{"id":31563,"date":"2023-11-14T07:13:59","date_gmt":"2023-11-14T06:13:59","guid":{"rendered":"https:\/\/www.emiliosilveravazquez.com\/blog\/?p=31563"},"modified":"2023-11-14T07:13:59","modified_gmt":"2023-11-14T06:13:59","slug":"el-universo-su-destino-y-la-vida-5","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2023\/11\/14\/el-universo-su-destino-y-la-vida-5\/","title":{"rendered":"El Universo, su destino y la Vida"},"content":{"rendered":"<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/i.imgur.com\/vYikJoC.png\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/xvxdMFW.png\" width=\"758\" height=\"145\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/52\/Big_crunch.png\/250px-Big_crunch.png\" alt=\"Destino final del universo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/scontent.fsvq2-1.fna.fbcdn.net\/v\/t1.6435-9\/79855410_118701009614892_1185261749352267776_n.jpg?_nc_cat=111&amp;ccb=1-7&amp;_nc_sid=dd63ad&amp;_nc_ohc=9fXmX4fOtu8AX9m3Ki-&amp;_nc_ht=scontent.fsvq2-1.fna&amp;oh=00_AfBq85xx1gDlSmu89UIdS1jPBlEOyyT20EZQBSuTlGXMPQ&amp;oe=657A94B1\" \/><\/p>\n<p>La expansi\u00f3n har\u00e1 que los objetos se separen los unos de los otros, y, llegar\u00e1 a un punto en el que la temperatura alcanzar\u00e1 el Cero Absoluto (-273,15 \u00baC), y nada, ni los \u00e1tomos se mover\u00e1n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">No podemos saber cu\u00e1ndo, pero s\u00ed tenemos una idea aproximada de c\u00f3mo ser\u00e1 el final. El universo es todo lo que existe, incluyendo el espacio, el tiempo y la materia. El estudio del universo es la cosmolog\u00eda, que distingue entre el Universo con \u201cU\u201d may\u00fascula, significando el cosmos y su contenido, y el universo con \u201cu\u201d min\u00fascula, que es normalmente un modelo matem\u00e1tico deducido de alguna teor\u00eda. El universo real est\u00e1 constituido en su mayor\u00eda por espacios aparentemente vacios, existiendo materia concentrada en galaxias formadas por estrellas y gas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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\" alt=\"Por qu\u00e9 la velocidad con la que se expande el universo causa ...\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"Las provocadoras teor\u00edas alternativas al Big Bang que plantean que ...\" width=\"395\" height=\"221\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Un telescopio espacial complet\u00f3 el mapa m\u00e1s detallado del universo ...\" width=\"276\" height=\"207\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS-oZJPPeu2jUiRyPlvlwCJW6GoeqNdhOjGIQ&amp;usqp=CAU\" alt=\"Llega la luz de las estrellas hasta la Tierra o la vemos en la ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El universo se est\u00e1 expandiendo, de manera que el espacio entre las galaxias est\u00e1 aumentando gradualmente, provocando un desplazamiento al rojo cosmol\u00f3gico en la luz procedente de los objetos distantes &#8211; Los objetos que se alejan, desplazan su luz hacia el rojo. Si se acercan, su luz se desplaza hacia el azul.-(<strong>Efecto Doppler).<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" title=\"efecto_doppler\" src=\"http:\/\/mentescuriosas.es\/wp-content\/uploads\/2010\/01\/estrellas-doppler.jpg\" alt=\"efecto_doppler\" width=\"320\" height=\"262\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Con la imagen de arriba, tienes un buen ejemplo del comportamiento del Efecto Doppler con cuerpos en el espacio.<\/p>\n<p style=\"text-align: justify;\">Existe una evidencia creciente de que el espacio est\u00e1 o puede estar lleno de una materia invisible, \u201c<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u201d, que puede constituir muchas veces la masa total de las galaxias visibles (materia bari\u00f3nica). Sabemos que el origen m\u00e1s probable del universo est\u00e1 en la teor\u00eda conocida como del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> que, a partir de una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> de una densidad y energ\u00eda infinita, hace ahora unos 13.700 millones de a\u00f1os, surgi\u00f3 una inmensa bola de fuego que desde entonces no ha dejado de expandirse y enfriarse.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"El Tel\u00e9grafo - Noticias del Ecuador y del mundo - El Universo se ...\" width=\"369\" height=\"174\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT3R3uBhJ29o42yCobcfTLjWt4X5QLc_9MAZw&amp;usqp=CAU\" alt=\"El universo puede estar expandi\u00e9ndose m\u00e1s r\u00e1pido de lo que se ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En el proceso, naci\u00f3 el tiempo y el espacio, surgieron las primeros <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> que pudieron unirse para formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que formaron los primeros n\u00facleos y, cuando estos n\u00facleos fueron rodeados por los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, nacieron los \u00e1tomos que evolucionando y junt\u00e1ndose hicieron posible la materia; todo ello, interaccionado por cuatro fuerzas fundamentales que, desde entonces, por la rotura de la simetr\u00eda original divididas en cuatro parcelas distintas, rigen el universo. La <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> responsable de mantener unidos los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, la <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a>, responsable de la <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a> natural desintegrando elementos como el uranio, el electromagnetismo que es el responsable de todos los fen\u00f3menos el\u00e9ctricos y magn\u00e9ticos, y la fuerza de gravedad que mantiene unidos los planetas y las galaxias.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/eltamiz.com\/wp-content\/uploads\/2008\/03\/geometria-del-universo.jpg\" alt=\"Imagen\" width=\"557\" height=\"501\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Pero hemos llegado a saber que el universo podr\u00e1 ser plano, abierto o cerrado. Un universo que siempre se expande y tiene una vida infinita es abierto. Esto es un universo de Friedmann que postul\u00f3 que el nuestro ten\u00eda una densidad menor que la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a>.<\/p>\n<p style=\"text-align: justify;\">El universo cerrado es el que es finito en tama\u00f1o, tiene una vida finita y en el que el espacio est\u00e1 curvado positivamente. Un universo de Friedman con la densidad mayor que la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/f\/fc\/Thunder_lightning_Garajau_Madeira_289985700.jpg\/1024px-Thunder_lightning_Garajau_Madeira_289985700.jpg\" alt=\"\" width=\"662\" height=\"488\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El universo en expansi\u00f3n es el que el espacio entre los objetos est\u00e1 aumentando continuamente. En el universo real, los objetos vecinos como los pares de galaxias pr\u00f3ximas entre s\u00ed no se separan debido a que su atracci\u00f3n gravitatoria mutua supera los efectos de la expansi\u00f3n cosmol\u00f3gica (el caso de la V\u00eda L\u00e1ctea y Andr\u00f3meda). No obstante, la distancia entre dos galaxias muy separadas, o entre dos c\u00famulos de galaxias, aumenta con el paso del tiempo y la expansi\u00f3n imparable del universo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/1.bp.blogspot.com\/-bxbdSqjqWf8\/Th3ZXbfdTPI\/AAAAAAAA0GA\/DTf34tPvd_Y\/s1600\/abell-hubble-566x580.jpg\" alt=\"http:\/\/1.bp.blogspot.com\/-bxbdSqjqWf8\/Th3ZXbfdTPI\/AAAAAAAA0GA\/DTf34tPvd_Y\/s1600\/abell-hubble-566x580.jpg\" width=\"390\" height=\"400\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El universo real est\u00e1 en funci\u00f3n de la <strong><a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a><\/strong> que es la densidad media de materia requerida para que la gravedad detenga la expansi\u00f3n del universo. Un universo con una densidad muy baja se expandir\u00e1 para siempre, mientras que uno con densidad muy alta colapsara finalmente. Un universo con exactamente la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a>, alrededor de 10<sup>-29<\/sup>g\/cm<sup>3<\/sup>, es descrito por el modelo de universo de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>-de Sitter, que se encuentra en la l\u00ednea divisoria de estos dos extremos. Pero la densidad media de materia que puede ser observada directamente en nuestro universo no representa la cantidad necesaria para generar la fuerza de gravedad que se observa en la velocidad de alejamiento de las galaxias, que necesita mucha m\u00e1s materia que la observada para generar esta fuerza gravitatoria, lo que nos da una prueba irrefutable de que ah\u00ed fuera, en el espacio entre galaxias, est\u00e1 oculta esa otra materia invisible, la \u201c<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u201d, que nadie sabe lo que es, c\u00f3mo se genera o de qu\u00e9 esta hecha.<\/p>\n<p>&nbsp;<\/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<img decoding=\"async\" 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\" alt=\"La Expansi\u00f3n M\u00e9trica Del Espacio. La Ilustraci\u00f3n Muestra Del ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTZLlHBgqPQ4Q12zaNL2u9RD6vCRtxfk0BgBw&amp;usqp=CAU\" alt=\"El Universo se expande? - Brainly.lat\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">As\u00ed que, cuando seamos capaces de abrir esa puerta cerrada ante nuestras narices, podremos por fin saber la clase de universo que vivimos; si es plano, si es abierto e infinito, o si es un universo que, por su contenido enorme de materia es curvo y cerrado.<\/p>\n<p style=\"text-align: justify;\">Pero la respuesta a la pregunta, a\u00fan sin saber exactamente cu\u00e1l es la <strong><a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a><\/strong> del universo, s\u00ed podemos contestarla en dos vertientes, en la seguridad de que al menos una de las dos es la verdadera.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/1.bp.blogspot.com\/_H5ZaOhZvc3Y\/TOx8cGr5sWI\/AAAAAAAAHh8\/XFqvJXUS4xE\/s1600\/Final+Destination+5+-+2.jpg\" alt=\"http:\/\/1.bp.blogspot.com\/_H5ZaOhZvc3Y\/TOx8cGr5sWI\/AAAAAAAAHh8\/XFqvJXUS4xE\/s1600\/Final+Destination+5+-+2.jpg\" width=\"682\" height=\"454\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0Claro que, cuando hablamos de destino final&#8230;, a nadie le gusta sin importar cual pueda ser \u00e9ste<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>El destino final ser\u00e1:<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><iframe loading=\"lazy\" title=\"ENTROP\u00cdA \ud83e\uddff | El Desorden y el Big Freeze: \u00bfun viaje a la Muerte T\u00e9rmica del Universo?\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/TyrWgtty5ko?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<div>\n<div><\/div>\n<p>Mapa conceptual de la relaci\u00f3n de <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> con la segunda ley de la termodin\u00e1mica y la energ\u00eda libre de Gibbs. La muerte T\u00e9rmica del Universo<\/p>\n<\/div>\n<p style=\"text-align: justify;\">a) Si el universo es abierto y se expande para siempre, cada vez se har\u00e1 m\u00e1s frio, las galaxias se alejar\u00e1n las unas de las otras, la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> har\u00e1 desaparecer la energ\u00eda y el fr\u00edo ser\u00e1 tal que la temperatura alcanzar\u00e1 el cero absoluto, -273\u00baK. La vida no podr\u00e1 estar presente.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/evoluciondeluniverso.weebly.com\/uploads\/9\/8\/5\/5\/9855003\/7057179_orig.jpg\" alt=\"Big Crunch - LA EVOLUCION DEL UNIVERSO\" width=\"541\" height=\"541\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">b) Si el universo es cerrado por contener una mayor cantidad de materia, llegar\u00e1 un momento en que la fuerza de gravedad detendr\u00e1 la expansi\u00f3n de las galaxias, que poco a poco se quedar\u00e1n quietas y muy lentamente, comenzaran a moverse en el sentido inverso; correr\u00e1n ahora las unas hacia las otras hasta que un d\u00eda, a miles de millones de a\u00f1os en el futuro, todo la materia del universo se unir\u00e1 en una enorme bola de fuego, el <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>. Se formar\u00e1 una enorme concentraci\u00f3n de materia de energ\u00eda y densidad infinitas. Habr\u00e1 dejado de existir el espacio y el tiempo. Nacer\u00e1 una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> que, seguramente, dar\u00e1 lugar a otro <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. Todo empezar\u00e1 de nuevo, otro universo, otro ciclo \u00bfpero aparecer\u00e1mos tambi\u00e9n nosotros en ese nuevo universo?<\/p>\n<p style=\"text-align: justify;\">Esta pregunta s\u00ed que no s\u00e9 contestarla.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/3.bp.blogspot.com\/-GV-zk7cSuAo\/TdiC9s2OS1I\/AAAAAAAAAC0\/TJ_VM2vW4Vw\/s1600\/extraterrestres.jpg\" alt=\"\" width=\"450\" height=\"338\" \/><\/p>\n<p style=\"text-align: center;\"><strong>Pero, podr\u00edan ser ellos los que vinieran a rescatarnos<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">As\u00ed las cosas, no parece que el futuro de la Humanidad sea muy alentador. Claro que los optimistas nos hablan de hiperespacio y universos paralelos a los que, para ese tiempo, ya habremos podido desplazarnos garantizando la continuidad de la especie Humana. Bien pensado, si no fuera as\u00ed \u00bfpara qu\u00e9 tantas dificultades vencidas y tantas calamidades pasadas? \u00bfPara terminar congelados o consumidos por un fuego abrasador?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/4.bp.blogspot.com\/_eqb8qL2GKZc\/SwWkkDDALgI\/AAAAAAAACSs\/LKgpCnAvOcc\/s1600\/hyperspace.jpg\" alt=\"http:\/\/4.bp.blogspot.com\/_eqb8qL2GKZc\/SwWkkDDALgI\/AAAAAAAACSs\/LKgpCnAvOcc\/s1600\/hyperspace.jpg\" width=\"326\" height=\"312\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Si descubrimos como burlar la velocidad de la luz a trav\u00e9s del hiperespacio, es posible que podamos visitar otras galaxias y, \u00bfpor qu\u00e9 no? incluso Universos paralelos que, llegado el momento no podr\u00eda evitar el mal trago de ese final previsto para nuestro Universo. Sin embargo, dudo mucho que podamos llegar tan lejos (no en lo del hiperespacio -que tambi\u00e9n- sino en ese final presentido que&#8230;\u00a1nos queda tan lejos!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Google Maps te lleva al hiperespacio cambiando entre planetas\" \/><img decoding=\"async\" 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\" alt=\"Cient\u00edficos presentan un nuevo m\u00e9todo para descubrir agujeros de ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Una cosa est\u00e1 muy clara, se puede comentar sobre el tema pero, contestar a esas preguntas&#8230;\u00a1Qui\u00e9n pudiera contestar a eso! Sin embargo, est\u00e1 bien pensar en lo que ser\u00e1 el futuro pero, sin perder de vista lo que fue el pasado. En nuestro sistema solar la vida se desarroll\u00f3 por primera vez sorprendentemente pronto tras la formaci\u00f3n de un entorno terrestre hospitalario. Muchos fueron los par\u00e1metros y las circunstancias que tuvieron que concurrir para hacerlo posible.<\/p>\n<p style=\"text-align: justify;\">El secreto reside en el tiempo biol\u00f3gico necesario para desarrollar la vida y el tiempo necesario para desarrollar estrellas de segunda generaci\u00f3n y siguientes que en <a href=\"#\" onclick=\"referencia('nova',event); return false;\">novas<\/a> y supernovas cristalicen los materiales complejos necesarios para la vida. Partir del Hidr\u00f3geno y el Helio se formaron el Litio, Berilio, Carbono, Oxigeno y una larga lista de elementos de los que una parte, est\u00e1n en nosotros.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/2.bp.blogspot.com\/_R4bh-saiVUI\/TU7Z_Zf8Z5I\/AAAAAAAAABA\/v5sGYyR_gNw\/s1600\/seguros+vida.jpg\" alt=\"\" width=\"350\" height=\"200\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Escenas como esta son posibles gracias a que, en las estrellas se formaron los materiales que, miles de a\u00f1os m\u00e1s tarde, conformaron un planeta como la Tierra que, situado a la distancia adecuada de su estrella madre, y con una atm\u00f3sfera adecuada y abundante agua l\u00edquida, posibilit\u00f3 el surgir de la vida que evolucion\u00f3 hasta lo que arriba contemplamos. Un alto grado de Humanidad y sentimientos.<\/p>\n<p style=\"text-align: justify;\">Parece que la similitud en los \u201ctiempos\u201d no es una simple coincidencia. El argumento, en su forma m\u00e1s simple, lo introdujo Brandon Carter y lo desarroll\u00f3 John D. Barrow por un lado y por Frank Tipler por otro. Al menos, en el primer sistema solar habitado observado, \u00a1el nuestro!, parece que s\u00ed hay alguna relaci\u00f3n entre el tiempo de evoluci\u00f3n de las estrellasd y el tiempo de evoluci\u00f3n de la vida que fue la consecuencia de aquella primera fase, sin los materiales estelares, la vida no podr\u00eda haber aparecido tal como la conocemos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQSvfUkRcl0zv7HKnW_K7v0Pz_jJuRai1WjCQ&amp;usqp=CAU\" alt=\"La Tierra y su energ\u00eda : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT-IyIBpZCKhdMv1HagoXrwLmaD7XP47VznuA&amp;usqp=CAU\" alt=\"Blog de CMC: Origen del universo y nuestro planeta (4)\" width=\"506\" height=\"373\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTOylc8J7metT8nFD-vYVQKT61fNFuDOi1lrw&amp;usqp=CAU\" alt=\"Nueva evidencia de que antiguo asteroide caus\u00f3 una tormenta de ...\" \/><\/p>\n<p style=\"text-align: justify;\">La evoluci\u00f3n de una atm\u00f3sfera planetaria que sustente la vida requiere una fase inicial durante la cual el ox\u00edgeno es liberado por la fotodisociaci\u00f3n de vapor de agua. En la Tierra esto necesit\u00f3 2.400 millones de a\u00f1os y llev\u00f3 el ox\u00edgeno atmosf\u00e9rico a aproximadamente una mil\u00e9sima de su valor actual. Cabr\u00eda esperar que la longitud de esta fase fuera inversamente proporcional a la intensidad de la radiaci\u00f3n en el intervalo de longitudes de onda del orden de 1000-2000 \u00e1ngstroms, donde est\u00e1n los niveles moleculares clave para la absorci\u00f3n de agua.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRIe_iu3QaA5QdVsq2Jvlhx3kCC5_Fdeq3zXQ&amp;usqp=CAU\" alt=\"El experimento de Miller y el origen de la vida \u2013 A cuento de las ...\" width=\"516\" height=\"198\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Fij\u00e9monos en Venus y Marte, ninguno de los dos tiene una atm\u00f3sfera como la de la Tierra. La atm\u00f3sfera es un sistema ca\u00f3tico y complejo, y la tarea cient\u00edfica de comprenderlo en su globalidad, y en los tres planetas hermanos, promete ser larga, aunque eso s\u00ed, apasionante. Y necesaria. Parece que Marte pudo tenerla en el pasado y, albergamos la esperanza de que en su interior, pueda albergar alguna clase de vida.<\/p>\n<p style=\"text-align: justify;\">En el p\u00e1rrafo arriba de la imagen exponemos un simple modelo que indica indica la ruta que vincula las escalas del tiempo bioqu\u00edmico de evoluci\u00f3n de la vida y la del tiempo astrof\u00edsico que determina el tiempo requerido para crear un ambiente sustentado por una estrella estable que consume hidr\u00f3geno en la secuencia principal y env\u00eda luz y calor a los planetas del Sistema Solar que ella misma forma como objeto principal.<\/p>\n<p>&nbsp;<\/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<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Es la vida \u00abinevitable\u00bb en el Universo? - Ciencia y Tecnolog\u00eda\" width=\"441\" height=\"269\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">A muchos les cuesta trabajo admitir la presencia de vida en el universo como algo natural y corriente, ellos abogan por la inevitabilidad de un universo grande y fr\u00edo en el que es dif\u00edcil la aparici\u00f3n de la vida, y en el supuesto de que \u00e9sta aparezca, ser\u00e1 muy parecida a la nuestra, o, al menos eso creo (al decir parecida me refiero a que en lo b\u00e1sico posiblemente se\u00e1mos parecidos biol\u00f3gicamente hablando, en las formas, \u00bfQui\u00e9n sabe? Como aqu\u00ed mismo en la Tierra, en otros mundos puede existir una gran diversidad de formas de vida.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/media.tenor.com\/gFxKhGuS_00AAAAC\/space-final.gif\" alt=\"Space Final GIF - Space Final - Discover &amp; Share GIFs\" width=\"439\" height=\"804\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Nos lo podemos imaginar pero&#8230; Lo que se dice saberlo&#8230;. \u00a1No lo sabemos!<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los bi\u00f3logos, sin embargo, parecen admitir sin problemas la posibilidad de otras formas de vida, pero no est\u00e1n tan seguros de que sea probable que se desarrollen espont\u00e1neamente, sin un empuj\u00f3n de formas de vida basadas en el carbono. La mayor\u00eda de las estimaciones de la probabilidad de que haya inteligencias extraterrestres en el universo se centran en formas de vida similares a nosotros que habiten en planetas parecidos a la Tierra y que necesiten agua y ox\u00edgeno o similar con una atm\u00f3sfera gaseosa y las dem\u00e1s condiciones de la distancia entre el planeta y su estrella, la radiaci\u00f3n recibida, etc. En este punto, parece l\u00f3gico recordar que antes de 1.957 se descubri\u00f3 la coincidencia entre los valores de las <strong>constantes de la Naturaleza<\/strong> que tienen importantes consecuencias para la posible existencia de carbono y ox\u00edgeno, y con ello para la vida en el universo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/2.bp.blogspot.com\/-muJQAJHUQIs\/TdMAm2YDOBI\/AAAAAAAAASw\/1mYhwVmj3eM\/s1600\/vida-en-otros-planetas.jpg\" alt=\"\" width=\"622\" height=\"466\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>La Vida, en el inmenso Universo, que tiene cientos de miles de millones de mundos repartidos por las galaxias, debe ser cosa cotidiana<\/p>\n<p style=\"text-align: justify;\">Hay una coincidencia o curiosidad adicional que existe entre el tiempo de evoluci\u00f3n biol\u00f3gico y la astronom\u00eda. Puesto que no es sorprendente que las edades de las estrellas t\u00edpicas sean similares a la edad actual del universo, hay tambi\u00e9n una aparente coincidencia entre la edad del universo y el tiempo que ha necesitado para desarrollar formas de vida como nosotros.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Tema 10 El Paleol\u00edTico Nuestros Antepasados M\u00e1S Remotos\" width=\"582\" height=\"436\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Si miramos retrospectivamente cu\u00e1nto tiempo han estado en escena nuestros ancestros inteligentes (Homo Sapiens y Homo Sapiens) vemos que han sido s\u00f3lo unos doscientos mil a\u00f1os, mucho menos que la edad del universo, trece mil millones de a\u00f1os, o sea, menos de dos cent\u00e9simos de la Historia del Universo. Pero si nuestros descendientes se prolongan en el futuro indefinidamente, la situaci\u00f3n dar\u00e1 la vuelta y cuando se precise el tiempo que llevamos en el universo, se hablar\u00e1 de miles de millones de a\u00f1os. \u00bfdejaremos que sea as\u00ed? o, por el contrario, pondremos todos los medios para evitarlo?<\/p>\n<p>Emilio silvera<\/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%2F2023%2F11%2F14%2Fel-universo-su-destino-y-la-vida-5%2F&amp;title=El+Universo%2C+su+destino+y+la+Vida' 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%2F2023%2F11%2F14%2Fel-universo-su-destino-y-la-vida-5%2F&amp;title=El+Universo%2C+su+destino+y+la+Vida' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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No podemos saber cu\u00e1ndo, pero s\u00ed tenemos una idea aproximada de c\u00f3mo ser\u00e1 el [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/31563"}],"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=31563"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/31563\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=31563"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=31563"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=31563"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}