{"id":4251,"date":"2022-02-16T16:19:34","date_gmt":"2022-02-16T15:19:34","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=4251"},"modified":"2022-02-16T06:10:45","modified_gmt":"2022-02-16T05:10:45","slug":"todo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/02\/16\/todo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el\/","title":{"rendered":"Todo lo que existe est\u00e1 en el Universo; por \u00e9so hablamos tanto de \u00e9l."},"content":{"rendered":"<p style=\"text-align: justify;\">El fil\u00f3sofo existencialista Kart Jaspers se sinti\u00f3 provocado por los escritos de Eddington a considerar el significado de nuestra existencia en un lugar particular en una \u00e9poca particular de la historia c\u00f3smica.<\/p>\n<p style=\"text-align: justify;\">En su influyente libro \u201cOrigen y meta de la historia\u201d, escrito en 1.949, poco despu\u00e9s de la muerte de Eddington, pregunta:<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Karl Jaspers - Wikipedia, la enciclopedia libre\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u201c\u00bfPor qu\u00e9 vivimos y desarrollamos nuestra historia en este punto concreto del espacio infinito, en un min\u00fasculo grano de polvo en el Universo, un rinc\u00f3n marginal? \u00bfPor qu\u00e9 precisamente ahora en el tiempo infinito? Estas son cuestiones cuya insolubilidad nos hace conscientes de un enigma\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSD8RQQaxTQglM7HKd1IpmWqvkkS7nxSV-U-7wFX0ddKNYuSdFEzLH5kV7OZge4BVXePVk&amp;usqp=CAU\" alt=\"Jornadas multidisciplinares entre las Academias de Bellas Artes, Medicina y  Ciencia: \u00abEl cosmos, la tierra, el cerebro humano y el arte\u00bb - Museos de  Tenerife - Museo de Naturaleza y Arqueolog\u00eda\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTQyfmutYL7f4JIE22hX85ZXiMZrbicdjo8ysy35vYVx7EPk7sB3Wc32lRRsORZDln2qCo&amp;usqp=CAU\" alt=\"La Braga Azul: El cosmos del hombre que est\u00e1 en el cosmos\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a1Somos tan poca cosa en \u00e9ste inmenso contexto!<\/p>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u201cEl hecho fundamental de nuestra existencia es que parecemos estar aislados en el cosmos.\u00a0 Somos los &#8220;\u00fanicos&#8221; seres racionales capaces de expresarse en el silencio del Universo.\u00a0 En la historia del Sistema Solar se ha dado en la Tierra, durante un periodo de tiempo infinitesimalmente corto, una situaci\u00f3n en la que los seres humanos evolucionan y adquieren conocimientos que incluye el ser conscientes de s\u00ed mismos y de existir\u2026 Dentro del Cosmos ilimitado, en un min\u00fasculo planeta, durante un min\u00fasculo periodo de tiempo de unos pocos milenios,\u00a0 algo ha tenido lugar como si este planeta fura lo que abarca todo, lo aut\u00e9ntico.\u00a0\u00a0 Este es el lugar, una mota de polvo en la inmensidad del cosmos, en el que el ser ha despertado con el hombre\u201d.<\/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:ANd9GcQCVJtNRHgAWioZF2vN86A9YaoCLBzrPiE9MQ&amp;usqp=CAU\" alt=\"EL FONDO DEL UNIVERSO El Telescopio Espacial Hubble\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTboOAOrTnF84blqp58y4V0J1Ir4MrBoCxQ4w&amp;usqp=CAU\" alt=\"UNA MIRADA AL ALMA: TU UNIVERSO EN M\u00cd\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 Si pensamos que estamos solos en el Universo&#8230; \u00a1No somos tan inteligentes!<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Hay aqu\u00ed algunas grandes hip\u00f3tesis sobre el car\u00e1cter \u00fanico de la vida humana en el Universo (creo que equivocada).\u00a0 En cualquier caso se plantea la pregunta, aunque no se responde, de por qu\u00e9 estamos aqu\u00ed en el tiempo y lugar en que lo hacemos.\u00a0 Hemos visto que la cosmolog\u00eda moderna puede ofrecer algunas respuestas esclarecedoras a estas preguntas.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La ni\u00f1a del c\u00e1ntaro roto. | Alejandro Tinoco \u00d3leo sobre tabl\u2026 | Flickr\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRbmrWPTOtmu4Jr5Xo-vsMHf9KfOpxaoq6X4Q&amp;usqp=CAU\" alt=\"15 Trucos para Estudiar Mejor para un Examen en 2019\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Si dejas caer el c\u00e1ntaro&#8230; \u00a1Se romper\u00e1!\u00a0 \u00a0Si estudias&#8230;. Aprobar\u00e1s!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En mi anterior trabajo (libreta n\u00ba 38) quedaron reflejadas todas las respuestas a estas preguntas.\u00a0 Nada sucede porque s\u00ed, todo es consecuencia directa de la causalidad.\u00a0 Cada suceso tiene su raz\u00f3n de ser en funci\u00f3n de unos hechos anteriores, de unas circunstancias, de unos fen\u00f3menos concretas que de no haberse producido, tampoco el tal suceso de habr\u00eda significado, simplemente no existir\u00eda.\u00a0 Con la vida en nuestro planeta, ocurri\u00f3 igual.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/hipertextual.com\/wp-content\/uploads\/2018\/12\/tierra-primigenia.jpg?resize=900%2C640&amp;ssl=1\" alt=\"Tierra primigenia - Hipertextual\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 En este escenario, hace ahora unos 3.850 M de a\u00f1os, surgieron las primeras c\u00e9lulas replicantes<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Una atm\u00f3sfera primitiva evolucionada, la composici\u00f3n primigenia de los mares y oc\u00e9anos con sus compuestas, expuestos al bombardeo continuo de radiaci\u00f3n del espacio exterior que llegaba un ausencia de la capa de ozono, la temperatura ideal en relaci\u00f3n a la distancia del Sol a la Tierra y, otra serie de circunstancias muy concretas, como la edad del Sistema Solar y los componentes con elementos complejos del planeta Tierra, hecho del material estelar evolucionado a partir de Supernovas, todos estos elementos y circunstancias especiales en el espacio y en el tiempo, hicieron posible el nacimiento de \u00e9sa primera c\u00e9lula que fue capaz de reproducirse as\u00ed misma y que, miles de a\u00f1os despu\u00e9s, hizo posible que evolucionara hasta lo que hoy es el hombre que, a partir de materia inerte, se convirti\u00f3 en un ser pensante que ahora es capaz de exponer aqu\u00ed mismo estas cuestiones.\u00a0 \u00a1Es verdaderamente maravilloso!<\/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=\"Caracter\u00edsticas de la tierra primitiva\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Origen de los elementos qu\u00edmicos y evoluci\u00f3n estelar - Entrevista radial  con im\u00e1genes - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El entorno cambiante en un Universo en expansi\u00f3n como el nuestro, a medida que se enfr\u00eda y envejece (la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>) es posible que se formen \u00e1tomos, mol\u00e9culas, galaxias, estrellas, planetas y organismos vivos.\u00a0 En el futuro las estrellas agotaran su combustible nuclear y morir\u00e1n, todas, en funci\u00f3n de sus masas, ser\u00e1n estrellas enanas blancas (como nuestro Sol), estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> (a partir de 1\u20195 masas sobre hasta 3 masas solares) y Agujeros Negros a partir de 3 masas solares.\u00a0 Hay un recorrido de historia c\u00f3smica en el que nuestro tipo de evoluci\u00f3n biol\u00f3gica debe ocurrir bajo esas circunstancias especiales a las que antes me refer\u00ed.<\/p>\n<p style=\"text-align: justify;\"><strong>\u00bfEl destino final?<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/a0\/Lord_Kelvin_photograph.jpg\/175px-Lord_Kelvin_photograph.jpg\" alt=\"Muerte t\u00e9rmica del universo - Wikipedia, la enciclopedia libre\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0William Thomson, Lord<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Antic Teatre \u2014 Ariadna Rodriguez \u2013 La mort t\u00e8rmica de l'univers\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRm2IRTPPeeaPAmVf08LC8TF7j1vpgkKvb5sA&amp;usqp=CAU\" alt=\"De la entrop\u00eda \u2014 Cuaderno de Cultura Cient\u00edfica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0La Entrop\u00eda y muerte t\u00e9rmica del Universo<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No podemos saber cuando, pero s\u00ed tenemos una idea muy clara de c\u00f3mo ser dicho final.\u00a0 El Universo es todo lo que existe, incluyendo el Rspacio, el Tiempo y la Materia.\u00a0 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.<\/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=\"Confirmado: vivimos en el borde de un descomunal vac\u00edo c\u00f3smico\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Vac\u00edo de Bo\u00f6tes: Uno de los vac\u00edos m\u00e1s grandes del universo observable\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Universo real est\u00e1 constituido en su mayor\u00eda por espacios aparentemente vaci\u00f3, existiendo materia concentrada en galaxias formadas por estrellas y gas.\u00a0 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<a name=\"r_pie\" href=\"#pie\"><\/a>*.<\/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).\u00a0 Sabemos que el origen m\u00e1s probable del Universo est\u00e1 en al 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 15 mil millones de a\u00f1os, surgi\u00f3 una inmensa bola de fuego que desde entonces no ha dejado de expandirse y enfriarse.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/3\/32\/Big_Bang.jpg\" alt=\"Big Bang - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\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.\u00a0 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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 forma tiene el Universo?\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0La masa que contenga (Densidad Cr\u00edtica), determinar\u00e1 el Universo en el que estamos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero hemos llegado a saber que, el Universo, podr\u00e1 ser abierto, cerrado, o, plano\u00a0 Un universo que siempre se expande y tiene una vida infinita es abierto.\u00a0 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> y se expandir\u00eda para siempre.<\/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.\u00a0 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 style=\"text-align: justify;\">El Universo en expansi\u00f3n es el que el espacio entre los objetos est\u00e1 aumentando continuamente.\u00a0 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).\u00a0 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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Densidad Cr\u00edtica : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Universo real est\u00e1 en funci\u00f3n de la <strong>Densidad Cr\u00edtica<\/strong> que es la densidad media de materia requerida para que la gravedad detenga la expansi\u00f3n del Universo.\u00a0 Un universo con una densidad muy baja se expandir\u00e1 para siempre, mientras que uno con densidad muy alta colapsara finalmente.\u00a0 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 Setter, que se encuentra en la l\u00ednea divisoria de estos dos extremos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Dark Energy\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"densidad cr\u00edtica del universo\" \/><\/p>\n<p style=\"text-align: justify;\">Las medidas no coinciden con lo que se observa, y, por eso, echan mano de la materia y la energ\u00eda oscura<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero la densidad media de materia que puede ser observada directamente en nuestro Universo no representa la cantidad necesaria para genera la fuerza de gravedad que se observa en la velocidad de alejamiento de las Galaxias que, necesita mucho m\u00e1s materia de 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, como se genera o de qu\u00e9 esta hecha.\u00a0 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, aun sin saber exactamente\u00a0 cu\u00e1l es <strong>la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a><\/strong> del Universo, si podemos contestarla en dos vertientes, en la seguridad de que, al menos una de las dos, es la verdadera.<\/p>\n<p style=\"text-align: justify;\">El destino final ser\u00e1:<\/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<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"CSIC on Twitter: &quot;\u00bfC\u00f3mo es el Universo, abierto, cerrado o plano?  http:\/\/t.co\/XlVsOm8aIO v @Fermilab http:\/\/t.co\/CcD2xALjWy&quot; \/ Twitter\" \/><\/p>\n<p style=\"text-align: justify;\">\n<ol>\n<li style=\"text-align: justify;\">Si el Universo es abierto y se expande para siempre,\u00a0 cada vez se har\u00e1 m\u00e1s frio, las galaxias se alejaran 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 frio ser\u00e1 tal que, la temperatura alcanzara el cero absoluto, -273,15 \u00baC.\u00a0 La vida no podr\u00e1 estar presente.<\/li>\n<li style=\"text-align: justify;\">Si el Universo es plano, se expandir\u00e1 para siempre.<\/li>\n<li style=\"text-align: justify;\">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\u00a0 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>.\u00a0 Todo empezar\u00e1 de nuevo, otro Universo, otro ciclo \u00bfpero aparecemos tambi\u00e9n nosotros en ese nuevo Universo?<\/li>\n<\/ol>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS4mwCJrMgPqf6iM5-VlHi0dusmRYVjbwxlGw&amp;usqp=CAU\" alt=\"MENSAJE DESDE ALCI\u00d3N, LAS PLEYADES INICIANDO UNA NUEVA VIDA EN UN NUEVO ...  | Mensajes espirituales, Nuevo mundo, Pleyades\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nietzsche, el eterno retorno y el misterio de la energ\u00eda oscura: otra  visi\u00f3n del universo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Esta \u00faltima pregunta si que no s\u00e9 contestarla.<\/p>\n<p style=\"text-align: justify;\">As\u00ed las cosas, no parece que el futuro de la Humanidad sea muy alentador.\u00a0 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 style=\"text-align: justify;\">\u00a1Qui\u00e9n pudiera contestar a eso!<\/p>\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/p>\n<hr size=\"1\" \/>\n<p><a name=\"pie\"><\/a>* Los objetos que se alejan, desplazan su luz hacia el rojo. Si se acercan, su luz se desplaza hacia el azul (Efecto Doppler). <a href=\"#r_pie\">Volver<\/a><\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F&amp;title=Todo+lo+que+existe+est%C3%A1+en+el+Universo%3B+por+%C3%A9so+hablamos+tanto+de+%C3%A9l.' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F&amp;title=Todo+lo+que+existe+est%C3%A1+en+el+Universo%3B+por+%C3%A9so+hablamos+tanto+de+%C3%A9l.' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F&amp;title=Todo+lo+que+existe+est%C3%A1+en+el+Universo%3B+por+%C3%A9so+hablamos+tanto+de+%C3%A9l.' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F&amp;t=Todo+lo+que+existe+est%C3%A1+en+el+Universo%3B+por+%C3%A9so+hablamos+tanto+de+%C3%A9l.' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/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=http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/02\/16\/todo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F&amp;title=Todo+lo+que+existe+est%C3%A1+en+el+Universo%3B+por+%C3%A9so+hablamos+tanto+de+%C3%A9l.' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F&amp;title=Todo+lo+que+existe+est%C3%A1+en+el+Universo%3B+por+%C3%A9so+hablamos+tanto+de+%C3%A9l.' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/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='http:\/\/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\/2022\/02\/16\/todo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F&amp;title=Todo+lo+que+existe+est%C3%A1+en+el+Universo%3B+por+%C3%A9so+hablamos+tanto+de+%C3%A9l.' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F&amp;t=Todo+lo+que+existe+est%C3%A1+en+el+Universo%3B+por+%C3%A9so+hablamos+tanto+de+%C3%A9l.' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/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=Todo+lo+que+existe+est%C3%A1+en+el+Universo%3B+por+%C3%A9so+hablamos+tanto+de+%C3%A9l.: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/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=Todo+lo+que+existe+est%C3%A1+en+el+Universo%3B+por+%C3%A9so+hablamos+tanto+de+%C3%A9l.&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F16%2Ftodo-lo-que-existe-esta-en-el-universo-por-eso-hablamos-tanto-de-el%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/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>El fil\u00f3sofo existencialista Kart Jaspers se sinti\u00f3 provocado por los escritos de Eddington a considerar el significado de nuestra existencia en un lugar particular en una \u00e9poca particular de la historia c\u00f3smica. En su influyente libro \u201cOrigen y meta de la historia\u201d, escrito en 1.949, poco despu\u00e9s de la muerte de Eddington, pregunta: \u00a0 \u00a0 [&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":[9],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4251"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=4251"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4251\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=4251"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=4251"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=4251"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}