{"id":12101,"date":"2019-12-06T09:49:24","date_gmt":"2019-12-06T08:49:24","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12101"},"modified":"2019-12-06T09:49:58","modified_gmt":"2019-12-06T08:49:58","slug":"las-cosas-del-universo-siempre-nos-han-fascinado-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/12\/06\/las-cosas-del-universo-siempre-nos-han-fascinado-2\/","title":{"rendered":"Las cosas del Universo siempre nos han fascinado"},"content":{"rendered":"<div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/3\/\">\u00a0Entradas anteriores<\/a><\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/\">Entradas siguientes <\/a><\/div>\n<\/div>\n<h3><\/h3>\n<p><img decoding=\"async\" src=\"https:\/\/cloud10.todocoleccion.online\/libros-segunda-mano-astronomia\/tc\/2014\/03\/22\/11\/42416012.jpg\" alt=\"Resultado de imagen de Breve historia del Universo de Timothy Ferriss\" \/><\/p>\n<div>\n<div style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<h2 style=\"text-align: justify;\">\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/11\/30\/breve-historia-del-universo-i\/\" rel=\"prev\">Breve historia del Universo I<\/a><\/h2>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/22\/breve-historia-del-universo-segun-timoty-ferris-ii\/\" rel=\"external nofollow\">Breve Historia del Universo seg\u00fan Timoty Ferris II<\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si quer\u00e9is estar bien informados, os recomiendo este libro en el que el autor, un maestro indiscutible de la literatura de divulgaci\u00f3n cient\u00edfica, nos cuenta la apasionante historia de c\u00f3mo el hombre ha ido descubriendo el escenario c\u00f3smico en el que habita, desde aquellos grandes pensadores cl\u00e1sicos hasta las m\u00e1s modernas visiones del origen y el fin del universo.<\/p>\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\">\n<h2>\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/30\/%c2%a1el-futuro-%c2%bfque-nos-deparara\/\" rel=\"prev\">\u00a1El futuro! \u00bfQue nos deparar\u00e1?<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/31\/existen-enigmas-en-el-sol-que-debemos-conocer\/\" rel=\"next\">Existen enigmas en el Sol que debemos conocer.<\/a><\/div>\n<\/div>\n<div>\n<p style=\"text-align: justify;\"><strong>\u00bfEs viejo el Universo?<\/strong><\/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:\/\/cs.astronomy.com\/asycs\/cfs-filesystemfile.ashx\/__key\/CommunityServer.Components.PostAttachments\/00.00.44.37.10\/Orion_5F00_Belt_5F00_Two_5F00_Dark_5F00_JpEG.jpg\" alt=\"\" width=\"794\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nuevas estrellas, vientos estelares, radiaci\u00f3n, energ\u00edas, estrellas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/31\/biologia-y-estrellas\/#\">neutrones<\/a> o <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a><\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>, enanas rojas y blancas, \u00bfestrellas de Quarks? \u00bf<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>? mundos\u2026\u00bfCivilizaciones? \u00a1El Universo! Lo que todo lo contiene, ah\u00ed est\u00e1n presentes todas las cosas que existen y las que tienen que existir\u2026 El espaciotiempo, las fuerzas fundamentales de la Naturaleza\u2026\u00a1La Vida!<\/p>\n<p style=\"text-align: justify;\">Cuando pensamos en la edad y el tama\u00f1o del Universo lo hacemos generalmente utilizando medidas de tiempo y espacio como a\u00f1os, kil\u00f3metros o a\u00f1os-luz. Como y a hemos visto, estas medidas son extraordinariamente antropom\u00f3rficas. \u00bfPor qu\u00e9 medir la edad del Universo con un \u201creloj\u201d que hace \u201ctic\u201d cada vez que nuestro planeta completa una \u00f3rbita alrededor de su estrella madre, el Sol? \u00bfporqu\u00e9 medir su densidad en t\u00e9rminos de \u00e1tomos por metro c\u00fabico? Las respuestas a estas preguntas son por supuesto la misma: porque es conveniente y siempre lo hemos hecho as\u00ed.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.tecnologiahechapalabra.com\/img_noticias\/@old\/%7B771129DD-BF1E-479D-9FED-1CA8234CFDFD%7D_astrobiology-400.jpg\" alt=\"\" align=\"middle\" border=\"1\" hspace=\"2\" vspace=\"1\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00c9sta es una situaci\u00f3n en donde resulta especialmente apropiado utilizar las unidades \u201cnaturales\u201d la masa, longitud y tiempo de Stoney y Planck, las que ellos introdujeron en la ciencia f\u00edsica para ayudarnos a escapar de la camisa de fuerza que supon\u00eda la perspectiva centrada e el ser humano.<\/p>\n<p style=\"text-align: justify;\">Es f\u00e1cil caer en la tentaci\u00f3n de mirarnos el ombligo y no hacerlo al entorno que nos rodea. Muchas m\u00e1s cosas habr\u00edamos evitado y habr\u00edamos descubierto si por una sola vez hubi\u00e9semos dejado el ego a un lado y, en lugar de estar pendientes de nosotros mismos, lo hubi\u00e9ramos hecho con respecto a la naturaleza que, en definitiva, es la que nos ense\u00f1a el camino a seguir.<\/p>\n<p style=\"text-align: justify;\">\n<table>\n<tbody>\n<tr>\n<th colspan=\"3\">George Johnstone Stoney<\/th>\n<\/tr>\n<tr>\n<td colspan=\"3\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:PSM_V79_D211_George_Johnston_Stoney.png\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/7\/75\/PSM_V79_D211_George_Johnston_Stoney.png\/220px-PSM_V79_D211_George_Johnston_Stoney.png\" alt=\"PSM V79 D211 George Johnston Stoney.png\" width=\"220\" height=\"316\" data-file-width=\"1543\" data-file-height=\"2213\" \/><\/a><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<table>\n<tbody>\n<tr>\n<th colspan=\"3\">Max Planck<\/th>\n<\/tr>\n<tr>\n<td colspan=\"3\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Bundesarchiv_Bild_183-R0116-504,_Max_Planck.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/f\/fc\/Bundesarchiv_Bild_183-R0116-504%2C_Max_Planck.jpg\/220px-Bundesarchiv_Bild_183-R0116-504%2C_Max_Planck.jpg\" alt=\"Bundesarchiv Bild 183-R0116-504, Max Planck.jpg\" width=\"220\" height=\"306\" data-file-width=\"575\" data-file-height=\"800\" \/><\/a><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/bb15464db1af63b3819a025b28433e10996fd069\" alt=\"t_{P}={\\sqrt  {{\\frac  {\\hbar G}{c^{5}}}}}\\;\\approx \\quad 5,39106(32)\\cdot 10^{{-44}}\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/e2e874fe5856aa77a9d52885e2b669428bd6c96b\" alt=\"{\\displaystyle l_{P}=c\\ t_{P}={\\sqrt {\\frac {\\hbar G}{c^{3}}}}}\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/1b81be68fd5a211d266aa0b5d75d910eeee37d59\" alt=\"{\\displaystyle m_{P}={\\sqrt {\\frac {\\hbar c}{G}}}}\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/a9a0e231655d49c991b3368e9ef48f97cd4976c5\" alt=\"{\\displaystyle T_{P}={\\frac {m_{P}c^{2}}{k}}={\\sqrt {\\frac {\\hbar c^{5}}{Gk^{2}}}}}\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/25a9b3f87ef07223279d0cb4bc440e8387d97f90\" alt=\"{\\displaystyle {G_{\\mu \\nu }={8\\pi G \\over c^{4}}T_{\\mu \\nu }}\\ }\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/25759329fc139f4fd6e8274317e074c261a1fbac\" alt=\"{\\displaystyle {G_{\\mu \\nu }=8\\pi T_{\\mu \\nu }}\\ }\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/a11f6367922a2aec036114de24eaebe50af525cd\" alt=\"{\\displaystyle {E=mc^{2}}\\ }\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/83ec4ca961675cbd861d9a4aca85cdff4538fd97\" alt=\"{\\displaystyle -{\\frac {\\hbar ^{2}}{2m}}\\nabla ^{2}\\psi (\\mathbf {r} ,t)+V(\\mathbf {r} )\\psi (\\mathbf {r} ,t)=i\\hbar {\\frac {\\partial \\psi }{\\partial t}}(\\mathbf {r} ,t)}\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/dd8b3ea50735995ccad5a5a4396ec14c2d6bc284\" alt=\"{\\displaystyle {E=\\hbar \\omega }\\ }\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/8d3a31baacfd989711342eeea94906a1f6d85a15\" alt=\"{\\displaystyle F={\\frac {1}{4\\pi \\epsilon _{0}}}{\\frac {q_{1}q_{2}}{r^{2}}}}\" \/><\/p>\n<p style=\"text-align: justify;\">\n<dl>\n<dd><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/1c3f28af564c085c84e3f134ad9d4eafcc5829d3\" alt=\"{\\displaystyle \\nabla \\cdot \\mathbf {E} ={\\frac {1}{\\epsilon _{0}}}\\rho }\" \/><\/dd>\n<\/dl>\n<dl>\n<dd><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/16ee950683349dacdd9e9c262ff6133812747edd\" alt=\"{\\displaystyle \\nabla \\cdot \\mathbf {B} =0}\" \/><\/dd>\n<\/dl>\n<dl>\n<dd><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/57134e48b06ebc527fd19cd5e96f3f5d12ccddde\" alt=\"{\\displaystyle \\nabla \\times \\mathbf {B} =\\mu _{0}\\mathbf {J} +\\mu _{0}\\epsilon _{0}{\\frac {\\partial \\mathbf {E} }{\\partial t}}}\" \/><\/dd>\n<\/dl>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si sabes leer y comprender el significado de todas estas ecuaciones ser\u00e1s consciente del ingenio humano<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.agenciasinc.es\/var\/ezwebin_site\/storage\/images\/noticias\/observan-explosiones-cosmicas-de-rayos-gamma-con-altisima-energia\/6588824-28-esl-MX\/Observan-explosiones-cosmicas-de-rayos-gamma-con-altisima-energia_image_380.jpg\" alt=\"Telescopios MAGIC en la isla canaria de La Palma. \/ Daniel Lopez, IAC\n\n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al menos una vez al d\u00eda, el cielo en su parte alta, es iluminado por un gran destello producido por grandes explosiones de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a><\/a>. A menudo, esos destellos alcanzan magnitudes superiores a las que pueden ser generadas por todo un conjunto de otros rayos c\u00f3smicos y desaparecen posteriormente sin dejar m\u00e1s rastro. Nadie puede predecir cuando volver\u00e1 a ocurrir la pr\u00f3xima explosi\u00f3n o de que direcci\u00f3n del cielo proceder\u00e1. Hasta ahora, no contamos con evidencias duras como para asegurar cu\u00e1les podr\u00edan ser las fuentes precisas de donde provienen esos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a><\/a> que observamos en lo alto del cielo, las razones que ocasionan los grandes destellos y la distancia en la cual ocurre el fen\u00f3meno.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/portalhispano.files.wordpress.com\/2010\/05\/cluster-galaxias.jpg?w=800\" alt=\"cluster-galaxias\" width=\"800\" height=\"600\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><em>La edad actual del Universo visible \u2248 10<sup>60<\/sup> tiempos de Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><em>Tama\u00f1o actual del Universo visible \u2248 10<sup>60<\/sup> longitudes de Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><em>La masa actual del Universo visible \u2248 10<sup>60<\/sup> masas de Planck<\/em><\/p>\n<p style=\"text-align: justify;\">Vemos as\u00ed que la baj\u00edsima densidad de materia en el Universo es un reflejo del hecho de que:<\/p>\n<p style=\"text-align: justify;\"><em>Densidad actual del Universo visible \u224810<sup>-120<\/sup> de la densidad de Planck<\/em><\/p>\n<p style=\"text-align: justify;\">Y la temperatura del espacio, a 3 grados sobre el cero absoluto, es, por tanto<\/p>\n<p style=\"text-align: justify;\"><em>Temperatura actual del Universo visible \u2248 10<sup>-30<\/sup> de la Planck<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/astroverada.com\/_\/Graphics\/Extras\/distances.jpg\" alt=\"\" width=\"626\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Estos n\u00fameros extraordinariamente grandes y estas fracciones extraordinariamente peque\u00f1as nos muestran inmediatamente que el Universo est\u00e1 estructurado en una escala sobre humana de proporciones asombrosas cuando la sopesamos en los balances de su propia construcci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Con respecto a sus propios patrones el Universo es viejo. El tiempo de vida natural de un mundo gobernado por la gravedad, la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> y la mec\u00e1nica cu\u00e1ntica es el fugaz breve <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('planck tiempo de',event); return false;\">tiempo de Planck<\/a><\/a>. Parece que es mucho m\u00e1s viejo de lo que deber\u00eda ser.<\/p>\n<p style=\"text-align: justify;\">Pero, pese a la enorme edad del Universo en \u201ctics\u201d de Tiempos de Planck, hemos aprendido que casi todo este tiempo es necesario para producir estrellas y los elementos qu\u00edmicos que traen la vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de En todas las regiones del espacio interestelar donde existen objetos de enormes densidades y estrellas supermasiva\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExIWFRUXFhUXGBcYFRUXFRUXFxUXFxUVFxUYHSggGBolHRUXITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGi0lICUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAJwBQwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBAECBQAGB\/\/EAC8QAAICAQMDAgUEAwADAAAAAAABAhEDBCExEkFhBVFxgZGh8BMiscEGFNEyQuH\/xAAZAQADAQEBAAAAAAAAAAAAAAABAgMABAX\/xAAhEQEBAQEAAwEAAgMBAAAAAAAAARECAxIhMVFhE0Ghcf\/aAAwDAQACEQMRAD8A+QdJRoI5FSBF9ModS6uqUe6VRd12bvv9fANchtNmcJWm0+zXKfj87gpbv8+Y9vN5\/sYJFF2imDlLbnvx8\/BZOiWG1JKidZeMQ60iiZORlvzgpJmarQn7bc\/cJCQC\/b8YTqvdhrc01GQbGxKEhrFIQ1mmnIopEBMWOw6THQvtuhuHB2PGjun2Duk6mIlHsLygNziwcojxy2fSkcbsZxJJb8hsemalv2S7PbxuuVwUyQ3Cb1yatKSaJxwteSZYtkwukx3wm9n9t2FPSbS4YOeLuN59N3BRQcCd4UmiqodensE9KzSfRvUoMUHlCgmLTDebRPpuu\/P9WUg85hCKDxgctI14G449q+\/cZO9E5RAuJovECeMJSksYXHELLGw2LH9QlqsF2D9JVIsgk6mJpnPYLewvmmNE+gJSdnEfqfm5xQmV42WxCluFyx2sAeXHvVNnWVZDCEFTLJgUyUwWGlMIupAIsshcPKYUrBzIUijluNI3V1JaLLY1ZFUYiyCQkDsmLNhtO4snYawSEMcg+OVC2Glxqtpho47XkzsWVGhin54+4n01ko2KG+4TNplXUlt3OlLa0ycefanwwzql68XLtNiVP4C2WHYbwOmRlhb5KTr6j14\/heC2otGPsdGD4+g3HTseVzdeO\/of6FrcVyYTZeP9qFMuNWPKn3xlIxxhYRDwgDy7MeJ2YiOLfYexStUxLDId0zvcFq3j52A6iKFcfI7qeWJzlTGlL3xlQ0+CXBL4k9YNhI7ctCL5Ik6DRaoI4q+S6QNLcs2xol24WyhskqFNRMZPnnQ3RwPq8nBU\/wAbz3ItkhQzjO1ENjzZ8et1NhM4v0lWMmqSvazibXtv+V\/YWi0QsNgMQiFqvK7j8Qdl5lIo0GiYxlxVCsUN4I9W1pc8ulsrDm340AfJaMSciOxozYugsJFJI5IDYYToZw5vJnxss8rvd+PpsazTS49BgmXbMbS5n7j+LM2Tz6a3YbVp2FyS8f8A0pYWEUxphPv46EkNf7KVbAIYrZGbC+zGmFvtJ+NRZE47CdMrC1H82GNLFU+pjc3CeTx+\/wCF5KlbFXO9qNnNp+uO3ZGbh0zuinPWxz9eKzvEYNPbGWqVIfwafbYLj0VvkEqvpkyMmGNyAajFXJ6L\/UURLU4LVseUnXFz6wcc+zOsJlwVsBSrYpELBH8AMp70GnJe5R0zGsguOQScNgKVDDlaGTuUpkQnnGskjN1GVDQOeVSQPWcMf1YalQaUn0g8kQkU+m+z2+lX\/KPOx31RRpfIFNDeSPTSdN0ns06tJrdOuHx28MXmjX4XAaOaLI6SMMjr4r5l4sokWBfppBY719CrJhNb7Xs+b28lZM0GxaMg+OYpYSLDgynepFWhbrLQzG9Tew8QqAqmjsKbk4mbBikoh44wksINwbzpbDKhzT6jfdAXiorHkF+tJY3sM7Vr6BIZNtzO0s6HVmUuRFJzBIZN9mM9UuK9n24\/6I9XT7fH3J\/2Wh5Gs+NjTV0uysprn5GXj1vYPCaXwN61t5bGnze2w3jwxn4Zk6ZXTey\/k1dGm3xsDbGyU9pNI1s+Bt4IoJCNIT1mbbkfnekfJ68QHXZUjNllvlk6l3wzPyRfc6JzHH\/ltXz0zO1MfZjEkCcLHkTtIygVpodniYvKDsYtiykzoZXREUzscAlxWS2M3K+R3XzrYQaGh5AbOGFXsSPg4yMsBeO76bUed26Wyb7e9Ua+fCkZGpxq9jzJjtuy5Q1KyaIw401JuXS0rSpvqdpdO3Gzbt+x0XYbC4onuWZWaLIAxKJKyOAddHSSITJk6MKjRMZnIighgjJxQVlZSb3bbfnxsiYMa3+BkHgMYoq7rcXiNxzSbbbtu7b3bvnnv5B8NDuGSfIw4r3Rn6fIt+ePuHxpCXlWdzBZQsr+jQxp2k05br2Tp\/w6CPGmCzBll\/AMK3rt3GNRgeNpPmk9mns1a3XxBZML\/wDUJjV7OvmDT8yVeeK15BOUo2mqdVx2+fBu+m6KLW9+68VV8Gh6n\/j0pY5OMW6XUn4pflG58k3B78Us+frymHLBKVx6pUul3XTvva77BceqVrbcBh0k66un9rl0p8K9tr+a+poenemTnJdMGzr65yfXJeb\/AKaWjw9VM9Z6b6fSt7IL6H6D0LqyL8+BrTnHsvqc2e3\/AIr84n9szV4zDzxtm9qIXzuJS05fnI4fLL2xZ4thbJh8HoJaZMRyacpOo57x1PjDy4QLiaOshvQp0JDxrPpLM2nRXHIbpN7gJVdIILdOwOaS3LOewtq8qqjHnwtmje7APEE3ZOWdDtulKOCdXwOC2wpPLa8mXniOdWwtl3PNjv7+0tjxNukm+eFbpK268JN\/IpEOog+kdOxEkRBBKOhEUZFJIgNLGUcQab1CUmc5F3Er0jaGLXf4v4OKougU0i0fzx5L4opyStRt8u6Xl0rOhC\/kr5rbxfJRjZ8HBoDEG1W3InjdDOOYBhvHBd+P4DYmr57\/AFX9C6kgmPf83Aa86bzyS\/ck0vrXgvo9RGdJbO+759tgcLa42NXSaSGWMEoxjKErbr90rbb6n867DSS821K7LhvS6eqfvyJ+o41eyPQanQPD0xc07ey2cvqjM9T0dZPG35scu\/cqvPXXNyjf49Jua6nfblrwmfXNDHHHF+9xpx3d7ce58QwpptXW+z3R6T07VzcXBybXzB9103qdT+3Q9Hwztxk7\/UdR46o1zfY9p6T6bHFGKfKVv+zK9G0bj0zm26SST7JcG05W7s7vL5P8lJ5OpJkEy5XN+yXCOePYnFjsexYFRO1Dji9MnJphTJhNnVSS4Rk58jsG2q9eKSF6FNc0uOQ2aRj63VLuPzEbIR1c9\/8ApnZZhdTq0zLy6hHRy4++TEGWmtnYss1bkrPfcaknJXNqGLuZbUNN7AU92PIFMQTpv28r+BPLlLZ83YSnMaQPl\/Bv1H7Ei36iJCb1gEmBmg7KM8x2dCaDS\/qTjDqjC3zJ1FfF9hfKqfuXaB9JT2nrmFz6iG7CqAO6Hce6JdG5wFwKdFjcognACoTwAZ4x+jpQNKb1ljMaJQzkwAukcvqpR1Fmio0CxO5MJFeo5vvt2+Py+n3HnJRVnaG9Pnj0v9u7pp21083t3v8AozVL6fn\/AEJCRry0uN\/0\/wBXnjUoRaqa6Xde6fL445C6L1Bw\/dB1Kn391X8HnFlaewbDmp2L6F7766km\/j02m1mRTU5vr2+nwBaz1zqmlwv4MzLrv2U+e1e292754+ovrMObC4rLjcHKKlHqVNxfDXgl14prePZtr0\/pTc5dUpWuF434+\/3PdemaRRjdebPC\/wCJ4FL90nXFJ9\/J9J0CtdJK8519dXV+GoTuK24GMbK49M62\/EXx817FZU79O6eSG550jJx5a7gtRnfYF11eOTDeszR5MjLkQDVal0ZeXW0NITyXRtdqqujzWs1nYb1erXJ5vXZ6ezL8Ryd\/js2bf2Es+oF8+dtgXbOiRy0xDVB5Z9hBQ8EZMjQ2J9Dzyg556QtDPTTaTprZ3T8OhfNmKSTE8EyajcDkzi08hTqMpzyO8pwGzjDh9s6LBJndZ5djqpnJK93uCKqZVM0\/stXcRjC13E5MmOQOEtrReRFJTQmpl4m9RnVNwWwSUL3v5CkMm47j3QtmOjjstOIJwG8sGASNFNygSiBlEccQeTGEb9JyQJsZcQE0V5TsVTJUiGQykmlw4sE5SUKuSSpJW6f7t6W\/\/lzv9i+m00nJRSbftW+272DejapYc0JycoSjOLfTFJqOzuLvZ+KryW9TlNT6oybWW5J3Hqkupr9yT2drv8S3Pi+bVLxx67f5\/wCPZemehaTLHDF5HGcupTclUYPp6o0+9pbHjvUMrlOpSc+j9sW99o8ULLZrpm3XdJq\/he4XBjfPx+4ndml6+zJG96LknJwVyaiulLtFW3S9lbb+Z9U9GnUE27fFnzP0Go0e0xaukkuGef3d6XzOfn17b07WRXNAtVmjdo89CT2GJZmkGT6T2+YcbtkyjSM2GoZd5n3fyHsbnuwHWGLq0bGSZka3fuCfDX6wdbk7GNqomzqsD5M7M6OriuXyc1kyjRV\/wNZ4piU275LRz2pln2FnL3YScUhTM2x4mickBmiCBmkDaIQVqy0Ma\/O4TqdJwXqOMwlFGGYKR5er1F7HKRDZ1mgVaytEoLCDavb6q1wt180NIGBRlQaMwNdi6RgwZMZw5jOciyyBwW0skWtxfLj7oShmDRyiXn+F+O\/9UaEW64bbpLvZDnF7FJx25AT+Ifli24NJJ2v63+otlxh4PYDlDAtmATgRhyvHJSi6kna2TquHve\/PK\/kNGK+Hn2B9KKy4T\/YCbT8hsaXf2+\/\/ACyyxce\/0+5ZIb2CwfF2Q7jiA9P1EYN3BTuMkrvZtUpKnyg0cuxLpXmTGno3VHo9DGWzdpef6PKabVNG9odd2Zz9VeePZr2eknaB63VdJkR9SpbPZoRz+pdTH452OXuzcay1oR6o85PW+S8Ncvcf1adTG1k1TEc+qFJ63yjOz+obuwzhpbDmoz2ZeaZE9ULSy2U5mN19gWfKjPyZBnUwvgz8iZflzdRMsllZcX+fmwMoUiNiHLcmRyiF1WBwaTa4T2aaqSTW671WxSc2zQCoqmWUir2BGq6JBWcHAOTQGaGpcAEePK6+oH0Orp1xxtfs\/o\/ocolkFgh9hcCjAs40M40RlggSjhUIlsQol4D58KHLGClBoZmynJhwsXjk9i0kTEwxaORhIRZ2MPDkxoWcmik52NTVi0o7mlUz4omTGRWRZR4+QzObLIpIm+DCNjYbqFYlmwKT8NrNQ1ptU75M2AWHP0BeZjXuxvLX0qFZa4SyTYtKQ\/EmOXv91pf7aIlrDL6i8Jsr6llaUNWdknYjElzdpGw\/tg36tM6WagCYKbp\/MackvY7zMXnbdVbeyXv8A6jQvnW48mEvWl5yfF7Xx9gdhWD6Sn6S\/ENndL53q6v+i0UXUQy4CsYFMwzBbCuVhgUMkiyR2f\/Z\" alt=\"Resultado de imagen de En todas las regiones del espacio interestelar donde existen objetos de enormes densidades y estrellas supermasiva\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de En todas las regiones del espacio interestelar donde existen objetos de enormes densidades y estrellas supermasiva\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de En todas las regiones del espacio interestelar donde existen objetos de enormes densidades y estrellas supermasiva\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En todas las regiones del espacio interestelar donde existen objetos de enormes densidades y estrellas supermasivas se pueden producir sucesos de inmensas energ\u00edas y, en regiones de gas y polvo de muchos a\u00f1os-luz de di\u00e1metro, es donde surgen los Sistemas solares que contienen planetas aptos para la vida.<\/p>\n<p style=\"text-align: justify;\">\u00bfPor qu\u00e9 nuestro Universo no es mucho m\u00e1s viejo de lo que parece ser? Es f\u00e1cil entender por qu\u00e9 el Universo no es mucho m\u00e1s joven. Las estrellas tardan mucho tiempo en formarse y producir elementos m\u00e1s pesados que son las que requiere la complejidad biol\u00f3gica. Pero los universos viejos tambi\u00e9n tienen sus problemas. Conforme para el tiempo en el Universo el proceso de formaci\u00f3n de estrellas se frena. Todo el gas y el polvo c\u00f3smico que constituyen las materias primas de las estrellas hab\u00edan sido procesados por las estrellas y lanzados al espacio intergal\u00e1ctico donde no pueden enfriarse y fundirse en nuevas estrellas. Pocas estrellas hacen que, a su vez, tambi\u00e9n sean pocos los sistemas solares y los planetas.<\/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:\/\/w2.fisica.unam.mx\/gluon\/images\/page\/att2.jpg\" alt=\"\" width=\"300\" height=\"300\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nuestro Sol es una estrella de tercera o cuarta generaci\u00f3n. As\u00ed lo confirman los materiales que existen en el Sistema solar que son complejos y creados por una Supernova o Hipernova, de otra manera, reinar\u00eda s\u00f3lo el Hidr\u00f3geno y el Helio en Lugar de estar presentes el plomo y el Uranio&#8230; por Ejemplo.<\/p>\n<p style=\"text-align: justify;\">Los planetas que se forman son menos activos que los que se formaron antes, la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> va debilitando la energ\u00eda del sistema para realizar trabajo. La producci\u00f3n de elementos radiactivos en las estrellas disminuir\u00e1, y los que se formen tendr\u00e1n semividas m\u00e1s largas. Los nuevos planetas ser\u00e1n menos activos geol\u00f3gicamente y carecer\u00e1n de muchos de los movimientos internos que impulsan el vulcanismo, la deriva continental y la elevaci\u00f3n de las monta\u00f1as en el planeta. Si esto tambi\u00e9n hace menos probable la presencia de un campo magn\u00e9tico en un planeta, entonces ser\u00e1 muy poco probable que la vida evolucione hasta formas complejas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Vientos estelares\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Vientos estelares\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Vientos estelares\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Vientos estelares\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/sp.rian.ru\/images\/14802\/89\/148028943.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Las estrellas t\u00edpicas como el Sol, emiten desde su superficie un viento de part\u00edculas cargadas el\u00e9ctricamente que barre los atm\u00f3sferas de los planetas en \u00f3rbitas a su alrededor y a menos que el viento pueda ser desviado por un campo magn\u00e9tico, los posibles habitantes de ese planeta lo podr\u00edan tener complicado soportando tal lluvia de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a>. En nuestro sistema solar el campo magn\u00e9tico de la Tierra ha protegido su atm\u00f3sfera del viento solar, pero Marte, que no est\u00e1 protegido por ning\u00fan campo magn\u00e9tico, perdi\u00f3 su atm\u00f3sfera hace tiempo.<\/p>\n<p style=\"text-align: justify;\">Probablemente no es f\u00e1cil mantener una larga vida en un planeta del Sistema solar. Poco a poco hemos llegado a apreciar cu\u00e1n precaria es. Dejando a un lado los intentos que siguen realizando los seres vivos de extinguirse a s\u00ed mismos, agotar los recursos naturales, propagan infecciones letales y venenos mortales y emponzo\u00f1ar la atm\u00f3sfera, tambi\u00e9n existen series amenazas exteriores.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/i.space.com\/images\/i\/5606\/i02\/asteroid-sizes-100831-02.jpg\" alt=\"\" width=\"510\" height=\"420\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Como ver\u00e9is no estamos a salvo y, cualquier colisi\u00f3n entre estos pedruzcos los puede desviar hacia nosotros y las consecuencias\u2026<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La mayor\u00eda de asteroides, incluyendo Vesta, est\u00e1n en el cintur\u00f3n de asteroides que se sit\u00faa entre Marte y J\u00fapiter. Otros asteroides giran en c\u00edrculos mas cerca del Sol que de la Tierra, mientras que un gran n\u00famero de ellos comparten orbitas planetaria. Dada esta gran variedad de asteroides, algunos particularmente extra\u00f1os han sido descubiertos en los \u00faltimos dos siglos desde que el primer asteroide fuera descubierto (Ceres en 1801).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Cometas peligrosos\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Cometas peligrosos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los movimientos de cometas y asteroides, a pesar de tener la defensa de J\u00fapiter, son una serie y cierta amenaza para el desarrollo y persistencia de vida inteligente en las primeras etapas. Los impactos no han sido infrecuentes en el pasado lejano de la Tierra habiendo tenido efectos catastr\u00f3ficos. Somos afortunados al tener la protecci\u00f3n de la luna y de la enorme masa de J\u00fapiter que atrae hacia s\u00ed los cuerpos que llegan desde el exterior desvi\u00e1ndolos de su probable trayectoria hacia nuestro planeta.<\/p>\n<p style=\"text-align: justify;\">La ca\u00edda en el Planeta de uno de estos enormes pedruscos podr\u00eda producir extinciones globales y retrasar en millones de a\u00f1os la evoluci\u00f3n, o, por el contrario, evitar que siga cualquier clase de evoluci\u00f3n produciendo la extinci\u00f3n total y dejando la Tierra como un planeta muerto.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F12%2F06%2Flas-cosas-del-universo-siempre-nos-han-fascinado-2%2F&amp;title=Las+cosas+del+Universo+siempre+nos+han+fascinado' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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