hJGiIvFtUc5SuLCi3qhY8oiIQEREAREQBERAEREAREQBERAEREAREQBERAdvwDNlcMtpANb5SfX9BVPAq44M+Efuj8lrUOpaI26uPo0TTFVxBquDW+FzpcXNbfSDA1PaJNrrcp5xhO7NQVQ5rWMqODZc5rakGmXMALgXTYETusNfKqNc03VAT3Z1Nglt5a68dWN9l8wHZOhTbVpgnu6rabNPENpABkv3MAAD85lVMZN3NgZvg3MD+\/ptaWtcNbhTIDhLZa+C2eoWvVq036u7e1xY7S7SQdLhctJHG4t1X2p2OwcEFryCwsvUcfCWd2QL2GngLSSeJWPCZY3DtqAO1a3l5sBd0TMXJtufSBZBF5kPndIQHfr9bqq45quGcHwAfriqnjlenoby+krVSzx5rRzRsVHe\/upDEfF6rRzY\/aH0\/BbS0Xj+jgepFvWB62Ki13LnkWRo4oKJqbqWxaiKm6zLnlERCAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDt2AqWCteT4kERy\/Aqh4DEKfwWJIggronG50U5XRe8JXix9OqkqddVTB5k1wh1vw9OSkadfk5Y3tqTKBPCtK1MWwOWlQxUOEuF7e+31W3WeobKbtis56HTtLQFUsdUCvuLpyqpnOWh0xY8wtISSyLSlkVGmJePdRWNqS5x5lTeLwj6LHOImbAjgOZ5KuVHLaTT0OPiYHlYXrK8rXquWEi6NDGuUW5bmNqLSKzJCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA6XTcWmDupXCYzqoahi2uGmpvwd\/NZjTc2+45hduUtCkZuJaKGLW0zGKpUsYRxWw3MFVxOmNYsrsZ1VzweLFSm14+YX89j9ZXKHZgrZ2FzTW2pSJu06m+TrH2IH8SxrRtG4dRSZaaqj69AHdbrnLWr1RxMBcEqlibXIPHYXUq5mPZum+SPC7mNvUcVPZh2iwbLOqtJ5N8R9goev2tw\/yse7yA\/NZfGmvpJ+C+JTs1yWvRkubLfvNuPXiPVQGKq2XR\/\/ANdS\/wAqpf8AdP5qDzjDZfiZID6FT7zWy0\/vNFj6QVpHFS0nF96KOlya80c9qvkrGpPMckrUjbTUbwcwyPVu4Pp7qMXTGSkropKEo6oIiKxUIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAuLXrbw+Mc3Y+nBRjKiyB63UijRNtx7D8TPUWXoYih\/qChRUXoVFfffMrYmf2qiPlcVv9ns8FPEU4aGtcdDvJ1voYPoqv3i8vqKJS3lZslK2Z13tF2gZhm3u8\/C3n58gucZnm2IxBPeP8P3QdLR06+q94ms\/Ev1u8Rho3i8Xvw8UrcwmQvfaCPEQZENkTYHkQCJ4aV4TnbvPoKOEtnPJLXrzIDD5e59miTe0ifCCTvHAG3ErcwWW1KgPdtBLQJGxvyncx+CvGU4KpRqh7WNlwDXPMQ5rRpgXNzpv9FPYHLGEaKVJo5ADSJA3Vkpz0FXFYWh2UrvK3H30Od4HIqxaSBpAEkvBAPIC8kk9IUvQ7NkAa2zquXNcDpJ4QYB6ldPo5M1jCXkA22mGx57n9Qo3GCn\/AIZMyRcT5zMbLf5WWrZ5lXaH+KKXh+zTTJcbC0hmrYc7fgojOuwNKqHEODHfK8bEzs7krdUrUi4jU0EkXmJMiNwN+BWrmGbhhgDU68i7RaBJmf0FlODg+y8yuHqznwyZwvMMrq0axoVG6Xhwbfa5gHyuFnf2fxIcG6Bd+gO1DSTDjxvsxx24dRNk\/wBomJZWbSqx4wCCfvAOGm3k79QqNpHJdlOW9G7Ir0\/hzsSdfIsQ0PcWg93d0OBhsTq32jhvfZfanZ\/FNuaW1vjZ\/q\/1cNDp5RdRekcl6qOLiXOJcTuSZJ8yVoYkxS7LYt0DQLuLT42kNiPESCbXO0nwm3PBhcgxVQNc2lIcJB1N+4XjjaRz5hRekcl9LRyQEuezWLhhFMHXOkB7SbSb3i4BO6iAU0jkvqAIiIAiIgCIiAIiIAiIgCIiAkqeNWZuOCh19lTcE9SxOohrbkkADmSYA91s93Vkt7t0ieH3RLvUclA5aCa1JofoJqMAfAOglwh0EgGN9+Cm62YPYWCriXEmkagc1jZY6o1w7tzvEQARwbN9hAid4WPLnvAksdHPSY5cuZHuvNR7wCSxwjeQREzz4WN+i9NzE1e8a\/GaW69NPvKYcS0Oaab5sG23mI026ZX1GOPd1MzLqZs6KW7QC0gOEiYe8A3HHklxYkezGa0ZLajtJiJ4OmxB5WO8LoVLF4cfMARvFyNrQBbfZcQxVGnTANKv3hngxzCBAMyT1iP6xs4PPajBpJkdOPmFxVMP2t6J6lPGRqQVOq2uqO5jMaIMgzG41RHmNPnIlbuEza3gL28bi0c94JXGKXaNjrOMNnYQY5wHQpXC5tQ\/5gCwkFjzPmQIIBRTnHgVWzMPJNqrmdUzPN3ukXFp8XDfb2KruYZ9YNc6SZDuUWiLKBoZrhg184guhoNjUhvjYJEibuI8vwr9fO6AdM\/T63i\/8laU5yLUcFQj9bvb08yyY\/ENcddzY3Hyjb0\/kOSt+NyFlWkx9QEVCwayOMgbjabC+9lyHG9rv8pmwAE7CByFt5912ijiTiqbKjiW03NBa0EtLgRu4i46AR15DzNpVPgUN9yafDmbRlFySp8Nf0c\/7QdgataO5xDbCzagiY\/1D+XJc+zvs\/isI6MRSLQbB3xMd5OFvTdd5xGFoD\/CYfNoJ9zdRWYYWi9pY5jdJsQBAI6gbrkwG2JW3aib65E1dnus95Sz99ThCK19puyraR1UXeFxs114PKVA4SnRaXNxAqCw0lkSDNzexEea+ipVY1FeJ5lfC1aDtNePA0kUzWdlxcS0V2tvDRpgeAAQSSSdUm5j8DoZh+zz9h3kSZD4sLadMX+9vOwWpzmqiIgCIiAIiIAiIgCIiAIiIAiIgCIiAL4vqIAiIgCIstDC1HyWMLtMao4ajpb7lAYl8hbH7FWjV3T41afhM6tIdEb\/AAkFYzRqSGmm8F0wNJkxvA4wgM+BEtrAbmlt+7Voud7Na4+QK1Fs9zWpxU0vZBs6C0tPnuN\/Ve\/7RfuW0j50KP5MU5cSLGoup9hO2DhhhSqjUKR0AiNQb8sg7jcT04rm39oP+7R\/6eh\/61K9nsxLqndOawd4CGuaxlIh4BLAdAAcCRpuJ8ViuTG4Sniae5LwOrCV3SqZ6PU6nW7Q4c\/4oHnI\/EKKxvaPDNn7QHo0SqBi8Z1WHCYStWPgFuLiYaPUrzqGy6cdLntzx6p5JErnmf8AfEACGN2HE9SoWtXDhBuFM4fs9TH948uPEDwj3K325ZhQIFIHq46j5x7L2aeCnFJRj7\/J4eI23Sbe9K\/RK\/pH7lJqUxwPosS6L+xYfZrB7N9bLVxWXURd1JhnpsN7+i3jQm8svfgea9o4WTy3vJf7FERW+v2foOuGuZOxBkexCiMd2eqsksIeBys72VZUpw+pG1OtSqu0JJvlo\/va\/hch0QhFQ0CIiAIiIAiIgCIiAIiIAiIgCIiAIiIAt7J6lTvAxlU0g8gOcItEkEyR+PE77LRRAWj+0G0qrtWKc4O8f2Ya1pcYYTLNfxMbPMBw+aywMptqljzjmNLGu0yyHtaZBDvFcwYgE26715EuSWWrpqMc2rmIcLQNFplhPmABHC7RwF4LF0abYDH6zeTsI0sIgbgy57T+6tdEIC2spfFei7lVpn2e1aqSRcbi48+CLUMsGU5X3tRwdOimfFxkgxCsdSnp0hogDhy5bWHl\/NaeU1WipXE2dUNQdWVPtKZ6eFw+qk3Vmlw8MlvncRAty39oXVhYuLckr6+\/HXyPN2tXm5RhfKyfe3x8NOlnbNmLRG1z9OPALNRcQYHHjv8Aj+t14xIAgs8t97m8cCvNAGAdo3J4AmOC65NThd8efPM8a3G57rsYDuY4yP5bL48iJEbkdeknyles0pSNRMyLncWJm0xtyWv2ewNXEV20WuptBDiC\/Y6RJEgG9p2+VVpO9NSb0NlQctDIQ0tMm0dRGxG3G\/1WzSy4GHCszTHzS0gkbEQSbzcE7dVvZjkNejVIe2WnZ4MtcI3l0QYGxvZYhimU5DjMDeY2nTxtExHmOiwq4mSVqeb1srcfAtGi07TyXXmV7Pez4rS9j6QqD5ftGatrEvYGgzsSQOqqWDZTbVDcQHBgLg8AEPBDXACNwdcAq15tjTpqEQG6dM\/eJibc7+wVbz9+qtqO76dB7urn4ek558y5xPquetDcmlzR7mFqzqUrz1Tt4ZPPqZ2UMv0kGtU1Wh2g28PiGmIInj+G58V6WB0u01KmoA6fCfE4DwgyLAn9CLxSLM3Jd1PAS2KlQiCHeEiDps\/beb6drRtcmUMv8U1qsQNJ0XBkEmIvaRB87zaIRASTaeD0MmpUD4GsBtpM6otFrAe\/Qe6tHAyNNaqRAnwwZ1C\/wm2kn+EWdNopEBLso4AFpNaqRPiBZEjiLC39OsjSx9OgCO5e54jxFzdMHpbZaqIAiIgCIiAIiIAiIgCIiAIiIAiLPgKDX1abHFwa5wBLbug8uqAwIpo5LRsRXJDqZLIYf7zw6GkRqh32hA0gwy03WtmGTsZTfUbiNektAGgs16rgtk3EXtO3K6WB4wWbVqcAFpaLAOYx5ANyAXtJAkkwLXPNWrL89bUb\/emm\/lZjDPMiIPn7lV2jldAsa92KDdTRvTcA15LdTZ2dALpiNh5KJaTvsVeNScPpZSpShUjuzXc1qvfJ5HT\/ANrcRpqDW0iLm8Hi114Np5WWNgLJYTYbEie8bYtPq2DuqBhMzrUzLHkeVvpt9FL4vP6gFJxDSXUmuMt3Ie9nylvBgXQsRGStKPkeXU2dP\/zJPvy9Sz4kENjebxfid778V6yrGPovY5rQHMcHTAF+In7puqo3tQ8X7tk+Rv8A9yx1O09Y7Bo9D\/5fkrKvTUd1q5mtn108rLxP0O7FMqtY4QWvAcW2dII+aeG1uqqPaLsvh6v2lEmnJs2CWO34Xj02jZRX+zntE7EYd9Kq4OfSMAEbseS5txyIcOgAVhxONPIfrgfZc8JuDvE9GpFSymszjfavC4ii\/u6tPQwE6SLsdPEO4kjyPRadTEYeq1hqmoyoxjWFzGNqNqNYA1hIc9hY4NDWm5B0g2XV80qUnyC0EOEPBuDz9OPqqHnHZukZdROg\/dN2ny4t+oVJpyd3qXp1IxW6QbHYHUAW4jTIBqd5TaQDu7uu7MxvGu8bhaeMw5p1H03RqpvcwxtLXFpj1C+YrDPZLXNg\/Q+R4qUzWu1mKdXLdVOuHVQCY1DEMcHgOgjUx73t4w6n0WejOhZkOimc311mNqswJoU2yS9lN3duDtABL9IEAjiT8ShlKdwwiIpICIiAIiIAiIgCIiAIiIAiIgCIiALJhqxY9rwAS0zBmD5wQY9VjRATtftXiHxqbSs0ssHiWujULP3MC+4ixF51szz+vXZ3dQMiZJaCCTMndxAk3sBGwgWUWiAlz2jxEg+C0AQwQIIP5D\/6AREuMmea+IgC3s0+Gg75TSDQeGpjnB7Z5yZjk5p4rRWfC4yrTnu6jmzuGkgOjaRsfVSmQ0eMNQfUMU2OeRuGNLiPZZ6uWV2guLLN+KC15YObw0ktHUwvGJx9aoIqVXuH3XOJb\/DMLFhq7qbm1GWcwyPzB5gixHEEp2RmTHY3NTh8Ux0w1\/2b\/J0QfRwafddUr13ii92qGamti3jdvA42EmfLmuM5ph2srVabfha9wbx8IcdP0hdE7FZph676IxjyGQQRDi11SIggTEnS7laCrLLIxqq9mjJi858HdhrYJJJ0y9xIAb4jcARsI3O60MJj6FNzxi6b\/h8Igi\/0IJiAepWPPcyw9HHh+CAqU2P1NbdzXaXEHcmRaQZggg2mBk7XZhUzKsyoWNohrdOkEOceJ1H6eylZuyzZRUnbeeS5vJeb\/BXRVpVH6H1W02GfG5r3tHKWsBd9DCzZtga+CEUMfTfTMH\/d8SDDnNBk0w4OHLVHDcbLcwvZ6gbF5cbTBgAnqFsVOz+HBLREgcRN\/NbfKVZK7j90UWMwtN2+J5KXois5HXe\/GUS9xealRtN5eS4vZVPdvaSdwWPcPVRLNgrzSyQ06jajabQWObUaerS1zTY7LJV7P5fqMMqiL6e+BYJnwzo1EW5g9Vl8rVWajddLepr87hnlvryfoURFacx7NOdQdXo0SO7eGu094WOa4OIdNQmC0tAJmDrFgd6w6m4HSQdW0ReTsIWN87PU6nBpKXB8VmvM8oj7Eg2I3BsR5hfJ4+ikqfUREAREQBERAEREAREQBERAEREAXvD1A17XFocGuBLTs4Aglp6Hb1XhEBMszfD3nBMMxMPLZAc10QGwJ0wYA3Owstenj6IDgcM0zt4rsOhrZktJIBaXAT8xmd1HIrb7K7qJdma4YE\/7kyCZjWZEOBgOLZAgRaNzzXj+0sPEfsbeU946YkngN4MTvYbwotfJCb7G6iVxmZUHs0twjWGCA4PcS2XahwANyfeLQFFP2K+oobuSlY3s9\/4iqeDnamnm14DmH+FwXjLy4nux8xt+Z9vwX1uIpva1tXUCwaW1GAOOkGzXsJGoC4BDgQLXAESWRUKPeHTXJcWkNAomZJHN0T6pLmiacU2oy929T7iKWgQzbZzvvu4+nRb+XUXFuoFxItESfOPXfqrBiaeBbSpg0XPrQAZe+npMkDUA4wen1UVjKbA0tHgiNcSZdG31\/H19TD0lCV48jxMTipVrJ\/xLkkZsLVFNt2mSTBG09efH1UzQpSGwZktcecCCR52UHk7yWlpPh5HeQLR1upR1fToa07GCZ47y7bgeHNdcd5rI8utFb9uJlqCbbt4DiOO\/mtHFOHEBtjPG5tMT+rLN+3gRpJMmJ5dP69F8xGB70lxdAkExYgcQfVXkrdxnDsvtG\/QzkDBVcG50mp3TqYgkTra6oDuACGtP8XNUoYaXtDTqewlzHRJaaZkeYkbeylO5h9So0F7YLukk\/CY2F48gVH4+mWAw7QSJIBInkJG\/FeXVpU2pbqzvd+X8+57OFxNSm42eVrdHrk1095kWc9xTPCXNOk8Wg7fiON7coXmv2gxD2ua4th7dJ8I2gi3I3N\/6zpY18unpf9eULAvPR7krXyCIikqFvU8JRIH2wBIYSCLAn4hqnhfhxHmtFb9PFUA2DSk6GtBgC4jUTe5MbxN4txAyVMtoticQLgGzRsZ4aukLCzC0tBJrAOGogRvpJAG+5sZ9LrL+0YW57l1y7yAMwANViARfp6rA2rRBnQT9o4wSTFOPC03uZPP5d0IPpw9GWTV8Lg7VFzTIYCJ5y6bch6rO7B4b\/O2NzIiA792T4DaAbtPDbGzEYYf4Lph4+IkXszd24EyefDaPVPEYYFv2TiAQTPzQDNtWxJHh6bnZAaNdoDiGmWgnSeY4esLwt5lTDTem4iGiJMk+LWZDrfLz2NhNvHfUZMMIBYW7ajqJs4anQ2Lc+Iv8SEmoi3sPiaAa1r6bnaZMgwHFxG46BrR7rDi6lNwboYWm+vkdtMCbbHlugNdERAEREAREQGbAucKtMsALg9haDsXBw0g3FpjiFZW18WXNcMNSFQguLrAOZVL2QRM7te74tgTGyqrXEEEEgi4IsQRsQeBXtuIqC4e4HnqM76uf3r+d0BOY2niCHUjgaLXFgg0mta5uomDMuknuzxndZMRTxlMQcFhyC0EltObF06TDvi8Mc7iLlVypiq0yKj+HzOm0xx6n3K+sxlc71an8bv5qSTao5Pii\/uzSdq0l0cwJ+pLSAOKy4XKsTBqNpnwGPM6tLh6GZnYLTGKqzPePnadbpgmSJnabr63F1QIFR4G8B7gJmZid5v5qMgnZ3Ra8HmepwbUPdVW6YLoAaCNUunYwRf3hblKkIhw8M8vF00xNht6lURzyTJJJtckk2sL+S2MPmNVnwuP66G30XVQxTp5SV\/z\/AE4MRgI1M6b3X9vDl91ysXalTDBLXE8QeJ8+ULOKzQXahYgHb4Z4zG9yqo3tJUvqAM2NgP17LIe0DDY0oHEBxAdytp\/UrvjjqVld\/k86Wza7eefc1+7FnGHoGIMgncc+ce\/stvDgt1QNTQCSCOkcBtfmqbS7RBgAbTiDM6j7RpX2r2tr\/K1rY4xJ+pj6K0sbR3db+H\/DN7MxLfTq1+rk73VEF7w8NHzWsZ4Tw2ndV7O8za4kNIcTu4CBygTvbj0t0icRjKjzLnE\/rlssC82tiFJ9lWR6uHwKptSk7sEoiLmO4IiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA\/\/9k=\" alt=\"Resultado de imagen de http:\/\/astronomia.cuatrineros.es\/images\/evoluciongalaxias1.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Antes de alrededor de un minuto y cuarenta segundos desde el comienzo del tiempo, \u00a0no hay n\u00facleos at\u00f3micos estables.\u00a0 El nivel de energ\u00eda en el ambiente es mayor que la energ\u00eda de uni\u00f3n nuclear. Por consiguiente, todos los n\u00facleos que se forman, se destruyen de r\u00e1pidamente.<\/p>\n<p style=\"text-align: justify;\">Alrededor de un segundo desde el comienzo del tiempo, llegamos a la \u00e9poca de desacoplamiento de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>.\u00a0 Aunque en esa \u00e9poca el Universo es m\u00e1s denso que las otras (y tan caliente como la explosi\u00f3n de una bomba de hidr\u00f3geno), ya ha empezado a parecer vac\u00edo a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>.\u00a0 Puesto que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> s\u00f3lo reaccionan a la fuerza d\u00e9bil, que tiene un alcance extremadamente corto, pueden escapar de sus garras y volar indefinidamente sin experimentar ninguna otra interacci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/oldcivilizations.files.wordpress.com\/2010\/07\/galaxias.jpg\" alt=\"\" width=\"393\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Aunque parezca mentira, al d\u00eda de hoy no sabemos, a ciencia cierta, como se formaron las galaxias<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">As\u00ed, emancipados, en lo sucesivo son libres de vagar por el Universo a su manera indiferente, volando a trav\u00e9s de la mayor \u00a0 de la materia como sino existiese. (Diez trillones de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> atravesar\u00e1n sin causar da\u00f1os el cerebro y el cuerpo del lector en el tiempo que le lleve leer esta frase.\u00a0 Y en el tiempo en que usted haya le\u00eddo esta frase estar\u00e1n m\u00e1s lejos que la Luna).<\/p>\n<p style=\"text-align: justify;\">En menos de un siglo, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrino<\/a> pas\u00f3 de una part\u00edcula fantasma \u2013 propuesta en 1930 por el f\u00edsico austr\u00edaco Wolfgang Pauli (1900-1958) a explicar el balance de energ\u00eda en una forma de radioactividad,\u00a0 el llamado\u00a0<strong><em>decaimiento beta<\/em><\/strong>, en una sonda capaz de escrutar el interior de estrellas y de la propia Tierra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/k38.kn3.net\/2D635B4FE.jpg\" alt=\"\" width=\"569\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">De esa manera, oleadas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> liberados en un segundo despu\u00e9s del big bang persiste a\u00fan despu\u00e9s, formando una radiaci\u00f3n c\u00f3smica de fondo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> semejante a la radiaci\u00f3n de fondo de microondas producida por el desacoplamiento de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">Si estos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> \u201cc\u00f3smicos\u201d (como se los llama para diferenciarlos de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> liberados m\u00e1s tarde por las supernovas) pudiesen ser observador por un telescopio de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> de alguna clase, proporcionar\u00edan una visi\u00f3n directa del Universo cuando s\u00f3lo ten\u00eda un segundo.<\/p>\n<p style=\"text-align: justify;\">A medida que retrocedemos en el tiempo, el Universo se vuelve m\u00e1s denso y m\u00e1s caliente, y el nivel de\u00a0 estructura que puede existir se hace cada vez m\u00e1s rudimentario.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/joseantoniomartin.files.wordpress.com\/2011\/11\/sin-a-1.jpg\" alt=\"\" width=\"637\" height=\"343\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por supuesto, en ese tiempo, no hay mol\u00e9culas, ni \u00e1tomos, ni n\u00facleos at\u00f3micos, y, a 10-<sup>6<\/sup> (0.000001) de segundo despu\u00e9s del comienzo del tiempo, tampoco hay <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrones<\/a> ni <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">protones<\/a>.\u00a0 El Universo es un oc\u00e9ano de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">quarks<\/a> libres y otras part\u00edculas elementales.<\/p>\n<p style=\"text-align: justify;\">Si nos tomamos el de contarlos, hallaremos que por cada mil millones de antiquarks existen mil millones y un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">quark<\/a>. La asimetr\u00eda es importante.\u00a0 Los pocos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">quarks<\/a> en exceso destinados a sobrevivir a la aniquilaci\u00f3n general quark-antiquark formaran todos los \u00e1tomos de materia del Universo del \u00faltimo d\u00eda.\u00a0 Se desconoce el origen de la desigualdad; presumiblemente obedezca a la ruptura de una simetr\u00eda materia antimateria en alguna etapa anterior.<\/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\/jpeg;base64,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\" alt=\"Resultado de imagen de Expansi\u00f3n y evoluci\u00f3n del Universo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Expansi\u00f3n y evoluci\u00f3n del Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Como todo en el Universo, &#8220;\u00e9l&#8221; tambi\u00e9n tuvo un principio u tendr\u00e1 un final<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nos aproximamos a un tiempo en que las estructuras b\u00e1sicas de las leyes naturales, y no s\u00f3lo las de las part\u00edculas y campos cuya conducta dictaban, cambiaron a medida que evolucion\u00f3 el Universo.<\/p>\n<p style=\"text-align: justify;\">La primera transici\u00f3n semejante se produjo en los 10<sup>-11 <\/sup>de segundo despu\u00e9s del comienzo del tiempo, cuando las funciones de las fuerzas d\u00e9biles y electromagn\u00e9ticas se reg\u00edan por una sola fuerza, la electrod\u00e9bil.\u00a0 hay bastante energ\u00eda ambiente para permitir la creaci\u00f3n y el mantenimiento de gran de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a> w y z.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.bnl.gov\/bnlweb\/pubaf\/pr\/photos\/2011\/02\/W_Boson_Production_Illustration-HR.jpg\" alt=\"\" width=\"607\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/cms.web.cern.ch\/sites\/cms.web.cern.ch\/files\/styles\/large\/public\/field\/image\/fig_1.jpg?itok=xoiUNR_5\" alt=\"\" width=\"580\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Estas part\u00edculas \u2013las mismas cuya aparici\u00f3n en el acelerador del CERN verific\u00f3 la teor\u00eda electrod\u00e9bil\u2013 son las mediadoras intercambiables en las interacciones de fuerzas electromagn\u00e9ticas y d\u00e9biles, lo que las hace indistinguibles.\u00a0 En ese tiempo, el Universo est\u00e1 gobernando s\u00f3lo por tres fuerzas: la gravedad, la interacci\u00f3n nuclear fuerte y la electrod\u00e9bil.<\/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=\"Resultado de imagen de Interacci\u00f3n fuerte y electrod\u00e9bil\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Interacci\u00f3n fuerte y electrod\u00e9bil\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">M\u00e1s atr\u00e1s de ese tiempo nos quedamos en el misterio y envueltos en una gran nebulosa de ignorancia.\u00a0 Cada uno se despacha a su gusto para lanzar conjeturas y teorizar sobre lo que pudo haber sido.\u00a0\u00a0 Seguramente, en el futuro, ser\u00e1 la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a><\/a> (de supercuerdas) la que contestar\u00e1 esas preguntas sin respuestas ahora.<\/p>\n<p style=\"text-align: justify;\">En los 10<sup>-35<\/sup> de segundo desde el comienzo del tiempo, entramos en un \u00e1mbito en el que las c\u00f3smicas son a\u00fan menos conocidas.\u00a0 Si las grandes teor\u00edas unificadas son correctas, se produjo una ruptura de la simetr\u00eda por la que la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\"><a href=\"#\" onclick=\"referencia('fuerza electronuclear',event); return false;\">fuerza electronuclear<\/a><\/a> unificada se escindi\u00f3 en las fuerzas electrod\u00e9bil y las fuertes.\u00a0 Si es correcta la teor\u00eda de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\"><a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a><\/a>, la transici\u00f3n puede haberse producido antes, hab\u00eda involucrado a la gravitaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_JlhvjWXE_Ik\/THEMX7FF1AI\/AAAAAAAAAY0\/FFUItBLEmFY\/s1600\/DR3_6dFGS_view1.jpg\" alt=\"\" width=\"532\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el universo temprano la primera materia (hidr\u00f3geno y Helio) era llevada por la fuerza de gravedad a conformarse en grandes conglomerados de gas y polvo que al interaccionar entre s\u00ed produc\u00edan calor y formaron las primeras estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/-hHL2__6nJtY\/VoGOmgGtvfI\/AAAAAAAAAGA\/qpY0uDfwixI\/s1600\/teoriaunificada2.jpg\" alt=\"Resultado de imagen de La esperada teor\u00eda unificada\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfComo poder construir una ecuaci\u00f3n que de respuestas a todas las preguntas?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Elaborar una teor\u00eda totalmente unificada es tratar de comprender lo que ocurri\u00f3 en ese tiempo remoto que, seg\u00fan los \u00faltimos estudios est\u00e1 situado entre 15.000 y 18.000 millones de a\u00f1os, cunado la perfecta simetr\u00eda que, se pensaba, caracteriz\u00f3 el Universo, se hizo a\u00f1icos para dar lugar a los simetr\u00edas rotas que hallamos a nuestro alrededor y que, nos trajo las fuerzas y constantes Universales que, parad\u00f3jicamente, hicieron posible nuestra aparici\u00f3n para que , sea posible que, alguien como yo est\u00e9 contando lo que pas\u00f3.<\/p>\n<p style=\"text-align: justify;\">Pero hasta que no tengamos tal teor\u00eda no podemos esperar comprender lo que realmente ocurri\u00f3 en ese Universo beb\u00e9.\u00a0 Los l\u00edmites de nuestras conjeturas actuales cuando la edad del Universo s\u00f3lo es de 10<sup>-43<\/sup> de segundo, nos da la \u00fanica respuesta de encontrarnos ante una puerta cerrada.<\/p>\n<p style=\"text-align: justify;\">Del otro lado de esa puerta est\u00e1 la \u00e9poca de Plank, un tiempo en que la atracci\u00f3n gravitatoria ejercida por cada part\u00edcula era comparable en intensidad a la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.ehu.es\/biomoleculas\/isotopos\/jpg\/atom2.gif\" alt=\"\" width=\"431\" height=\"282\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a> hizo posible la existencia de los n\u00facleos que atra\u00edan <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/%C2%A1aquellos-primeros-momentos\/#\">electrones<\/a> para formar \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\">As\u00ed que, llegados a este punto podemos decir que la clave te\u00f3rica que podr\u00eda abrir esa puerta ser\u00eda una teor\u00eda unificada que incluyese la gravitaci\u00f3n, es decir, una teor\u00eda cu\u00e1ntica-gravitatoria que uniese, de una vez por todas, a Planck y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>s que, aunque eran muy amigos, no parecen que sus teor\u00edas (la Mec\u00e1nica Cu\u00e1ntica) y (la Relatividad General) se lleven de maravilla.<\/p>\n<p style=\"text-align: justify;\">Seguiremos buscando esa deseada Teor\u00eda de la Gravedad cu\u00e1ntica pero, mientras tanto, ve\u00e1mos que otras cosas existen en el Universo que puedan llamarnos la atenci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<div>\n<p><img decoding=\"async\" loading=\"lazy\" title=\"\" src=\"http:\/\/img-fotki.yandex.ru\/get\/6427\/137106206.239\/0_a67f6_74212e4a_XXXL.jpg\" alt=\"\" width=\"900\" height=\"1038\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En inmensa, colorida y hermosa Nebulosa de Orion\u00a0 se crean nuevas estrellas que, llenas de energ\u00eda emiten radiaciones ultravioletas que ionizan toda la regi\u00f3n que las circundan y hace que la Nebulosa resplandezca\u00a0 como una inconmensurable isla de luces y colores que nos desata la imaginaci\u00f3n sabiendo que nuevas estrellas y mundos surgen de todo ese conglomerado de gas y polvo que interacciona con las fuerzas de la Naturaleza presentes en todas partes.<\/p>\n<p style=\"text-align: justify;\">El universo entero es energ\u00eda. En sus formas diferentes la energ\u00eda cambia continuamente y lo mismo que brillen las estrellas del cielo, que los planetas giren, que los estables \u00e1tomos formen mol\u00e9culas y materia, que las plantas crezcan o que las civilizaciones evolucionen.<\/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=\"Resultado de imagen de La energ\u00eda en el siglo XIX\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxIQEhATEhARFRAVFhUXFxUQFRYXFRcaFxUWFxgWFhUYHSggGBolGxcWITEiJSosLy4uFx8zODUuQygtLisBCgoKDg0OGhAQGi0hICUuListLS4uLi8tLS0vKysrLS0tLS0tLS0tLS0tLS0rLS0tLS0tLy0tLS0rLS0tLS0tLf\/AABEIAMIBAwMBEQACEQEDEQH\/xAAaAAEAAwEBAQAAAAAAAAAAAAAAAQMEAgUG\/8QAORAAAgIBAwIEBAQFAgYDAAAAAQIDEQAEEiETMQUiQVEUUmGRIzJxgQYzQqHRFfAkYoKSseFTY8H\/xAAaAQEAAwEBAQAAAAAAAAAAAAAAAQIDBAUG\/8QAOBEAAgIBAwIEBAUCBQQDAAAAAAECEQMSITEEURNBYXEUIjKBBZGhscFy8CMzUtHhQmKy8RWCov\/aAAwDAQACEQMRAD8A+BeIN9D7+\/659bdHkmdkI4OWIOckDAGAMAYAwBgDAGAMAYAwBgDAGAMAYAwBgDAGAMAYAwBgDAGAMAYAwBgG5cqAygij2\/32yCSvXaJoSA1G1RrXtTqGW\/Y0RmfTdTHPDVHu1+WxfLieKWl+\/wCZn28A0aPF+ma+JC61K\/cpplV0K4uuO1+l+15OuN6b37eYp1dbCsSlGPLoJN8IMKsEUR3B9MhTi1qTVDS06oskh2qrbhZ3WnO5aqi1iqN8Zlj6hTnKKWyre1TsvLE4xT835eaKytdwR68\/+c2jOMvpafsUcWuUCOAaNHsfQ\/ochZIN6U1faw4tK2tizUQhW2h1ft5kujYBoWAbF1+2ZYeoU4a5LTzs2vJ0XnjcZaVv7FZFXfFd7zaMlJWnaKNNOmHFdwe18+o98iOSEuGn9yXGS5RdqtKY5DH3YceW+eAeB++Y4ephkwrK\/lT7+9F8mGUJuHL9CkLZoA37Dv8AbNnOKjqbVd\/IzUW3SW4VbIA7k0P3xOahFzfCViMXJqKNHiGk6MjR7wxUkMVDABgSCPMBdEd85+k6n4jGslVfG6e3fY1z4fCm43dGbOrUt9zGmdMpHBBB9jlY5ISVppolxadNEV2NGj2PocKcG2k1sHF1dFk8BTburzKrivZ1DC\/rRGZYOphmi3HybX5F8mKWNpPzVlbLXcEH68ZrGcZK4tNehRxa2aDLXBBB+uTGUZK4uw006ZB7E1wO\/wBMiWSMXTasKLe6RfqtMY5Hj7srFfLfJBrgZli6iE8Mcr2TV7l54pRm4ctFObppq0ZjJAwBgDAGAMAYBsGVBOQD2\/FdE++ORopPh+nptzhTt29KMN5u30\/XPn+h6rGsE8UZrxLnS87t0ep1OGTyRm4vTUbZt8PXU\/GJy3w+\/gH+Rs\/o6f8AT8tVzf75xdQ+i+C2\/wAzb+q73vz\/AD2OjF8R8Rv9H6V5UeKwkbSC+rGiItA\/yZQZOCB6S2SeLsKe2ehh8KHWpRqTk3\/VF1\/4nLk1vp97il+Ulf7jwXq\/D6ro31N8P5Pz1U17K5v9OavNPxLwPjMPj\/TUueL259CvSeJ4GTw+bXv58Ho+HySL02mv4kR6sjqcydMQEr1L5\/Nuq+avPO6qOKblHB\/lOWNOuNWrevtzR14HNU8n1pS96rz+5VodS3T08jEswXXkmTzWRClXff075r1eCKzZcUVSvEqW3mymDI\/DhNu3U\/4Mei1PVVPiXLouphtpCWpXWTeLP9J2LY+mdfVYPByyj0y0t45bLzaa396MMOXxIJ5naUlz7P8AQjWDXVN1Op06O7f\/ACa9Onu8vtW3n2y3Tv8ADf8AD8OtW1V9V\/8Ad5+9kZV1fzauP0+38UetrutWs6N79+k\/J+evhjeyub\/Tmrzyem8DVg+I+msnPF63z6e53ZvE05PC5uPv9PkZIrvTfEV8V+Nt635q2Dodbd\/9l1u9KvjOrJTWX4a\/C+W69\/m0\/bmjCPMPG+ver\/S\/vwVD4ro6z4jqbenx173burHfT3c1XeuO30zSfwXxGD4arvfTxVPn199ysfiPCyeLdV5978jW5r4nprOZuqu74ZgsuzprtrysSu7ddf8ALeccYtrD4jioaXWpXG9TvzSuu5u3WvSnqtXpe9Uv0K2kk6oqHUGQw7ZDG4bUgFwVclVFPQAIqytXWaqGPwG5ZI6VO4pp6Htut29u3rwUcpeJtF3pp0\/m52fueRMrJqiOpudZfzjgk7+\/HY57UdOToL00nB7fY893Hqebern7npeJI8z+IKu95BqAQvLNsVp18o7kDcOB2vPN6WWPpo9NklUYuFN+WpqL396OrMpZXlit2pfet+C7TDY0KMp+ITSsFUFVdXaZmAUsCBJ02JAIvn3znz6skJ5Iv\/Dlk3dOqS5\/pvk2x1GUYS+pQ42u7\/eiN7XpRIk+74mLY2qkDS1uG4AbA2zt34sceuFBVmeKcWvDlehVHjbzqxq\/y9ad6lWp7\/8AoyRap5k1u92KqgdFvyoRNGo2DstBiOPTO19NiwS6bRFJt033Ti277\/c51lnkjm1PhWvTfyNWm1BeZN7SPINKhit\/N1GjjsoXBAcjcQa5NetZx5cKj0z0JRj4j1bf9Kbq6rZG8Ml5VqdvQq9\/S\/MiWSQLCWhnaQTIYxrHDSGrLKo2Bth45PFgVk48eNzmo5IqOh6tEWo+l71f8CUpKMbi29W2p7\/+jzvH0YNGWaYlksLqDcqDcw2sT3HBIJrg9s9T8JlBwmopbOrj9MtuV\/Jx9cpKUW291w+VubJfiag+G39DppWz+Xu2jq9b0vduvd6V6Z56+ESy\/F\/5lvnmv+nT6V2Ol+NcPA+mlxx63\/ya5DTa3piYzfENu+FYLJ0+dteViU3Xdf8ALec2m44PEcVDQq1q4353ulddza1eTSm5at9L3r\/Y8nx8ktHuRll2efqOrSHk7TJtUU9cc81V56\/4RGoTqVx1bUml61bexw9c\/mjap1vvv6X6nl565wjAGAMAYAwBgG0ZQkYBNn3OV0Ru6ROp8WAcaI3dIan3OZI930P9v3H\/AO5ZJJ3RDbao4WdkR46FMyMT62m6qPt5jmc+nhPLHK+Umq8t6\/2LxyyjBwXm0\/yKL+vObaY1VGdu7LI4HZXYA7UA3GwAN3A7nufYc5lkzYoTjCX1S427F4wnKLa4RVm9LkzB9vTKqEU7S3JbbVWXrqmEbR8Uzo5PO60DAUfbzH+2YS6WDzLL2TVeW7s1WaSg4d3frsUHOhJJUjJu+SST7n2\/9ZChFcJByb5Z1GjMwChix7bbJP6ZTI8cINzpJd+C0FKUqjycA+oP75fTFqmtiqbTuzsQtt37TsB27q43VYF+9c5Xxcevwr+arr0LaJaddbcX6nN+t8++XcU1VbFbd2TJGVNMCDwee\/IsH9wQf3ymOUJxuFNEyjKLqXJBPrZv39csoRSpIhybdtkshFWCAwsWCLF1Y9xeVU8crpr5efT\/AGLVJff9Tv4Z7rY93trabsC9te4HpmfxGDTepVV\/Z7WT4WS6p3wcbS1miQKs8mvQWfTNLxwajsr4Xcj5pfNu6O4NM8hbYrMQNxoE0B6nKZM2HAkptRvZe5MMc8jelX3Kh\/Y5q4xbtoom6Js3dm\/f1w4RaprYJtO7IrLJJcEDAGAMAYAwBgDANoGUokHAPdbRwI4iYwkeUMxabq2wBJUAbfXgUb455z5ddX1eSDzx1edKo6aT4e9+7PYeDBCSxuvXnV\/foY3EUUUbdNZHZpQSzOFIVgAQFI5P9s7o\/EdRnyLW4JKLpVy1fPY534WLHF6dTbf5Jmp\/D4ozMxKECQIizM4UApvsmMWxogDt2Jzl+O6jMscI3vG241bp158cWzb4fFjc5OuaV3XF+Rw2lgO9tquohL7EaTaHEqLwzUxUg9v1F9sldR1ctOJtxevTbq6pvdbq0HiwK50n8t1vV3+xh1KxwrGxgRzIC5LM4VQXZQiBW4oL3N9\/pnbijn6ic4rK4qD0ri3tzL37HPN48UYvQnqV+e3ojZJ4VGxMa7kUy6MDcxJXqxMWJHYt\/vjODH1+aEVlk9TUcnlzT2+x0y6XHJuC2Vx\/VfuZtF0JZGj+G2gJKVIeTfaRsw6ltR7egHP2zq6ldVgwxzeM2242qVbtcGWHwcuR4\/Dqk65vbuZPBtKkrneQEVHc2SL2jtYBIF1ZA7A53finUZMGFeGt21H2s5ujxRyT+fhJs2PpoHCkdEOJIxt07TFWVmohuoPKR6EHnnPOh1HVYnKL1U4ydy02mlyq8jqeLDNJqrtfTdNPvZE8ULPqo0hCiISsj7nL\/htVNZogi+K44zTHPqMcMOaeRy1uKapVuvL2KzjinLJCMK0ptPz2M\/g+kR+q8hXbGgNOWCkswUbigLbRfp9BxedP4p1GXHox4ruTq1V0le17WY9HihPVKfCXnx96PS0MMXV07oYg\/UKssJlKEbCQ34g8p9CLPcHPK6jL1HgZcWRS06U05Va+Zbbcr1O3FDF4kJxq7a2uuH3PF8LEe8dXbt2mt+7Zury79vO2+9Z7vX+N4P8Ag3dq65rzq\/M83pvD1\/4nHrxflfoerF4Wr+Vl6ZOojWkcsu0ws\/kskHdVg8\/mGePLr5Y3rhLV\/ht21TvWlv7eZ3rplL5ZLT8y4flpvb3M+kaCbqj4YJtildCjyEgqhI6lkg+nIrn9c6M8ep6fw5+M5apRTTSrft2MsbxZdcfDqk2uf1L9dGimSZ06lDTIqEsFBbTq259pBIpaAsd8w6SeWcYdPCWhPXJvz2m1Ss0zxhFyyyWr6VXl9K3Zg18SGOKVE2by6lASVBTb5lLc0dw4JNEHPT6PJkWXJgnLVppp+dPyfqcmeMHCOSKq729vNHp+AAtGdyqWjcnTbj3l2ligHqOFavmCj+o55X4s1HqEotpSS8Sv9N7N+vl7HZ0VvF8y4+i+\/b+fcwCVxp0YM3U+JdgR+bd04zf1N53PHi+LlCVaPCXtVs51KfgqS+rW\/wA6Nv8AEa7EUIqqruTOENgThRcf0VQSQO3mb2zk\/Bnryt5G20qhf+i+fd+Zv160wShw381f6uxk8NkA0+stFbiL8xb\/AOTjsR2POdfXYnPrOnqTX1dvJfzwY9NNRwZbV8fuWJoozrI4tv4R6diz\/VCrHm77knM\/isv\/AMc81\/Nvv\/8Aev2J8GHxax1tt\/42Tp9LEkULP0GeRS7dd5lobmUBOmKH5TZN8+nGYZOp6nNmmoa0oulpUea5d\/saQxYoY4uWlt773+lDV6eCKOVlQSHrbELlwFUxBuQKsgmrP65bDn6nqMsFKTjUNTSrdqTXryRkx4cUJNK\/mpXe1r+DowQicaUw35xGZdz9XcSF3gXt22b2129fXJU+pfTfGeL5atNLTXbvfr3DjhWb4fR6X5339imRYoYtOxhWR36u8szgUkrKNoVhRod\/pmkH1HU5ctZHBRqkkuXG978ikliwwhcFJu7+zoo8RjSJ54glkSeVyx3KoJ4rsbsc\/TOzo5ZM8Medyr5d1WzfcxzqGOU8aXns+yMOegcowBgDANoyhIrANieIyACiu5RSuUUyKOwAcixX9s4J\/hnTyk206btq3pb9uDpj1eVKl7XW\/wCZmeQlVUnyrdf9Rs51QwQhKU0t5Vf22RjLJKUVF8L+S8a+Tc5JVt9bg6qymhQtSKse+c0vw7A4Rgk1p4abTV+pquqyKTfN82tjmTWu26yOV2UAAoUENtVRwosDtl8fQYYKKiuHq9b4t9yJdTkldvlV9jVpNYgRVLupBJoxRyrybtN5Gw\/4vODq+hyzyymoqV\/9zi\/Z19SOnB1MIwUW2q9E\/wAr4M3iWreRnKlgrFDRNtca7Ubd71ZP1OdXR\/h+PDjipq2k16fM7aoxz9VLJJtbJ177cFX+sTckFAzAhmWNA7ggg72As98n\/wCI6ba02lulbpeyHx2Xyq\/N0rfuY9PM0bBkNMOxH2\/cV6Z35sMM0HDIrTObHkljkpRdMvl8RkbaBsVVYNtjRUUsOzEKOT+ucuP8Owwt7ttVbbbrsuxtLqskq4VO9lW5UNU+6Rr80gcMaHO\/lv0zZ9LjcIQa2i019uDNZpJyl3u\/uNNqGjO5DRog2AQQe6sp4I+hy2fp8eeOma9fVPumRjyyxu4suPicloQVXYSVVEVUBPBO0CiT7nOaP4ZgUJRab1ctttuvU1fV5HJNbVwktijSzGM2Ap4IIdQykH0IYZ0Z+nhnjplffZ0\/0MseV43a\/Xc0f6i7MC5JXerkJSG1G0bSB5aXgVwOM5n+HY4waxKnpcVe63du+9vk1+Km5XPdXfb02N03iqhZdru7SKy0YY4vzCi0jobkNE19ec83F+FZHkg5xUVFp\/U5ceST4R1z62GiSi221XCX5tcnnx+IyBma1O5VVlZVZWCgBQykUaAHOerL8OwSgoU1TbTTaabdumca6rIpOV87PtsV6rVPKQWI4FKFAVVHelUcAZr0\/S4+ni1Bc7tvdv3ZTLmlldy8vyIbUuRGN1CP8lcbfNuvj1vm\/wBMR6XEnN19fPr5V7EPNN6d\/p4Lh4lKG3WNwkMg8q8OQAWqqvgfvzmL\/DcDjpadUo8vhO6NPi8l363x58FCahgrrfleiwPNkGweex5PP1Oby6bHKcZ1vHj27exmsslFxvZ8kRzMquoPlfbuFd9psf3y08EJzjka3jdffZkRySjFxXD5+xpXxSUKFtbC7A+xeoFqtokrcBXH6ZyP8L6dz1tPm6t6b71wbrrMqjpv0ut69znT+IOihQEZQSVEiI+0nuV3A1l8\/wCH4c03N2m+abV+9clcfUzhHSqa8rV17Fc2qdwQzFrcub7liKu\/0zXH0mLHJSgqpaftyUlmnNVJ3vf3Lx4rLQFruA2iTYvVC1VCSt3bj3zmf4V07lqp1d1b037cGvxmWqv0ut69zLJKWVEJ8qAhR7BmLH+5OdkMEISlJcy5\/KjCWSUkovhcFs2udxIGKnqMGY7VuxdUasDk8DMsfRYscoON\/KqW74ZpPqJyUk\/N2zNnUYDAGAMA2DKFicA9DwLQrPMEfqbdkrkRVvPTieQKtgiyVrt65jnyOELVeXPG7otCOp0an8Mibq7U1ceyCSX\/AIgINxV41AFKPLTm\/wBsoss1VuLtpbfcnSt+ePM83RaGSYkIB5RuZmZURVsDc7sQqiyByfXNp5IwW5VJvgvfwacPHGEDNICUMTo6OBe4iRSVoUbs8VzWVWeGlyuq5v8A2J0u6LT\/AA\/qKUqqOrOkYaKWJ0LuaVNysQDfvlficfD28901shoZoH8NydF3JQSJKEe5YhGilCfxHJpX3CtpN\/TM\/io668mrWzt7+XoW8N1Z503gsxlWLp3MwDLtKsrqQSHDg7SlAnfdCjfY1us8NOq9v72KODuizxLwNw8CwxWshSJHWWOUSSmt1ujFEJLClvgUeeTlcWdOMnJ8b1VUv59yZQ4ox6vweaJC7qu0MFcLIjtGxullRWJjJo\/mA7Ed80hnhN0v259iHBpWzBmxQYAwBgDAGAetB4EzRxStqNLGsgZlWaRlchXeMmgp\/qRvXOeXUJScVFuuy+\/c0WPa7Ri1miaLp7tv4kaSDaSfK4sXx34zWE1K68nRSSoz19u3\/rL7ECsAjAGASRgCsAv1mjaIoGq3jjkFc+WRQ639aIvKQmp3Xk2vyJlGjPlyCa7\/AE7\/AE\/XFoF66RjE03GxZEjPJ3bnV3FCu1I3r7ZXWtWnzqya2sz5YgYAwBgG0ZQkVgHt+EeLKJlaTpwqI506kEIVgZIHjVj0wGamI\/TnOXNheio291s32fqaRmr32O21iJ1r1kmo36eSNS6yjaxeIgfiehCnke2NEnXyKNNPy9ewtK9729TH4ZPH054ZXMayGJhIFLBWi30rqOShEh7WQVU0cvljLVGcVdXt7kRappl2jl08DsoleRJYZIpJEjK7OoKDRqxDPVC722CQMrOOScbqmmmlfNdwnGL9zb4Rq9Lpdo+IaRjqdJKxSJ1QJC7lq3Uxam9v0vmsssMuV3praS582i0XGPn5r9DHpJoH00kMszRyHUCVW2M6cRsp37ef6u4BP05saSjkjlU4q1Vc+pCcXFpvzL08ThTpwhnaAaeaBpglNczmQusZN7FNDaSCRv7XWVeGcrm+bTr22q+5OpLbyqr9zvwzW6fSmBRMZV+K088jrG6qiwlqCq1MzneSeKoAc3jJjyZbdV8rS35sKUY+d7nh6WYRwatGJLSiHaaJsrKHbcfQ1f650Sg3ODXlf7FFKk78zzc6DMYAwBgDANGiMIJ6yzEcV0WRT9b3K15San\/019yycfM+qggnfSaHo6KCdRFMC8qhmU\/F6g7b3rXBB7eucDljjmmpzcXa49kdG7iqVnhfxGb+Eo3\/AMJpxx77TnV06+v+pmWTy9kfX+EyaltdpmhlX\/TOrEI16idDp2tIYif518cjdv5+uefkWJYZKS+enfN379v0o3WrWmuDwfDjqjpdL8Czig\/XEDhH6nUba03ItOl06LeXhvrnTPwlll43pV8VXl62ZrVS0HtymV9Rq0RtkbDTl9TpHRY4yujUfiJfn0xs8cVXFnjOZaVjg3u9\/ld7\/N5dpGjtt\/v9v2Plv4TnMckrigy6XUldwBG7ott4PBN539VHVFJ\/6o\/uYYnTfsz1fCdb1U0smolDypqNQkb6ptwBbShoRIW7xifYeeBZ9Lznyw0ylGCpNJuv6t69aNIStJs6nOtGk141juSVh2DUOGlv4iLcY7JYR1V15SdtdsheC80PC9brjh8+pD1qD1Hc+ok1EhjMrPJJ4bCsYke7kI00jKCxoOwjb9SPfEYrHHVVJTd+26Jb1OvQ70BfSQhGqPUpptc+0kb06j6cRkj+l\/IzAdxwcidZZ2t4uUV70nZaPyxrzpmTTS6x9PAdHJIWuU6kxSVIZTK5V5ySCyGLp0W8vD\/XLyWGOSSyrtXaq8vWyicnFafuWfxc4KarzRk9fQfyq2GtBICUA4232r6ZHSLePtLn+onK9n9v2Pkc9E5hgDAGAbBlCwwBgDAGAMAYAwBgDAJGKBVJB6r9v8ZZPuRRRliBgDAGAMAgqPYYArAPWH8QTd9sHW27ev0k69bdv8z5tvG6t31zn+Gh612vb8jTxZUeTtHtnQZjaPbAJrAFYBAUe2AKwAF+mACv0wBWATgDAGAMA1jKEk4BOAMAYAwBgDAGAMAYAwDmSMN+vv8A5yU6BmZCODl1uQRgDBAwBgDAGAMAYAwBgDAGAMAYAwBgDAGAMA1jKEk4JGAMAYAwBgDAGAMAYAwCcAEA8H\/f6YBnkir6j3\/zl07IorySBgDAGAMAYAwBgDAGAMAYAwBgDAGAMAYBrGUJJwBgDAJwSMAYAwBgDAGAMAYAwADkUCqSD1X7f4yyfcrRRlyBgDAGAMAYAwBgDAGAMAYAwBgDAGAMA1jKkjIJJwBgDAGATgDAGAMAYAwBgDAGAMA5kjDfQ+\/+cJ0DOyEd80W5U5wBgDAGAMAYAwBgDAGAMAYAwBgDANQypJNYArIBOAKwBWATgCsAYArAFYArAFYArAFYArAFYAIvg9v99sAzyRV9R7\/5y6dkNHGSQMAYAwBgDAFYAwBgDAGAMAYAwDSMqSTgHufw\/wCGuJ1E0G0GLUMvxUZEZKQSMpO8UQCFOcfU5U8b0S81w9+Ua44\/Nuu\/JoeIN19w0LbdNKy\/BqlBhJCLah+aiaP1OUTrTWr6l9XsyebuuPI8zwzw9JEnkklMaRdO9qb2beWAVRYF8eprv7ZvlyShKMYq27\/QrGKabb4NWn8B67Q\/DyM8UhkBLxkPGYlDuGjUtuOwgrtJ3XXBzKXVeGn4ipqvPZ3st\/fm+CVj1NaeCfEvAOlEZq1SRKyq\/wARp+k4DXTxjeVfsRVggke94xdVrlo2b5VO19+wljpXvRq8b8L04l1riR0ihkjTYkS2WkWQ7UG+go6d2fc8cC8unzZXCEattN3fZ+xecI3J+SK4NAqj4Qz7dTN0r\/CBjDMAyQNNu3Cyy2VWgau6y0skpf4yjcVfnv6uv+SqVfJe7\/uiYvAzMun2oy7dOzy9KMvISNVNGAEX87nyryQAFsmhkPqVBy35dK3S+lP7Inw7r23\/ADK9R\/DThoa6iRyGQE6qIxPH0k6jlls7l2WwKk3RHBGXj1aqV02q4dp3sv1IeJ2vXuZJ9DE0byQSyOIyu9ZYxG21jtDrtdgV3EAg0RuGaRyTU1HIqvinf2KuKq4nm50FBgDAGAMA16vSBI9M4JJlR2IPYbZ5YqH7ID+5zOE3KUo9ml+if8lmqSZo03gOok2bUXdIAUjMkYkdT2YRFtxU97rkc9szl1WON2+OXTpfclY5M8w6FmfYikyFtuwcktdUvvznR4iUdTe3NlNLbpHes8HliXewjZQwVjFLHIEY3Sv02Owmj370crDqITdK17pq\/a+SXCSVlms8A1EIk3ooMf8AMQSRmRBuC7mjViwWyOarke4yIdVim0ovnh06fpfcPHJckf6FPt3bFvZ1On1I+tsrdv6O7ft289u3PbnHxWLVV+l06vtfA8OVEHwSeoT0wTNt6ShkMjhgSGWMHdt4PNUMn4nHclf089l9x4ctvU7l8BmVWchGiUqHeGWKUKWYKFOxzTWwoHvz7GqrqsbendN8Wmv7RPhyLNR4O7yT9ONYoo5DF\/xE0agOvBTqOwV34JIXgX7VkR6iMYx1PU2r2T49l5e4cG262XqYfEPD5NO+yVCj0GokHhux4ObYssMkdUHaKSi4umZqzQgVgCsAVgCsAVgGkDKkk1gG7wzX9GQOy9QbZEKsxFiSNoz5h24b+2YZsOuGlOuHddnZeMqdvctPiEa9Tpafph4mja5Wf8zI24WOK2dvrlVhm61yumnxXcakuFW1clnhGsjjh1ayIr9ToAIxKk7Wckqw\/KRYN\/2PbIz4pzyQcXVXv9iYNJSv0IHjG0xiKFEhTqfhsS4k6q7JOq3BbcgC8VQHHvj4a09crbrfiq4oeJXCpGXVzQsmyLTLHZssWMjnggKGIG1eTwBZ4smsvDHNSucr\/RFW1VJUX+IeKmb4i0A60scpongosihR7g9Q\/bK4unWPTvwmvzaf8FpTu\/UvTxpdyStp1bVIFqUu20sgASRouzOABzYBIBIPN0fTOnBTqL8q78q+xPib3W5XH4saRHjV4+kYnVifODM0wbcOVcOwIPPb1sjLPplbcXTu16bV90PEfD9jhPEFjeJoNPHGE3cNbmTeNriV+NylSVoAUCa5N5PgOUWpybv7VXFEakmmlQ1GvTpvHDAIlcqXJkaRmCm1QFgNqg813JAs8YhhlqUpy1VxtVByVUlR59Z0FBWAKwBWAX6TUmMkhImuv5saSAfoGBrKTx6vNr2dEp0b9R0ZdPpwZ9ksUcqmPpObJnmkWnHlFhx+mYRWSGWVRtNre12S45LPS4pXvv5epsTVaZ9TDqnmdCGhZ4ljYsGi2DyOPLs8gIs2BxRrnF480cUsUY3zTvvfPqXuLkpNnn+G68Q6pZ6JUO54Ava4ZSQG4sBrAPFgZvkwueDw\/Ol+lFIzqeo0a\/VJ0pEXUI5kKAiHSRQAqrB\/xWEYYm1WlU13snscseKWtScaq+ZN+m2\/7lnJVV39qM+p8QQ6nxGQlts66oIaNnqvaX7Cq\/Ss2jhl4WKK5i439uSNa1yfez0NR48jStqROiOQWES6OAzK5Wto1DREbL\/rJ3bfS85o9JJR8PTfrqdV3q+fTuXeVN6r+1fyY9FqxJqNIEV3rSjTlUpXtoJI36e4gFhvJAvk8euazxOGKerb5tXpymr\/AJKqdyVdqNCaBNLptWd8x3nTqDJC8K2s6uVAc27hVYmuFA7ndlHklmywVLbVw0\/KvLhFlFQi\/sUeJayDVGQNMYtuo1MiM0bsrpPIG5C8q4r1FEECxXOmLFlw01G7UU91s0v2KylGfLoweP6iOR4ukzsiQQx3INrExrtNizX3ObdLjnCL1qm23t6lMkk2q7HmVnSZisAVgCsAVgCsA0gZUkmsAVgE1kEk4ArAFYBNYArIoCsAYBNYArAFYArAFYBq0OgaYS7bLRorBVUsX3SxxbRXr+Jfr2zLJlWNxvzde2zf8FlFu6Ov9OdXdJVljYRs9GMkmlLCxYpTX5uwyPGi4qUGnvXP97+g0tbM70Hg003TIil6Tuq9URsUFsFLX2IF++Rl6nHjtNq0rqyYwk\/Ipm8PkUO\/TfpKSOptIT8xS93b8wI\/bLRzQlSvd+X2shxa9hqvDZolVpIZUVuxdGUHi6sjvWTDNjm6jJNhxkuUG8Mm6fUMEvR779jbfaw1VX17ZCzY9ehSV9hpdXWxEvgr74ETdIZY0k8iMSoa7tVsmgLvJXUx0ylLam1zzRDxu0l5lHiWhMczRCOYcgKsyFZGB7HZXr6AX39cvhyqeNTbXrXBEo1KizW+H6sNGJotRvbyoJVck\/8AKm7\/AMDK48uCm4Nbc1RLjO6dlniHgGoilnjEMrdJnBYRsAVUt5\/opCk98jH1eKcIytK\/K\/0Esck2qKn8KkaWSKFJpSvtEytVDlo+SnJrk5ZZ4qCnkajfrf6+ZGh3S3KBoJTJ0hDJ1rrp7G33V\/kq+3P6ZfxYadepV3vYjS7qhq9BLF\/NikTmvxFZeaBrkexB\/fEMsJ\/S0w4tcoz1mhArAFYArANIGVJFYArAJrIBNYArBJNYArBArBIrIBNYArAFYBNYArAFYB6HhWp6aayn2s8AReaLXPDuUf8AQH\/YHOfNj1yhtaTv9H\/JeLpP2\/k26TVIIIlLqGEGvSieR1E\/DX92LV+pzGeOXiNpbaoP8uSya0r2kaonV9VptSuqijiUwcM5EkSoEVohH3I4bkeUhrJHOZOLjhlicG3v5bO\/O\/7ZbZzUrpbFLeJRrJ4exbdHC0jMo527tVK116nbsavWhlo4JuGRJU2kv\/yv+UHJXH0v9yjp9GPVl9TFL1o9gEchcyOXVhK47ptonzU1mvU5p\/mSgowcad7qqXb1srVJ27v+7PT1XiCGaTUp8EEKtt3NO020ptEJgEoB48nYJXOcsMEtCxvVd+lc83X37+Ro5q9Sr+fyKNPrY9nTuAu+l06fjs6x\/hs5eJnRlKk2p5O07KPpmk8M71b0pSe3O6VOmVUlVeiK\/ikV4U36dCsOoRX0\/VdYWmBCnqs7lgOfyfl6jVZyfDk4ylTdtOnXzJelL9eaGpbLbh\/Y8DV6MxR7fiIWDOD0oZOoOAR1G2+UEXQs7vMeM74TWSVqDW3LVfbv\/Bi1Xn+R6Pj+tR49eqSA9TXtIAp\/Om2am+q2y\/cZz9NhkpY3JcQr2dr9S85KpJPlmnxmaPU\/ERxzxKTqDL+I4RJlMUarTny2jK\/Br+YaymCMsWmUot\/LWytp23x6\/wAFptStJ+f57GTTMANTAdUhkkiiRJS7dIBGDNB1COFI9fy2oF0bzSab0ZFB0m21Svfh1\/bKJ8q\/v\/Bz4lSaSCH4iOR0mlbbG29Y1ZIqAbsQSGPl4sn1vLYU5Z5T0tJpLdVbtkypQSu9zxKztMRWASqXkN0SdbV9z+wyNwWgYBNYArBIrAJrAFZBArBJNYBNYArIArAFYBNYArAFYArAFYArAFYArAFYArAFYArAIeMN+vv\/AJwnQ5M7IR3zROyCKwQKwBWSBWAdBPU8D+5\/TK32JoMfTsPb\/PvkpA5rBBeBkEk4oE1kAVgkVgCsEE1gkVgE1gCsAVkAmsAVgCsgCsEk1gCsAVgCsAVgCsAVgCsAVgCsAgi+D2wCmSKvqP8AffNE7K0cVkkALeCTugPqf7D\/ADkcg4POTQFYIFYBdWCSayAKwCawBWCRWQCawBWAKwCayATWAKwBWAKyATWAKyQKwSKyAKwBWAKwBWAKwBWAKwBWAAMA5OnvkcD\/AH29\/wBMnXWzIoqJ9BwP7n9f8Zeu5BzWSQKwBWAKwC4DIJFYArAJyATWCRWAKwBWATWAKwCcgE1gCsAVigKyAKwSKwCawBWAKwBWAKwBWAKwBWAKwDrbXfv7f5yvPAIbnJSoHLxg\/r7\/AOclOgUMld80TsqRWSBWAKwC2sAVkUSTWAKyAKwCcAVggmsEisAVgE1gCsgE1gCsAVgE1kAVgkVgCsAYBNYArAFYArAJVbyG6BN12+\/+PbIq+Qc1lgKwBWACt9+2AUvFX6f775dSsijissQKwCysAVgkmsgE1gCsAVkAVgE1gCsAmsAVkAYBNYArAJrAFZAFYArBJNYArAFZAFYArAOgnv8A+8i+wIJ+3thIEVkgVgCsAVgCsAYBw8Xt9v8AGWUu4oprLlT6D4dPkX\/tGed4ku7N9KHw6fIv2GPEl3Y0ofDp8i\/YY8SXdikPh0+RfsMjxJd2TpRPw6fIv2GNcu7IpD4dPkX7DHiS7smkPh0+RfsMeJLuxSHw6fIv2GPEl3ZFIdBPkX7DHiS7sUgIE+RfsMeJLuxSJ+HT5F+wxrl3ZNIdBPkX7DHiS7sUh0E+RfsMa5d2NK7DoJ8i\/YY1y7saUOgnyL9hjXLuyKQ6C\/Iv2GNcu7JpEiBfkX7DGuXdikOgnyL9hjXLuKQ6CfIv2GRrl3FInoJ8i\/YZOuXcUh0E+RfsMa5dxSHQT5F+wyNcu4pErAljyL9hhzlXIpEdFflX7DGuXcUh0E+RfsMnXLuKQ6CfIv2GNcu4pDoJ8i\/YY1y7ikOgnyL9hjXLuKQ6CfIv2GNcu4pDoJ8i\/YY1y7ikOgnyL9hjXLuKQ6CfIv2GNcu4pHXwyH+hP+0ZXxJd2KR\/\/9k=\" alt=\"Resultado de imagen de La energ\u00eda en el siglo XIX\" \/><\/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=\"Resultado de imagen de La energ\u00eda en el siglo XIX\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La energ\u00eda en el siglo XIX\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La ciencia del siglo XIX reconoci\u00f3 la universalidad de la energ\u00eda y supo ver que la Humanidad sin energ\u00eda que hiciera el m\u00e1s duro, no evolucionar\u00edan en el bienestar social y el saber. De todas maneras, a\u00fan hoy d\u00eda, a comienzos del siglo XXI, no tenemos un conocimiento unificado de todos los \u00e1mbitos y disciplinas, que relacionados de una u otra manera con la energ\u00eda, nos presente una visi\u00f3n global y completa de este problema. Los estudios energ\u00e9ticos modernos se presentan fragmentados, divididos en disciplinas, y los cient\u00edficos que trabajan en cada una de ellas est\u00e1n muy ocupados para leer el resultado obtenido en los otros estudios.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/e-ducativa.catedu.es\/44700165\/aula\/archivos\/repositorio\/\/500\/519\/html\/Unidad_03\/imagenes\/49.jpg\" alt=\"\" width=\"592\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los ge\u00f3logos, por ejemplo, al tratar de entender las grandes fuerzas que transforman la superficie del planeta por el movimiento de las placas tect\u00f3nicas, rara vez est\u00e1n al d\u00eda de los descubrimientos en las otras ramas de la energ\u00e9tica moderna, donde se estudia el esfuerzo de un corredor de \u00e9lite hasta el vuelo de un colibr\u00ed.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTzXKyhZO5cJM2F4rznElin1EQhDwyLQtY_v3RLKwBHzkRK8AmE\" alt=\"Resultado de imagen de Un corredor de \u00e9lite\" \/><img decoding=\"async\" src=\"https:\/\/phoneky.co.uk\/thumbs\/screensavers\/down\/new\/animals\/1269637_cw3YtT7n.gif\" alt=\"Resultado de imagen de El vuelo del colibr\u00ed en imagen GIPs\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Los ingenieros se preocupan por las plantas generadoras de electricidad y piensan poco en las constantes fundamentales de la energ\u00eda o en los cambios que determinaron la evoluci\u00f3n de las sociedades de la llegada de la civilizaci\u00f3n de los combustibles f\u00f3siles.<\/p>\n<p style=\"text-align: justify;\">Energ\u00eda es todo, desde el Sol hasta un embarazo; desde el pan que comemos hasta un . Sin embargo, es dif\u00edcil que un t\u00e9cnico pueda pensar en ello cuando est\u00e1 centrado en resolver el problema del momento.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Un ambarazo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRvpipvw2XDTfeH6HtNxu9dPHMt8ZG7w9BHmf6-1JMujZL9vQ0W\" alt=\"Resultado de imagen de Un ambarazo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Aqu\u00ed tambi\u00e9n est\u00e1 presente la energ\u00eda<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La progresi\u00f3n l\u00f3gica se realiza siguiendo una secuencia progresiva los flujos de energ\u00eda planetarios a la vida de las plantas y los animales, siguiendo con la energ\u00eda humana, la energ\u00eda en el desarrollo de las sociedades preindustriales y modernas, y concluyendo con el transporte y los flujos de informaci\u00f3n, que son las dos caracter\u00edsticas m\u00e1s importantes de la civilizaci\u00f3n de los combustibles f\u00f3siles.<\/p>\n<p style=\"text-align: justify;\">Los que han le\u00eddo algunos de mis trabajos saben que aqu\u00ed podr\u00e1n encontrarse con y materias diversas, y aunque el tema central, como he rese\u00f1ado por t\u00edtulo, es la evoluci\u00f3n por la energ\u00eda, tambi\u00e9n podr\u00e1n leer sobre la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-todo-energia\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>, las fuerzas de la naturaleza, el \u00e1tomo, o incluso, del Sol, los vientos, radiaci\u00f3n solar o cualquier dato que, en realidad, pueda estar conectado con el concepto de energ\u00eda.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/desenchufados.net\/wp-content\/uploads\/2009\/11\/renovables.jpg\" alt=\"\" width=\"598\" height=\"342\" \/><\/p>\n<p style=\"text-align: justify;\"><strong><br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\">El conocimiento, las peculiaridades y las complejidades de las diferentes formas de energ\u00edas, as\u00ed su almacenamiento y transformaci\u00f3n, requiere que cuantifiquemos esas cualidades y procesos. Para ello debemos introducir cierto n\u00famero de conceptos cient\u00edficos y medidas, as\u00ed como sus unidades correspondientes.<\/p>\n<p style=\"text-align: justify;\">Al hablar sobre energ\u00eda nos encontramos con el problema de que el uso en el habla com\u00fan de muchos t\u00e9rminos cient\u00edficos est\u00e1 equivocado. Como dice Henk Tennekes, \u201c<em>hemos creado una terrible confusi\u00f3n con los conceptos f\u00edsicos simples en la vida ordinaria<\/em>\u201d. Pocos de esos malentendidos son tan generales y molestos como los relacionados con los t\u00e9rminos <em>energ\u00eda<\/em>, <em>potencia<\/em> y <em>fuerza<\/em>.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-6PDiurxhl3g\/UIv31ztqnyI\/AAAAAAAAzTQ\/lEPiWMZ0H9U\/s1600\/Herschel_%3Ca%20href=\" alt=\"\" width=\"679\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Definimos la fuerza y la intensidad con la que intentamos desplazar \u2013 empujar, tirar, levantar, golpear\u2026 \u2013 un objeto. Podemos ejercer una fuerza enorme sobre la roca que sobresale en una monta\u00f1a incluso si \u00e9sta permanece inm\u00f3vil. Sin embargo, s\u00f3lo realizamos <em>trabajo<\/em> cuando el objeto que empujamos se mueve en la direcci\u00f3n de la fuerza aplicada. De hecho, se define el realizado como el producto de la fuerza aplicada por la distancia recorrida. La energ\u00eda, como se define en los libros de texto, es \u201cla capacidad de hacer trabajo\u201d, y as\u00ed, \u00e9sta se medir\u00e1 con las mismas unidades que el trabajo.<\/p>\n<p style=\"text-align: justify;\">Si medimos la fuerza en unidades denominadas <em>newton<\/em> (N), llamada as\u00ed en honor de Isaac <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-todo-energia\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, y la distancia en metros (m), el trabajo se mide en la malsonante unidad de newton-metro. simplificar, los cient\u00edficos llaman al newton-metro <em>julio<\/em> (J), en honor de James Prescot Joule (1.818 \u2013 1.889), quien public\u00f3 el primer c\u00e1lculo preciso de la equivalencia trabajo y energ\u00eda. El julio es la unidad est\u00e1ndar de trabajo y energ\u00eda.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.cosmonoticias.org%2Fwp-content%2Fuploads%2F2011%2F04%2Faniquilacion-materia-antimateria.jpg&amp;imgrefurl=http%3A%2F%2Fwww.eluniverso.org.es%2F2013%2F01%2F&amp;docid=_CbI-IHVKw-fBM&amp;tbnid=hsyMrG3jTWkr6M%3A&amp;w=400&amp;h=300&amp;ei=AI5KUaePHOrJ0QX-x4GgAg&amp;ved=0CAIQxiAwAA&amp;iact=rics\" data-target-tbnid=\"hsyMrG3jTWkr6M:\" data-ved=\"0CAIQxiAwAA\" data-item-id=\"hsyMrG3jTWkr6M:\"><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcTb7inXnzA4_DGR0-MbOKX3JLg9E2defr3u_7TLmUrsNr_XtKq0JA\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fcdn.blogosfere.it%2Fastronomicamentis%2Fimages%2Ftevatron_materia_antimateria-thumb.jpg&amp;imgrefurl=http%3A%2F%2Fastronomicamentis.blogosfere.it%2F2010%2F09%2Fperche-la-materia-e-dominante-sullantimateria.html&amp;docid=XVF2z5omQifynM&amp;tbnid=gYwk-QpRNmGYRM&amp;w=400&amp;h=380&amp;ei=AI5KUaePHOrJ0QX-x4GgAg&amp;ved=0CAMQxiAwAQ&amp;iact=rics\" data-target-tbnid=\"hsyMrG3jTWkr6M:\" data-ved=\"0CAMQxiAwAQ\" data-item-id=\"gYwk-QpRNmGYRM\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcSSe6M5TaLbLJMOSey4GFeCIJpOR3hQSh9JV6A6WrT_UAjK3DT-\" alt=\"\" \/><\/a><\/p>\n<p><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2F2.bp.blogspot.com%2F_TIQdU8q_Tso%2FTB647FtFCRI%2FAAAAAAAAFrw%2FAF1g24PLe8E%2Fs1600%2FInteracci%25C3%25B3n-materia-antimat.gif&amp;imgrefurl=http%3A%2F%2Flaciencia-martabalbi.blogspot.com%2F2010%2F06%2Finteraccion-materia-antimateria.html&amp;docid=8ZFhVemrWyUjSM&amp;tbnid=vTno_ga1iM3avM&amp;w=956&amp;h=714&amp;ei=AI5KUaePHOrJ0QX-x4GgAg&amp;ved=0CAUQxiAwAw&amp;iact=rics\" data-target-tbnid=\"hsyMrG3jTWkr6M:\" data-ved=\"0CAUQxiAwAw\" data-item-id=\"vTno_ga1iM3avM\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcQ39qypYD8v3qrRXOcHc13j5ciSZcxrKwA4jePTAxg2P7OguvZD\" alt=\"\" \/><\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La potencia es simplemente la tasa de , es decir, un flujo de energ\u00eda por unidad de tiempo. A un julio por segundo lo llamamos <em>vatio<\/em> (W) en honor de James Watt (1.736 \u2013 1.819), inventor de la m\u00e1quina de vapor mejorada y el hombre que estableci\u00f3 la primera unidad de potencia, que no fue el vatio sino el <em>caballo de vapor<\/em> (CV), una unidad aproximadamente igual a 750 W.<\/p>\n<p style=\"text-align: justify;\">Seguimos con algunas tablas documentarnos:<\/p>\n<p>&nbsp;<\/p>\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td colspan=\"2\" valign=\"top\" width=\"569\"><strong>Almacenamiento de energ\u00eda<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"408\"><strong>Energ\u00eda de<\/strong><\/td>\n<td width=\"161\"><strong>Magnitud<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Reservas mundiales de carb\u00f3n<\/td>\n<td width=\"161\">200.000 EJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Reservas mundiales de masa vegetal<\/td>\n<td width=\"161\">10.000 EJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Calor latente de un tormenta<\/td>\n<td width=\"161\">5 PJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Carga de carb\u00f3n de un cami\u00f3n de 100 t<\/td>\n<td width=\"161\">2 TJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Barril de petr\u00f3leo crudo<\/td>\n<td width=\"161\">6 GJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Botella de vino de mesa blanco<\/td>\n<td width=\"161\">3 MJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Garbanzo peque\u00f1o<\/td>\n<td width=\"161\">5 KJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Mosca en la mesa de la cocina<\/td>\n<td width=\"161\">9 mJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Gota de agua de 2 mm en una hoja de \u00e1rbol<\/td>\n<td width=\"161\">4 \u03bcJ<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td colspan=\"2\" valign=\"top\" width=\"569\"><strong>Flujos de energ\u00eda<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"408\"><strong>Energ\u00eda de<\/strong><\/td>\n<td width=\"161\"><strong>Magnitud<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Radiaci\u00f3n solar<\/td>\n<td width=\"161\">5.500.000 EJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Fotos\u00edntesis mundial neta<\/td>\n<td width=\"161\">2.000 EJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Producci\u00f3n mundial de combustibles f\u00f3siles<\/td>\n<td width=\"161\">300 EJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Hurac\u00e1n t\u00edpico en el Caribe<\/td>\n<td width=\"161\">38 EJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">La mayor explosi\u00f3n de bomba H en 1.961<\/td>\n<td width=\"161\">240 PJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Calor latente de un tormenta<\/td>\n<td width=\"161\">5 PJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Bomba de Hiroshima en 1.945<\/td>\n<td width=\"161\">84 TJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Metabolismo basal de un caballo grande<\/td>\n<td width=\"161\">100 MJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Ingesta diaria de un adulto<\/td>\n<td width=\"161\">10 MJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Pulsaci\u00f3n de una tecla del ordenador<\/td>\n<td width=\"161\">20 mJ<\/td>\n<\/tr>\n<tr>\n<td width=\"408\">Salto de una pulga<\/td>\n<td width=\"161\">100 nJ<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2F4.bp.blogspot.com%2F_BkACGx87zpM%2FTAdgjrdw2CI%2FAAAAAAAAAAM%2FXES5TntSrtI%2Fs1600%2Fgrafico-solar-termodinamica%5B1%5D.png&amp;imgrefurl=http%3A%2F%2Fenergiatermica3e.blogspot.com%2F&amp;docid=i1tpaXoS_4lmqM&amp;tbnid=oMkZYRY9fsfQUM%3A&amp;w=419&amp;h=336&amp;ei=yI5KUYOOJYPU0QXF34GQCA&amp;ved=0CAIQxiAwAA&amp;iact=rics\" data-target-tbnid=\"oMkZYRY9fsfQUM:\" data-ved=\"0CAIQxiAwAA\" data-item-id=\"oMkZYRY9fsfQUM:\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcQYEJSTkmTqUvqmTuRjwIaFnmaR8RJc0VSPCR_05rsB7b3Nbk9o_Q\" alt=\"\" \/><\/a><\/p>\n<p><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.alipso.com%2Fmonografias%2Ftermodin%2Findex_image001.gif&amp;imgrefurl=http%3A%2F%2Fbiochemiapuntesdermedelparatodos.wikispaces.com%2FTERMODIN%25C3%2581MICA%2BQU%25C3%258DMICA&amp;docid=h1irSlFVqHfUMM&amp;tbnid=JefrrjkC-e8PpM&amp;w=600&amp;h=340&amp;ei=yI5KUYOOJYPU0QXF34GQCA&amp;ved=0CAMQxiAwAQ&amp;iact=rics\" data-target-tbnid=\"oMkZYRY9fsfQUM:\" data-ved=\"0CAMQxiAwAQ\" data-item-id=\"JefrrjkC-e8PpM\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcTTtXWvCethEC6ukjnnkP6AR5uPMIlZxA8zR_LAiqUkk26EybQM\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.librosmaravillosos.com%2Fperpetuum%2Fimagenes%2Fmope03_005.jpg&amp;imgrefurl=http%3A%2F%2Fwww.librosmaravillosos.com%2Fperpetuum%2Fcapitulo03.html&amp;docid=4jPBU-6Zm7FXSM&amp;tbnid=Ca9qrY0Vsg5dGM&amp;w=450&amp;h=196&amp;ei=yI5KUYOOJYPU0QXF34GQCA&amp;ved=0CAQQxiAwAg&amp;iact=rics\" data-target-tbnid=\"oMkZYRY9fsfQUM:\" data-ved=\"0CAQQxiAwAg\" data-item-id=\"Ca9qrY0Vsg5dGM\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcTqGZ1e7f--aTev-XX-hA8T4qpRta0v_vuSM1cROQq-3KGLe51b\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.ecured.cu%2Fimages%2Fc%2Fc5%2FTermodinam.jpg&amp;imgrefurl=http%3A%2F%2Fwww.ecured.cu%2Findex.php%2FCoordenadas_termodin%25C3%25A1micas&amp;docid=twY9HoZWH9oSlM&amp;tbnid=g8kuAzTrnl4GfM&amp;w=182&amp;h=199&amp;ei=yI5KUYOOJYPU0QXF34GQCA&amp;ved=0CAUQxiAwAw&amp;iact=rics\" data-target-tbnid=\"oMkZYRY9fsfQUM:\" data-ved=\"0CAUQxiAwAw\" data-item-id=\"g8kuAzTrnl4GfM\"><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcRbitFGwFo4Zwjek1Kdlkv5tIrz4HjkKnYb2J8_1Qe5x37xqKp2\" alt=\"\" \/><\/a><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Avanzar un poco m\u00e1s tenemos que pasar de empujar y tirar (lo que llamamos energ\u00eda mec\u00e1nica o energ\u00eda cin\u00e9tica) a calentar (energ\u00eda t\u00e9rmica). Definimos una unidad llamada <em>calor\u00eda<\/em> como la cantidad de calor necesario para elevar la temperatura de un gramo de agua 14\u20195 a 15\u20195 \u00baC. Usando esta unidad podemos comparar energ\u00edas t\u00e9rmicas, pero una vez m\u00e1s, esta unidad no nos permite comparar todas las clases diferentes de energ\u00edas.<\/p>\n<p style=\"text-align: justify;\">Si nos preguntamos \u00bfqu\u00e9 es la energ\u00eda?, esta pregunta no es f\u00e1cil de contestar. Incluso uno de los m\u00e1s grandes f\u00edsicos modernos resulta de poca ayuda: \u201ces importante darse de que en f\u00edsica, en realidad, no se sabe muy bien qu\u00e9 es la energ\u00eda. No tenemos una idea de por qu\u00e9 la energ\u00eda est\u00e1 formada por peque\u00f1os pulsos de una cantidad definida\u201d, dec\u00eda Richard Feynman en su libro <em>Lectures on Physics<\/em>.<\/p>\n<p style=\"text-align: justify;\">David Rose, para definir la energ\u00eda, dec\u00eda: \u201ces un concepto abstracto inventado por los f\u00edsicos en el siglo XIX para describir cuantitativamente una amplia variedad de fen\u00f3menos naturales\u201d.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/_IP-xhn2P2rQ\/TKo_JlLj7gI\/AAAAAAAAFpE\/3Dzn9jvIrjk\/s1600\/4.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Definir la energ\u00eda no ha sido nunca cosa f\u00e1cil, dado que est\u00e1 presente en todo lo que podamos mirar desde una piedra que yace en las finas arenas del fondo de un r\u00edo, la monta\u00f1a que majestuosa nos mira desde su altanera e imponente figura, la simple visi\u00f3n de un hermoso \u00e1rbol, y, sobre todo, energ\u00eda para m\u00ed\u2026 \u00a1son las estrellas del espacio interestelar! que crean el material del que se forjan los mundos y surje la vida, la m\u00e1s elevada del energ\u00eda que est\u00e1 presente en nuestro Universo.<\/p>\n<p style=\"text-align: justify;\">El conocimiento moderno de la energ\u00eda incluye un de descubrimientos fundamentales: la masa y la energ\u00eda son equivalente; los diferentes tipos de energ\u00eda est\u00e1n relacionados por muchas transformaciones; durante esas transformaciones, la energ\u00eda no se destruye (primer principio de la termodin\u00e1mica) y esta conservaci\u00f3n de la energ\u00eda est\u00e1 inexorablemente acompa\u00f1ada por una p\u00e9rdida de utilidad (segundo principio de la termodin\u00e1mica).<\/p>\n<p style=\"text-align: justify;\">El primer descubrimiento, descrito en una carta de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-todo-energia\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> a un amigo suyo una \u201cidea atrevida, divertida y atractiva\u201d, se resume en su ecuaci\u00f3n <em>m = E\/c<sup>2<\/sup><\/em>, que en su versi\u00f3n m\u00e1s famosa se escribe como <em>E = mc<sup>2<\/sup><\/em>; la ecuaci\u00f3n m\u00e1s conocida de la f\u00edsica.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La explosi\u00f3n at\u00f3mica\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Explosiones supernovas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Explosiones supernovas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Explosiones supernovas\" \/><\/p>\n<p>Nuestro Universo es din\u00e1mico y todo energ\u00eda<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El segundo descubrimiento se demuestra continuamente en miles de trasformaciones energ\u00e9ticas que se producen en el universo. La energ\u00eda gravitatoria mantiene las galaxias en movimiento, a la Tierra girando alrededor del Sol y confinada la atm\u00f3sfera que hace nuestro planeta habitable. La transformaci\u00f3n de la energ\u00eda nuclear en el interior del Sol produce el continuo flujo de energ\u00eda electromagn\u00e9tica, llamada radiaci\u00f3n solar. Una peque\u00f1a de esa energ\u00eda llega al planeta Tierra que, a su vez, libera energ\u00eda geot\u00e9rmica. El calor producido en ambos procesos pone en movimiento la atm\u00f3sfera, los oc\u00e9anos y las gigantescas placas tect\u00f3nicas terrestres.<\/p>\n<p style=\"text-align: justify;\">Una peque\u00f1a parte de la energ\u00eda radiante del Sol se transforma, a trav\u00e9s de la fotos\u00edntesis, en reservas de energ\u00eda qu\u00edmica, que son utilizadas por muchas clases de bacterias y plantas. Los seres heter\u00f3trofos (organismos que van desde las bacterias, los protozoos y los hongos hasta los mam\u00edferos), ingieren y reorganizan vegetales de las plantas en nuevos qu\u00edmicos y los utilizan para crear energ\u00eda mec\u00e1nica (cin\u00e9tica).<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/p0.pxfuel.com\/preview\/107\/273\/146\/excelsior-geyser-crater-excelsior-geyser-spring.jpg\" alt=\"Resultado de imagen de Piscinas geot\u00e9rmicas en Yellostoneimagen GIFs\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Piscina de energ\u00eda geot\u00e9rmica en el Parque Nacional Yellowstone en Wyoming EE.UU.<\/p>\n<p>&nbsp;<\/p>\n<p><strong>\u00bfQu\u00e9 decir de la atm\u00f3sfera de la Tierra?<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong><br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong> <\/strong>La atm\u00f3sfera terrestre (troposfera y estratosfera) es tan delgada que, dibujando el planeta con un di\u00e1metro de 10 cm, tendr\u00eda un espesor de unos 0\u20194 mil\u00edmetros, equivalente al grosor de una l\u00ednea de l\u00e1piz. Sin embargo, delgada capa gaseosa posee una importancia cr\u00edtica para mantener el balance energ\u00e9tico de la Tierra.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<div id=\"irc_rit\"><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2F4.bp.blogspot.com%2F-4ILHof7n9g4%2FT9Oieb2AJ4I%2FAAAAAAAAADg%2FFyF6nPTsjz0%2Fs1600%2Fmundo-perfecto.jpg&amp;imgrefurl=http%3A%2F%2Frenovacionmundial.blogspot.com%2F2012%2F06%2Fel-equilibrio-perfecto-de-la-vida-en-la.html&amp;docid=5h7MwX7o7my7WM&amp;tbnid=raaNb1WxbzsbQM%3A&amp;w=800&amp;h=600&amp;ei=6ZJKUfrQFKep0QXK0oCoBQ&amp;ved=0CAIQxiAwAA&amp;iact=rics\" data-target-tbnid=\"raaNb1WxbzsbQM:\" data-ved=\"0CAIQxiAwAA\" data-item-id=\"raaNb1WxbzsbQM:\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcRUcNV7SlcIkb4zYNYsyCmB48rlpqnGBqolE9gLAqoS5f394gyvyQ\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2F3.bp.blogspot.com%2F-psHpCKX_d1U%2FUO21rgfFrvI%2FAAAAAAAACps%2FM6IjlsXBxvc%2Fs1600%2Fpaisajes-naturales-del-mundo-gratis.jpg&amp;imgrefurl=http%3A%2F%2Frevistasofia.blogspot.com%2F&amp;docid=xhjA3rF4KBiepM&amp;tbnid=m0KSO4F5LkWnRM&amp;w=1024&amp;h=768&amp;ei=6ZJKUfrQFKep0QXK0oCoBQ&amp;ved=0CAMQxiAwAQ&amp;iact=rics\" data-target-tbnid=\"raaNb1WxbzsbQM:\" data-ved=\"0CAMQxiAwAQ\" data-item-id=\"m0KSO4F5LkWnRM\"><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcRw0kr5LGaFtVISvIc5KVhekPOqOT53eMueu3Y5Wc9KXOmfAe3z\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Flucho-ruben.galeon.com%2Ffondo.jpg&amp;imgrefurl=http%3A%2F%2Frevistatierraadentro.com%2F&amp;docid=NH6IUvLxFLZbaM&amp;tbnid=vb33EW7hgMulhM&amp;w=1024&amp;h=768&amp;ei=6ZJKUfrQFKep0QXK0oCoBQ&amp;ved=0CAQQxiAwAg&amp;iact=rics\" data-target-tbnid=\"raaNb1WxbzsbQM:\" data-ved=\"0CAQQxiAwAg\" data-item-id=\"vb33EW7hgMulhM\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcTESl3bffJYBg3oTkmHAWs6aKAS2_pJfL-6xxZB4RPn9tds7y9D\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fe-ciencia.com%2Fcomunidad%2Ffondos-de-pantalla%2FNaturaleza%2FArbres_02.jpg&amp;imgrefurl=http%3A%2F%2Fe-ciencia.com%2Fcomunidad%2Ffondos-de-pantalla%2FNaturaleza%2F&amp;docid=5VLZfOwj4C0xIM&amp;tbnid=YZac5J_lZLYHIM&amp;w=1024&amp;h=768&amp;ei=6ZJKUfrQFKep0QXK0oCoBQ&amp;ved=0CAUQxiAwAw&amp;iact=rics\" data-target-tbnid=\"raaNb1WxbzsbQM:\" data-ved=\"0CAUQxiAwAw\" data-item-id=\"YZac5J_lZLYHIM\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcTOjhRb6b833qp70oR0V0zIXcu73h8qB1eAIFe14NY-51ppxQ2Q\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2F1.bp.blogspot.com%2F-fR2auajufCo%2FTcpUVaUbJwI%2FAAAAAAAAAKQ%2FSv9m4Km0QFw%2Fs1600%2F13.jpg&amp;imgrefurl=http%3A%2F%2Fffentagin.blogspot.com%2F2011_05_01_archive.html&amp;docid=9ZwYRN-wZfdWnM&amp;tbnid=bJRnRPtUNJDFFM&amp;w=1280&amp;h=960&amp;ei=6ZJKUfrQFKep0QXK0oCoBQ&amp;ved=0CAYQxiAwBA&amp;iact=rics\" data-target-tbnid=\"raaNb1WxbzsbQM:\" data-ved=\"0CAYQxiAwBA\" data-item-id=\"bJRnRPtUNJDFFM\"><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcShKeEIUPz99QfHwyYUnBrfGpCl-YyWt4_8BOICsirUMp-yZNfc\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fbalkan-dating.com%2Fhrvatska.dk%2FWeb%2FPozadine%2FRazno%2F016.jpg&amp;imgrefurl=http%3A%2F%2Fwww.hrvatska.dk%2Farticle_read.asp%3Fid%3D21&amp;docid=utHDAN8YRhTh3M&amp;tbnid=tXTwqtHIwAVVEM&amp;w=1024&amp;h=768&amp;ei=6ZJKUfrQFKep0QXK0oCoBQ&amp;ved=0CAcQxiAwBQ&amp;iact=rics\" data-target-tbnid=\"raaNb1WxbzsbQM:\" data-ved=\"0CAcQxiAwBQ\" data-item-id=\"tXTwqtHIwAVVEM\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcRR7aPuck6ijHyPuoD4SxlKuTGGvV7U1Ibi-ndhUhWFvPVbf4SS\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2F3.bp.blogspot.com%2F-bUnx6ja3CZk%2FTijG-JGVBdI%2FAAAAAAAAARg%2F4ogiO8nKF98%2Fs1600%2Fpaisaje-con-arcoiris.jpg&amp;imgrefurl=http%3A%2F%2Fwww.facebook-gratis.com%2F2011%2F07%2Fimagenes-paisajes.html&amp;docid=xiWsZC7M95ayGM&amp;tbnid=hMDL_3p3Qax15M&amp;w=1024&amp;h=768&amp;ei=6ZJKUfrQFKep0QXK0oCoBQ&amp;ved=0CAgQxiAwBg&amp;iact=rics\" data-target-tbnid=\"raaNb1WxbzsbQM:\" data-ved=\"0CAgQxiAwBg\" data-item-id=\"hMDL_3p3Qax15M\"><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcR_p9JJj-GXJkAXRxmEVcwjT82NkCGF4bfQwqCkAZ03twvzPo6J\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.fondos10.net%2Fwp-content%2Fuploads%2F2009%2F03%2Fpaisaje-1280-x-960.jpg&amp;imgrefurl=http%3A%2F%2Fwww.taringa.net%2Fposts%2Fimagenes%2F9440934%2FFull-Definition.html&amp;docid=zFQ_O0PqB462CM&amp;tbnid=9EXcHvImvflmhM&amp;w=1280&amp;h=960&amp;ei=6ZJKUfrQFKep0QXK0oCoBQ&amp;ved=0CAkQxiAwBw&amp;iact=rics\" data-target-tbnid=\"raaNb1WxbzsbQM:\" data-ved=\"0CAkQxiAwBw\" data-item-id=\"9EXcHvImvflmhM\"><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcRbSNRrr_MY0hlQLBM9L5ZR6EiMjKAqjdlPbgYmIrP4xIV7rXhv\" alt=\"\" \/><\/a><\/div>\n<p style=\"text-align: justify;\">El planeta es adecuado el desarrollo de la vida debido a que su atm\u00f3sfera el llamativamente diferente de la de sus vecinos m\u00e1s pr\u00f3ximos. La atm\u00f3sfera de Venus est\u00e1 compuesta en un 96 por ciento de CO<sub>2<\/sub>, con un 3\u20195 por ciento de nitr\u00f3geno y trazas de gases nobles. La atm\u00f3sfera de Marte contiene un 95\u20193 por ciento de CO<sub>2<\/sub>, un 2\u20197 por ciento de nitr\u00f3geno, 1\u20196 por ciento de arg\u00f3n y trazas de agua y O<sub>3<\/sub>. Una atm\u00f3sfera parecida a la terrestre determinar\u00eda que en la superficie marciana la temperatura ser\u00eda superior a los 200\u00ba C y la presi\u00f3n de pocos MPa. En tales condiciones no podr\u00eda existir vida compleja basada en el carbono con tejidos h\u00famedos.<\/p>\n<p style=\"text-align: justify;\">Hay pocas dudas de que la primera atm\u00f3sfera de la Tierra contuviera abundante CO<sub>2<\/sub>, no est\u00e1 claro si su posterior desaparici\u00f3n se debi\u00f3 exclusivamente a procesos geoqu\u00edmicos inorg\u00e1nicos (sobre todo a la p\u00e9rdida de \u00e1cido carb\u00f3nico), o si los primeros organismos fueron importantes en la posterior conversi\u00f3n de CO<sub>2<\/sub> en sedimentos de CaCO<sub>3<\/sub>. Parece claro, por el contrario, que la fotos\u00edntesis llevada a cabo inicialmente por bacterias fue la responsable de la transformaci\u00f3n de la atm\u00f3sfera sin ox\u00edgeno en el Arcaico.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTubMvOcBUR6bznqG3hBTvUpLfpDeVQP7vJLVeu3sYy3Qx0n13z\" alt=\"Resultado de imagen de La Biosfera\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRb79rkjUOFmm2YbnS2QBEI5bCPkREEdzKzCkFKoLw4F0Jg4RMl\" alt=\"Resultado de imagen de La Biosfera\" \/><\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTHK9zk_AiNFxUAhcAwaiGlqxcoI6aZrSnGfe2Jy4fBI_rZB8z4\" alt=\"Resultado de imagen de La Biosfera\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR4Rs2cly_7sAcW8C4hrIf1k9F3wzZBSNtzujcq3BsVViCoRlHd\" alt=\"Resultado de imagen de La Biosfera\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>La Biosfera se vio protegida contra la radiaci\u00f3n ultravioleta que llegaba del espacio<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">El aumento de ox\u00edgeno comenz\u00f3 a acelerarse hace unos 2.100 millones de a\u00f1os y el actual nivel del 20 por ciento se alcanz\u00f3 hace unos 300 millones de a\u00f1os. El aumento del ox\u00edgeno troposf\u00e9rico permiti\u00f3 la formaci\u00f3n de ozono estratosf\u00e9rico, que protegi\u00f3 la biosfera de la energ\u00e9tica radiaci\u00f3n UV de longitudes de onda inferiores a 295 nm. Sin protecci\u00f3n no hubiera sido posible la evoluci\u00f3n de plantas y animales m\u00e1s complejos, ya que si la radiaci\u00f3n UV de frecuencias menores ya mata los g\u00e9rmenes y quema la piel, la de frecuencias altas es letal para la mayor\u00eda de los organismos.<\/p>\n<p style=\"text-align: justify;\">Las actividades humanas pueden modificar poco las proporciones de los constituyentes atmosf\u00e9ricos. La cantidad de nitr\u00f3geno que se utiliza sintetizar amoniaco representa una fracci\u00f3n despreciable de las enormes reservas troposf\u00e9ricas y la desnitrificaci\u00f3n finalmente recicle todo el gas. Incluso el consumo de todas las reservas conocidas de combustibles f\u00f3siles (un hecho imposible debido a los costos prohibitivos de la extracci\u00f3n de algunas de estas fuentes de energ\u00eda, sumergidas en las fosas abisales a miles de kil\u00f3metros de profundidad) reducir\u00eda la concentraci\u00f3n de O<sub>2<\/sub> en de un 2 por ciento.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/es.globedia.com\/imagenes\/noticias\/2012\/4\/18\/exposicion-prolongada-contaminacion-atmosferica-aumenta-riesgo-enfermedades-pulmonares-cardiacas_1_1181304.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las emisiones locales y regionales de aire contaminado contienen muchos gases, los riesgos de un cambio clim\u00e1tico global s\u00f3lo pueden venir de mayores emisiones de compuestos en trazas. Algunos de esos gases (sobre todo CO<sub>2<\/sub>, N<sub>2<\/sub>O y CH<sub>4<\/sub>), as\u00ed como el vapor de agua, absorben fuertemente la radiaci\u00f3n en el espectro IR. Consecuentemente, la radiaci\u00f3n IR emitida por la superficie de la Tierra tiene longitudes de onda comprendidas en distintas ventanas intercaladas bandas de absorci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Las bandas de absorci\u00f3n m\u00e1s importantes del vapor de agua est\u00e1n comprendidas 2\u20195 y 3 \u03bcm y entre 5 y 7 \u03bcm, mientras que el CO<sub>2<\/sub> tiene dos picos estrechos en 2\u20195 y 4 \u03bcm, y una banda m\u00e1s ancha cerca de los 15 \u03bcm. Como la radiaci\u00f3n terrestre est\u00e1 completamente incluida en el espectro IR, absorci\u00f3n tiene un gran efecto en el balance de la radiaci\u00f3n de la Tierra.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La Biosfera contaminada\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La Biosfera contaminada\" \/><\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La Biosfera contaminada\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La Biosfera contaminada\" \/><\/p>\n<p>La contaminaci\u00f3n no es buena para la vida<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Mantener la biosfera habitable hacen falta solamente concentraciones muy peque\u00f1as de gases de \u201cefecto invernadero\u201d. El CO<sub>2<\/sub> representa actualmente s\u00f3lo unos 360 ppm<a name=\"r_pie1\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/21\/todo-es-energia-fijemosnos-en-la-tierra\/#pie1\"><\/a>* ( del 0\u201904%) de la atm\u00f3sfera terrestre, y los dem\u00e1s gases en traza miden en ppb o ppt. Esta composici\u00f3n hace que la temperatura media en la superficie del planeta sea de unos 16\u00ba C, la cual, combinada con una presi\u00f3n superficial de 101 KPa, asegura que el agua permanezca l\u00edquida y que sea posible la fotos\u00edntesis y el metabolismo heter\u00f3trofo. Hay que procurar (hablando coloquialmente) que Gaia no se enfade, ya que el aumento de las concentraciones de gases en traza elevar\u00eda gradualmente la temperatura media de la troposfera.<\/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=\"Resultado de imagen de Convertir bosques y praderas ewn campos de cultivo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Convertir bosques y praderas ewn campos de cultivo\" \/><\/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=\"Resultado de imagen de Destruyendo Bosques\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Destruyendo Bosques\" \/><\/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=\"Resultado de imagen de Destruyendo Bosques\" \/><\/p>\n<p style=\"text-align: justify;\">La conversi\u00f3n de bosques y praderas en campos de cultivo y la utilizaci\u00f3n de combustibles s\u00f3lidos han hecho aumentar las emisiones de CO<sub>2<\/sub>, mientras que el creciente uso de fertilizantes nitrogenados, la vez m\u00e1s numerosa caba\u00f1a vacuna y el aumento del cultivo de arroz emiten cantidades adicionales de N<sub>2<\/sub>O y CH<sub>4<\/sub>. Los fluorforocarbonados, adem\u00e1s de sus destructivos efectos sobre el ozono troposf\u00e9rico, son gases con efecto invernadero muy potentes. Debido a la acci\u00f3n combinada de los gases invernaderos antropog\u00e9nicos, el flujo medio de calor absorbido ha aumentado en 2\u20195 W\/m<sup>2<\/sup> en grandes \u00e1reas del hemisferio norte, pero no estamos seguros de hasta d\u00f3nde llegar\u00e1 esta tendencia ni de su velocidad. Lo mejor ser\u00eda no confiarse; mi padre, hombre no cultivado, dec\u00eda a menudo que \u201cm\u00e1s vale un por si acaso que un yo cre\u00ed\u201d.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<div id=\"irc_rit\"><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fcdn.20minutos.es%2Fimg%2F2006%2F09%2F20%2F511588.jpg&amp;imgrefurl=http%3A%2F%2Fwww.20minutos.es%2Fnoticia%2F154305%2F0%2Fhuracan%2Fgordon%2Fmadrid%2F&amp;docid=E-H5oz4OQxeWWM&amp;tbnid=Gp6jXyxxwwxXvM%3A&amp;w=648&amp;h=400&amp;ei=1JVKUYboD4yb0AW73oHYBw&amp;ved=0CAIQxiAwAA&amp;iact=rics\" data-target-tbnid=\"Gp6jXyxxwwxXvM:\" data-ved=\"0CAIQxiAwAA\" data-item-id=\"Gp6jXyxxwwxXvM:\"><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcTunqtV4SJoJh7zK_HhWJBADYpIAYCC-ghp5AFmtvIvuLDIWDdjKg\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Feoimages.gsfc.nasa.gov%2Fimages%2Fimagerecords%2F6000%2F6950%2Fgordon_amo_2006262.jpg&amp;imgrefurl=http%3A%2F%2Fearthobservatory.nasa.gov%2FIOTD%2Fview.php%3Fid%3D6950&amp;docid=MbVFFjfEr6XtwM&amp;tbnid=Rm31WwWiVqnhPM&amp;w=540&amp;h=405&amp;ei=1JVKUYboD4yb0AW73oHYBw&amp;ved=0CAMQxiAwAQ&amp;iact=rics\" data-target-tbnid=\"Gp6jXyxxwwxXvM:\" data-ved=\"0CAMQxiAwAQ\" data-item-id=\"Rm31WwWiVqnhPM\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcRcWXynTTRxcy0lDqOMpAlvtEcfTZeksJjsv4g6JnI5Y207K1Ls\" alt=\"\" \/><\/a><\/div>\n<div><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fimages.meteociel.fr%2Fim%2F787%2FImage_1_aot6.png&amp;imgrefurl=http%3A%2F%2Fwww.ukweatherworld.co.uk%2Fforum%2Findex.php%3F%2Ftopic%2F93237-n-atl-hurricane-gordon-cat-2-azores-hurricane-warning%2F&amp;docid=-KAwyf2pkoWmRM&amp;tbnid=ayyZP_qudbd8CM&amp;w=750&amp;h=458&amp;ei=1JVKUYboD4yb0AW73oHYBw&amp;ved=0CAYQxiAwBA&amp;iact=rics\" data-target-tbnid=\"Gp6jXyxxwwxXvM:\" data-ved=\"0CAYQxiAwBA\" data-item-id=\"ayyZP_qudbd8CM\"><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcR7chfhhG-NRVjY_FPvasR37Tss_YMVrnMONohk7Vh_TK94oBBc\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fcdn.diariodecaracas.com%2Fcdn%2Ffarfuture%2FVywJFNFwnK0X_ODhE0BzhGALXVRVmePzHSUC0wGGGwo%2Fmtime%3A1349812769%2Fsites%2Fdefault%2Fmedia%2Fstyles%2F600x450%2Fpublic%2Ffield%2Fimage%2Fgordon_3.jpg&amp;imgrefurl=http%3A%2F%2Fwww.diariodecaracas.com%2Fque-sucede%2Fhuracan-gordon-se-debilita-medida-que-se-acerca-azores&amp;docid=EoSDuEsqBSLeNM&amp;tbnid=3HkcJNvN23vB6M&amp;w=600&amp;h=450&amp;ei=1JVKUYboD4yb0AW73oHYBw&amp;ved=0CAcQxiAwBQ&amp;iact=rics\" data-target-tbnid=\"Gp6jXyxxwwxXvM:\" data-ved=\"0CAcQxiAwBQ\" data-item-id=\"3HkcJNvN23vB6M\"><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcQ5vr3fXIzG3br97tZtdDaVzfGedtJf67k2sXRlme6K3ZQkVDUT\" alt=\"\" \/><\/a><\/div>\n<div><\/div>\n<p style=\"text-align: justify;\">La atm\u00f3sfera tambi\u00e9n interviene en el balance energ\u00e9tico del planeta redistribuyendo el calor sensible y el calor latente del agua con los vientos y las lluvias, y de una manera completamente diferente pero m\u00e1s espectacular, con los rayos. La mayor\u00eda de esas descargas de elevad\u00edsima concentraci\u00f3n de energ\u00eda se originan en los cumulonimbos, y tienen una enorme potencia (duplicar el tama\u00f1o de implica aumentar la potencia del rayo treinta veces). Un rayo normal descarga entre 20 y 50 MJ, la mayor parte de esa energ\u00eda en 10 \u03bcs, produciendo la impresionante potencia de 1-10 GW. La luz visible emitida representa solamente el 0\u20192-2% de la energ\u00eda disipada, invirti\u00e9ndose el resto en calentar la atm\u00f3sfera a su alrededor y en la energ\u00eda ac\u00fastica del trueno. La observaci\u00f3n de sat\u00e9lites indica que por t\u00e9rmino medio se producen unos cien mil rel\u00e1mpagos por segundo.<\/p>\n<p style=\"text-align: justify;\">Sabemos que la atm\u00f3sfera es la envoltura gaseosa que rodea a un cuerpo astron\u00f3mico. Varios planetas (incluyendo la Tierra) poseen atm\u00f3sferas considerables debido a su intensa gravedad. Los movimientos de los gases en las atm\u00f3sferas planetarias en respuesta al calentamiento, junto con las fuerzas rotacionales, generan sistemas meteorol\u00f3gicos. Los sat\u00e9lites planetarios Tit\u00e1n y Trit\u00f3n tambi\u00e9n poseen atm\u00f3sferas.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" title=\"3d hacer de la tierra y la atm\u00f3sfera, proviene de todos los mapas http:\/\/www.visibleearth.nasa.gov Foto de archivo\" src=\"http:\/\/us.123rf.com\/400wm\/400\/400\/nitroxelmares\/nitroxelmares0903\/nitroxelmares090300012\/4501292-3d-hacer-de-la-tierra-y-la-atmosfera-proviene-de-todos-los-mapas-http--www-visibleearth-nasa-gov.jpg\" alt=\"3d hacer de la tierra y la atm\u00f3sfera, proviene de todos los mapas http:\/\/www.visibleearth.nasa.gov Foto de archivo - 4501292\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>\u00a1Nuestra casa! De cuyas maravillas y su relaci\u00f3n con el Sol, ser\u00eda interesante y muy instructivo saber<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Creo que la atm\u00f3sfera es quiz\u00e1 el t\u00e9rmino m\u00e1s vago para identificar una de un cuerpo celeste. Est\u00e1 referido a su envoltura superficial, generalmente de un planeta o estrella. Parece f\u00e1cil decirlo, pero los gases no son como un l\u00edquido o un trozo de roca, en los que puede determinarse exactamente d\u00f3nde est\u00e1 la superficie que los separa del entorno circundante de una manera precisa. Es imposible indicar el nivel exacto donde acaba la atm\u00f3sfera y comienza el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-todo-energia\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a> interplanetario. De hecho, los gases apenas est\u00e1n sometidos a la fuerza de la gravedad; se \u201cesfuman\u201d hacia el espacio y abandonan continuamente el cuerpo celeste. En el caso de la Tierra, por estar cerca del Sol, determinar d\u00f3nde termina la atm\u00f3sfera terrestre y d\u00f3nde empieza la solar es un problema al que s\u00f3lo responderse te\u00f3ricamente, que dicho sea de paso, permite licencias literarias que proh\u00edben las matem\u00e1ticas.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p>emilio silvera<\/p>\n<\/div>\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%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F&amp;title=El+Universo%2C+Siempre+hemos+querido+conocerlo' 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%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F&amp;title=El+Universo%2C+Siempre+hemos+querido+conocerlo' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F&amp;title=El+Universo%2C+Siempre+hemos+querido+conocerlo' title='Google' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F&amp;t=El+Universo%2C+Siempre+hemos+querido+conocerlo' title='Yahoo' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F' title='Technorati' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F' title='Meneame' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/03\/18\/el-universo-siempre-hemos-querido-conocerlo\/' target='_blank' rel='nofollow'><img title='Enchilame' src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F&amp;title=El+Universo%2C+Siempre+hemos+querido+conocerlo' title='BlinkList' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F&amp;title=El+Universo%2C+Siempre+hemos+querido+conocerlo' title='Reddit' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2020\/03\/18\/el-universo-siempre-hemos-querido-conocerlo\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F' title='Wikio' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F&amp;title=El+Universo%2C+Siempre+hemos+querido+conocerlo' title='Friend Feed' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F&amp;t=El+Universo%2C+Siempre+hemos+querido+conocerlo' title='Facebook' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=El+Universo%2C+Siempre+hemos+querido+conocerlo: https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F' title='Twitter' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=El+Universo%2C+Siempre+hemos+querido+conocerlo&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F18%2Fel-universo-siempre-hemos-querido-conocerlo%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a1El Universo! Gracias a la Astronom\u00eda, la Astrof\u00edsica y otras disciplinas y estudios relacionados, estamos conociendo cada d\u00eda lo que en realidad es nuestro Universo que, nos tiene deparadas muchas, muchas sorpresas y maravillas que ni podemos imaginar. \u00a1Son tantas las cosas que a\u00fan tenemos que aprender de \u00e9ste Universo Inmenso! \u00a1Tantas las preguntas sin [&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":[330],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12117"}],"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=12117"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12117\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12117"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12117"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12117"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}