{"id":27411,"date":"2021-11-16T06:21:12","date_gmt":"2021-11-16T05:21:12","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27411"},"modified":"2021-11-16T06:21:12","modified_gmt":"2021-11-16T05:21:12","slug":"biologia-de-las-estrellas-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/11\/16\/biologia-de-las-estrellas-3\/","title":{"rendered":"Biolog\u00eda de las estrellas"},"content":{"rendered":"<p style=\"text-align: justify;\"><strong>\u00bfEs viejo el Universo?<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Astrof\u00edsica y F\u00edsica: \u00bfD\u00f3nde est\u00e1 la Nebulosa Cabeza de Caballo?\" \/><img decoding=\"async\" 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alt=\"Universo Astronomia - Home | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS5K4Ml0sdswaahpm3SLedB80ZPTZq733_TtATuBBizrVRWuJWDKB0_K1rMt6cxbz3Su18&amp;usqp=CAU\" alt=\"Incre\u00edble imagen de Zeta Ophiuchi: La estrella fugitiva - VIX\" \/><img decoding=\"async\" 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\" alt=\"Vientos de las estrellas, vientos estelares \u2014 Astronoo\" \/><\/p>\n<p style=\"text-align: justify;\">Nuevas estrellas, vientos estelares, radiaci\u00f3n, energ\u00edas, estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> o <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a>, <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, enanas rojas y blancas, \u00bfestrellas de Quarks? \u00bf<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/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&#8230; El espacio-tiempo, las fuerzas fundamentales de la Naturaleza&#8230;\u00a1La Vida!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Obstinados navegantes en oc\u00e9anos de incertidumbre: EL TAMA\u00d1O DEL UNIVERSO\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las medidas de la expansi\u00f3n del universo no cuadran\" \/><\/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<blockquote>\n<div><img decoding=\"async\" loading=\"lazy\" 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\" alt=\"George Johnstone Stoney - Wikipedia, la enciclopedia libre\" width=\"145\" height=\"208\" data-deferred=\"1\" data-iml=\"781.2000000029802\" data-atf=\"true\" \/><\/div>\n<\/blockquote>\n<div data-ved=\"2ahUKEwitoYH_jpz0AhULNBoKHSnxCtYQMygGegQIARAd\" data-hveid=\"CAEQHQ\" data-ictx=\"1\" data-id=\"IH8_Z1ZCOo9y1M\" data-ri=\"6\" data-tbnid=\"IH8_Z1ZCOo9y1M\" data-ct=\"0\" data-cb=\"12\" data-cl=\"3\" data-cr=\"3\" data-tw=\"201\" data-ow=\"640\" data-oh=\"800\" data-os=\"-2\">\u00a0 \u00a0\u00a0<a title=\"Planck y las unidades naturales | la belle physique\" href=\"https:\/\/labellephysique.wordpress.com\/2018\/01\/05\/planck-y-las-unidades-naturales\/\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwitoYH_jpz0AhULNBoKHSnxCtYQr4kDegQIARAe\">Planck y las unidades naturales\u00a0<\/a>\u00a0<a title=\"George Johnstone Stoney - Wikipedia, la enciclopedia libre\" href=\"https:\/\/es.wikipedia.org\/wiki\/George_Johnstone_Stoney\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwitoYH_jpz0AhULNBoKHSnxCtYQr4kDegQIARAg\">George Johnstone Stoney\u00a0<\/a><\/div>\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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Registran la mayor explosi\u00f3n de rayos gamma a tan solo 1.000 millones de  a\u00f1os luz\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La explosi\u00f3n de rayos gamma m\u00e1s energ\u00e9tica y larga jam\u00e1s vista\" \/><\/p>\n<p style=\"text-align: justify;\">A lo 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=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/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=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/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<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/-DO9Y3TQHCmQ\/UN0d3YPJJbI\/AAAAAAAACY0\/Rnnrs417vy8\/s1600\/vida.jpg\" alt=\"Biolog\u00eda, estrellas, unidades naturales\u2026, !Universo\u00a1 : Blog de Emilio  Silvera V.\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><em>La edad actual del Universo visible \u2248 10<sup>60<\/sup>\u00a0tiempos de Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><em>Tama\u00f1o actual del Universo visible \u2248 10<sup>60<\/sup>\u00a0longitudes de Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><em>La masa actual del Universo visible \u2248 10<sup>60<\/sup>\u00a0masas 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>\u00a0de 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>\u00a0de la Planck<\/em><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mec\u00e1nica cu\u00e1ntica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00famulo Abell 2218 - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Desde lo muy peque\u00f1o hasta lo muy grande<\/p>\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=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> y la mec\u00e1nica cu\u00e1ntica es el fugaz breve <a href=\"#\" onclick=\"referencia('planck tiempo de',event); return false;\">tiempo de Planck<\/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;\"><img decoding=\"async\" src=\"https:\/\/curiosoando.com\/wp-content\/uploads\/2018\/03\/nube_de-formaci%C3%B3n_estelar_Serpiente.jpg\" alt=\"C\u00f3mo se determina la masa de una estrella? - Curiosoando\" \/><\/p>\n<p style=\"text-align: justify;\">En todas las regiones del espacio interestelar donde existen objetos de enormes densidades y estrellas super-masivas 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. Los planetas que se forman son menos activos que los que se formaron antes, la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/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;\"><img decoding=\"async\" src=\"https:\/\/iaaa.org\/CygnusX1\/wp-content\/uploads\/2017\/12\/2017-12-18_5a37a2e3bc7b8_20171218-Zeta-Ophiuchi.jpg\" alt=\"Zeta Ophiuchi (Zeta Oph) \u2013 International Association of Astronomical Artists\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0 Zeta Oph, una colosal estrella cuyo viento estelar deja una huella espectacular en el espacio circundante.<\/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=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/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<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Asteroids and comets to scale - Planetary Habitability Laboratory @ UPR  Arecibo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Sofista: A 700 kil\u00f3metros bajo el cometa Hartley 2\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><em>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Credit: Emily Lakdawalla\/Ted Stryk<\/em><\/p>\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;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQaOASv5am1dIHP_UxiPF0rpsMgW-xQ4-sTOw&amp;usqp=CAU\" alt=\"El cometa Siding Spring rozar\u00e1 Marte | Meteoritos y ciencias planetarias |  SciLogs | Investigaci\u00f3n y Ciencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTXszNo6Wu02GYG4Wp3LBP7bPq6A_QEysZAoA&amp;usqp=CAU\" alt=\"Obstinados navegantes en oc\u00e9anos de incertidumbre: septiembre 2017\" \/><\/p>\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 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%2F2021%2F11%2F16%2Fbiologia-de-las-estrellas-3%2F&amp;title=Biolog%C3%ADa+de+las+estrellas' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Lo que todo lo contiene, ah\u00ed est\u00e1n presentes todas las cosas que existen y las que tienen que existir&#8230; El espacio-tiempo, las fuerzas fundamentales de la [&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":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27411"}],"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=27411"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27411\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27411"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27411"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27411"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}