{"id":12380,"date":"2025-10-14T05:44:57","date_gmt":"2025-10-14T04:44:57","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12380"},"modified":"2025-10-14T05:44:32","modified_gmt":"2025-10-14T04:44:32","slug":"%c2%a1aquellos-primeros-momentos-8","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/10\/14\/%c2%a1aquellos-primeros-momentos-8\/","title":{"rendered":"\u00a1Aquellos primeros momentos!"},"content":{"rendered":"<div>\n<h2><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/3\/\">Entradas anteriores<\/a><\/h2>\n<\/div>\n<div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/\">Entradas siguientes <\/a><\/div>\n<\/div>\n<h3><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/19\/conociendo-el-universo-3\/\" rel=\"prev\">Conociendo el Universso<\/a><\/h3>\n<div>\n<div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/un-viaje-desde-los-atomos-hasta-las-estrellas-2\/\" rel=\"next\">Un viaje: desde los \u00e1tomos hasta las estrellas<\/a><\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div><\/div>\n<div>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-g-FsEYP43hQ\/UEYFaJIx2-I\/AAAAAAAAAbc\/9qf3KUkN9EI\/s1600\/NGC5566.jpg\" alt=\"\" width=\"614\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<blockquote>\n<div style=\"text-align: justify;\">Antes de que la imagen de arriba fuese una realidad tuvieron que pasar muchos miles y millones de a\u00f1os. Hasta donde sabemos, y ,el origen m\u00e1s aceptado para nuestro Universo, es el de una inmensa explosi\u00f3n proveniente de una <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a> en la que la densidad y la energ\u00eda eran \u201cinfinitas\u201d y a partir de ah\u00ed, comenz\u00f3 la gran aventura:<\/div>\n<\/blockquote>\n<div>\n<blockquote><p><strong>\u00a1El Universo!<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Big Bang - Wikipedia, la enciclopedia libre\" width=\"325\" height=\"182\" \/><img decoding=\"async\" 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\" alt=\"El Big Bang explicado: la teor\u00eda sobre el origen de todo | Enterarse\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Antes de alrededor de un minuto y cuarenta segundos desde el comienzo del tiempo, \u00a0no hay n\u00facleos at\u00f3micos estables.\u00a0 El nivel de energ\u00eda en el ambiente es mayor que la energ\u00eda de uni\u00f3n nuclear. Por consiguiente, todos los n\u00facleos que se forman, se destruyen de r\u00e1pidamente.<\/p>\n<p style=\"text-align: justify;\">Alrededor de un segundo desde el comienzo del tiempo, llegamos a la \u00e9poca de desacoplamiento de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>.\u00a0 Aunque en esa \u00e9poca el Universo es m\u00e1s denso que las orcas (y tan caliente como la explosi\u00f3n de una bomba de hidr\u00f3geno), ya ha empezado a parecer vac\u00edo a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>.\u00a0 Puesto que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> s\u00f3lo reaccionan a la fuerza d\u00e9bil, que tiene un alcance extremadamente corto, pueden escapar de sus garras y volar indefinidamente sin experimentar ninguna otra interacci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/oldcivilizations.files.wordpress.com\/2010\/07\/galaxias.jpg\" alt=\"\" width=\"393\" height=\"393\" \/><\/p><\/blockquote>\n<p>Aunque parezca mentira, al d\u00eda de hoy no sabemos, a ciencia cierta, como se formaron las galaxias<\/p>\n<p style=\"text-align: justify;\">As\u00ed, emancipados, en lo sucesivo son libres de vagar por el Universo a su manera indiferente, volando a trav\u00e9s de la materia, como sino existiese. (Diez trillones de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> atravesar\u00e1n sin causar da\u00f1os el cerebro y el cuerpo del lector en el tiempo que le lleve leer esta frase.\u00a0 Y en el tiempo en que usted haya le\u00eddo esta frase estar\u00e1n m\u00e1s lejos que la Luna).<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/png;base64,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\" alt=\"MINOS obtiene la medida m\u00e1s precisa de la velocidad de los neutrinos - La Ciencia de la Mula Francis\" width=\"318\" height=\"221\" \/><img decoding=\"async\" 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\" alt=\"Neutrinos, los mensajeros c\u00f3smicos que atraviesan nuestros cuerpos y los cient\u00edficos buscan en la Ant\u00e1rtica y en las profundidades del mar - BBC News Mundo\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 \u00a0Medida de la velocidad de los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>, esos mensajeros c\u00f3smicos<\/strong><\/p>\n<p style=\"text-align: justify;\">En menos de un siglo, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrino<\/a> pas\u00f3 de una part\u00edcula fantasma \u2013 propuesta en 1930 por el f\u00edsico austr\u00edaco Wolfgang Pauli (1900-1958) a explicar el balance de energ\u00eda en una forma de radioactividad,\u00a0 el llamado\u00a0<strong><em>decaimiento beta<\/em><\/strong>, en una sonda capaz de escrutar el interior de estrellas y de la propia Tierra.<\/p>\n<p style=\"text-align: justify;\">De esa manera, oleadas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> liberados en un segundo despu\u00e9s del big bang persiste a\u00fan despu\u00e9s, formando una radiaci\u00f3n c\u00f3smica de fondo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> semejante a la radiaci\u00f3n de fondo de microondas producida por el desacoplamiento de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">Si estos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> \u201cc\u00f3smicos\u201d (como se los llama para diferenciarlos de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> liberados m\u00e1s tarde por las supernovas) pudiesen ser observador por un telescopio de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> de alguna clase, proporcionar\u00edan una visi\u00f3n directa del Universo cuando s\u00f3lo ten\u00eda un segundo.<\/p>\n<p style=\"text-align: justify;\">A medida que retrocedemos en el tiempo, el Universo se vuelve m\u00e1s denso y m\u00e1s caliente, y el nivel de\u00a0 estructura que puede existir se hace cada vez m\u00e1s rudimentario.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Recrean plasma existente en el universo tras el Big Bang\" width=\"329\" height=\"200\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRVHwHKEppjrk5IY8W5oktSC1tFN37ycCDelg&amp;usqp=CAU\" alt=\"La energ\u00eda del plasma en el espacio, las chispas generadas por ordenador fractal abstracto mapa de intensidad, en blanco y negro, 3D rendering Fotograf\u00eda de stock - Alamy\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Por supuesto, en ese tiempo, no hay mol\u00e9culas, ni \u00e1tomos, ni n\u00facleos at\u00f3micos, y, a 10-<sup>6<\/sup> (0.000001) de segundo despu\u00e9s del comienzo del tiempo, tampoco hay <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrones<\/a> ni <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">protones<\/a>.\u00a0 El Universo es un oc\u00e9ano de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">quarks<\/a> libres y otras part\u00edculas elementales.<\/p>\n<p style=\"text-align: justify;\">Si nos tomamos el de contarlos, hallaremos que por cada mil millones de antiquarks existen mil millones y un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">quark<\/a>.\u00a0 asimetr\u00eda es importante.\u00a0 Los pocos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">quarks<\/a> en exceso destinados a sobrevivir a la aniquilaci\u00f3n general quark-antiquark formaran todos los \u00e1tomos de materia del Universo del \u00faltimo d\u00eda.\u00a0 Se desconoce el origen de la desigualdad; presumiblemente obedezca a la ruptura de una simetr\u00eda materia antimateria en alguna etapa anterior.<\/p>\n<p style=\"text-align: justify;\">Nos aproximamos a un tiempo en que las estructuras b\u00e1sicas de las leyes naturales, y no s\u00f3lo las de las part\u00edculas y campos cuya conducta dictaban, cambiaron a medida que evolucion\u00f3 el Universo.<\/p>\n<p style=\"text-align: justify;\">La primera transici\u00f3n semejante se produjo en los 10<sup>-11 <\/sup>de segundo despu\u00e9s del comienzo del Tiempo, cuando las funciones de las fuerzas d\u00e9biles y electromagn\u00e9ticas se reg\u00edan por una sola fuerza, la electro-d\u00e9bil.\u00a0 hay bastante energ\u00eda ambiente para permitir la creaci\u00f3n y el mantenimiento de gran de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a> w y z.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/png;base64,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\" alt=\"Bosones W y Z - Wikipedia, la enciclopedia libre\" width=\"181\" height=\"221\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/png;base64,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\" alt=\"Bosones W y Z - Wikipedia, la enciclopedia libre\" width=\"182\" height=\"222\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR9AUNHuHNVvQlGUVUia5rrncyuj9cpXJ3tnA&amp;usqp=CAU\" alt=\"Interacciones de las part\u00edculas elementales en el Modelo Est\u00e1ndar. Los... | Download Scientific Diagram\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"CMS Masterclass ppt descargar\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQmCH0yHqt9GDcydjNGBxpjwSeLe8VYtLnBkxUSTZ1YkPAe17BzTfsLJFI2_1Q52vWydE0&amp;usqp=CAU\" alt=\"El bos\u00f3n Z cumple 30 a\u00f1os | Conexi\u00f3n causal\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Estas part\u00edculas \u2013las mismas cuya aparici\u00f3n en el acelerador del CERN verific\u00f3 la teor\u00eda electro-d\u00e9bil\u2013 son las mediadoras intercambiables en las interacciones de fuerzas electromagn\u00e9ticas y d\u00e9biles, lo que las hace indistinguibles.\u00a0 En ese tiempo, el Universo est\u00e1 gobernando s\u00f3lo por tres fuerzas: la gravedad, la interacci\u00f3n nuclear fuerte y la electro-d\u00e9bil.<\/p>\n<p style=\"text-align: justify;\">M\u00e1s atr\u00e1s de ese tiempo nos quedamos en el misterio y envueltos en una gran nebulosa de ignorancia.\u00a0 Cada uno se despacha a su gusto para lanzar conjeturas y teorizar sobre lo que pudo haber sido.\u00a0\u00a0 Seguramente, en el futuro, ser\u00e1 la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a><\/a> (de supercuerdas) la que contestar\u00e1 esas preguntas sin respuestas ahora.<\/p>\n<p style=\"text-align: justify;\">En los 10<sup>-35<\/sup> de segundo desde el comienzo del tiempo, entramos en un \u00e1mbito en el que las c\u00f3smicas son a\u00fan menos conocidas.\u00a0 Si las grandes teor\u00edas unificadas son correctas, se produjo una ruptura de la simetr\u00eda por la que la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('fuerza electronuclear',event); return false;\">fuerza electronuclear<\/a><\/a> unificada se escindi\u00f3 en las fuerzas electro-d\u00e9bil y las fuertes.\u00a0 Si es correcta la teor\u00eda de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a><\/a>, la transici\u00f3n puede haberse producido antes, hab\u00eda involucrado a la gravitaci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/cdn.eso.org\/images\/newsfeature\/eso1524a.jpg\" alt=\"\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">En el universo temprano la primera materia (hidr\u00f3geno y Helio) era llevada por la fuerza de gravedad a conformarse en grandes conglomerados de gas y polvo que interaccionaban, produc\u00edan calor y formaron las primeras estrellas pasados doscientos millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">Durante una largo tiempo despu\u00e9s de su nacimiento nuestro Universo estuvo completamente oscuro, silencioso y vac\u00edo. Las primeras estrellas no aparecieron hasta que el Universo ten\u00eda quiz\u00e1s 100 millones de a\u00f1os de edad. En esta \u00e9poca no exist\u00eda nada en el Universo salvo gases.<\/p>\n<p style=\"text-align: justify;\">Las primeras estrellas que existieron en nuestro Universo nunca han sido vistas ya que se extinguieron hace largo tiempo. Pero muchos astr\u00f3nomos han discutido acerca de su existencia.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/e.rpp-noticias.io\/xlarge\/2020\/06\/02\/085808_951108.jpg\" alt=\"Un universo giratorio: la nueva teor\u00eda sobre la fase temprana del espacio | RPP Noticias\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Elaborar una teor\u00eda totalmente unificada es tratar de comprender lo que ocurri\u00f3 en ese tiempo remoto que, seg\u00fan los \u00faltimos estudios est\u00e1 situado entre 15.000 y 18.000 millones de a\u00f1os, cunado la perfecta simetr\u00eda que, se pensaba, caracteriz\u00f3 el Universo, se hizo a\u00f1icos para dar lugar a los simetr\u00edas rotas que hallamos a nuestro alrededor y que, nos trajo las fuerzas y constantes Universales que, parad\u00f3jicamente, hicieron posible nuestra aparici\u00f3n para que , sea posible que, alguien como yo est\u00e9 contando lo que pas\u00f3.<\/p>\n<p style=\"text-align: justify;\">Pero hasta que no tengamos tal teor\u00eda no podemos esperar comprender lo que realmente ocurri\u00f3 en ese Universo beb\u00e9.\u00a0 Los l\u00edmites de nuestras conjeturas actuales cuando la edad del Universo s\u00f3lo es de 10<sup>-43<\/sup> de segundo, nos da la \u00fanica respuesta de encontrarnos ante una puerta cerrada.<\/p>\n<p style=\"text-align: justify;\">Del otro lado de esa puerta est\u00e1 la \u00e9poca de Planck, un tiempo en que la atracci\u00f3n gravitatoria ejercida por cada part\u00edcula era comparable en intensidad a la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a>.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u00c1tomos y electricidad - VIX\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRP30XILYEFcb44AzxrSLPppBmpDV43Bch4iw&amp;usqp=CAU&amp;reload=on\" alt=\"Part\u00edculas Interacciones - ppt descargar\" \/><\/p><\/blockquote>\n<p>La <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a> hizo posible la existencia de los n\u00facleos que atra\u00edan <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/%C2%A1aquellos-primeros-momentos\/#\">electrones<\/a> para formar \u00e1tomos<\/p>\n<p style=\"text-align: justify;\">As\u00ed que, llegados a este punto podemos decir que la clave te\u00f3rica que podr\u00eda abrir esa puerta ser\u00eda una teor\u00eda unificada que incluyese la gravitaci\u00f3n, es decir, una teor\u00eda cu\u00e1ntica-gravitatoria que uniese, de una vez por todas, a Planck y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>s que, aunque eran muy amigos, no parecen que sus teor\u00edas (la Mec\u00e1nica Cu\u00e1ntica) y (la Relatividad General) se lleven de maravilla.<\/p>\n<p><strong>Es sorprende ver, como funciona la Naturaleza.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Una extra\u00f1a forma de vida podr\u00eda florecer en las profundidades de las estrellas\" width=\"579\" height=\"266\" \/><img decoding=\"async\" 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\" alt=\"Tres nuevos mundos en una estrella cercana animan la b\u00fasqueda de vida - Scientific American - Espa\u00f1ol\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"Exoplanetas: m\u00e1s cerca del otro planeta habitado\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Hay 29 puntos cercanos desde los que ET podr\u00eda espiarnos\" width=\"350\" height=\"196\" \/><\/p>\n<p style=\"text-align: justify;\">El Universo (al menos el nuestro), nos ofrece algo m\u00e1s, mucho m\u00e1s que grandes espacios vac\u00edos, oscuros y fr\u00edos. En \u00e9l podemos ver muchos lugares luminosos llenos de estrellas, de mundos y\u2026 muy probablemente de vida. Sin embargo, tenemos la sospecha de que, aparte del nuestro, otros universos podr\u00edan rondar por ah\u00ed y conformar un todo de m\u00faltiples Universos de caracter\u00edsticas diversas y no en todos, ser\u00edan posible la formaci\u00f3n de estrellas y como consecuencia de la Vida.<\/p>\n<p style=\"text-align: justify;\">Cuando me sumerjo en los misterios y maravillas que encierra el Universo, no puedo dejar de sorprenderme por sus complejas y bellas formaciones, la inmensidad, la diversidad, las fuerzas que est\u00e1n presentes, los objetos que lo pueblan, la sorprendente presencia de formas de vida y su variedad, y, sobre todo, que esa materia animada pudiera llegar hasta la consciencia, emitir ideas y pensamientos.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/4.bp.blogspot.com\/_JlhvjWXE_Ik\/THEMX7FF1AI\/AAAAAAAAAY0\/FFUItBLEmFY\/s1600\/DR3_6dFGS_view1.jpg\" width=\"623\" height=\"459\" \/><\/p>\n<div>\n<div>\n<div>\n<blockquote><p><strong>\u00a0 \u00a0\u00bfQu\u00e9 \u201cescalera\u201d habr\u00e1 que subir para llegar a ese otro universo?<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Como nunca nadie pudo estar en otro Universo, tenemos que imaginarlos y basados en la realidad del nuestro, hacemos conjeturas y comparaciones con otros que podr\u00edan ser. \u00bfQui\u00e9n puede asegurar que nuestro Universo es \u00fanico? Realmente nadie puede afirmar tal cosa e incluso, estando limitados a un mundo de cuatro dimensiones espacio-temporales, no contamos con las condiciones f\u00edsico-tecnol\u00f3gicas necesarias para poder captar (si es que lo hay), ese otro universo paralelo o simbi\u00f3tico que presentimos junto al nuestro y que sospechamos que est\u00e1 situado mucho m\u00b4sas all\u00e1 de nuestro alcance. Sin embargo, podr\u00edamos conjeturar que, ambos universos, se necesitan mutuamente, el uno sin el otro no podr\u00eda existir y, de esa manera, estar\u00edamos en un universo dual dentro de la paradoja de no poder conocernos mutuamente, al menos de momento, al carecer de los conocimientos necesarios para construir esa tecnolog\u00eda futurista que nos llevar\u00eda a esos otros horizontes.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSvdAJQgnBqTY2hxPe5NHxo-lN7l2idWiefgA&amp;usqp=CAU\" alt=\"La NASA afirma que el primer contacto extraterrestre ser\u00e1 en menos de 20 a\u00f1os\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRExuMTSbYegMiIorSUrMnmmY-s1MLvQi0i6A&amp;usqp=CAU\" alt=\"Una ecuaci\u00f3n matem\u00e1tica estima que s\u00ed hay vida en otros planetas y con qu\u00e9 frecuencia se inicia el fen\u00f3meno\" \/><\/p>\n<blockquote><p><strong>\u00bfQui\u00e9n sabe lo que en otros mundos podremos encontrar?<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p><strong>\u00a1Oh mundo de muchos mundos!<\/strong><\/p>\n<p><strong>\u00a1Oh vida de vidas!<\/strong><\/p>\n<p><strong>\u00bfCu\u00e1l es tu centro?<\/strong><\/p>\n<p><strong>\u00bfD\u00f3nde estamos nosotros?<\/strong><\/p>\n<p><strong>\u00bfHabr\u00e1 algo m\u00e1s de lo que vemos?<\/strong><\/p>\n<p><strong>\u00bfDebemos prestar atenci\u00f3n a las voces que o\u00edmos en nuestras mentes?<\/strong><\/p>\n<p><strong>\u00bfC\u00f3mo pudimos llegar a saber de lo muy peque\u00f1o y de lo muy grande?<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-DKoM2eRGrVM\/UPiFsIExR8I\/AAAAAAAAQ8M\/tOWKaobrr04\/s640\/Tama%C3%B1o+celular+2.jpg\" alt=\"\" width=\"640\" height=\"280\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Pensemos por ejemplo que un \u00e1tomo tiene aproximadamente 10<sup>-8<\/sup> cent\u00edmetros de di\u00e1metros. En los s\u00f3lidos y l\u00edquidos ordinarios los \u00e1tomos est\u00e1n muy juntos, casi en contacto mutuo. La densidad de los s\u00f3lidos y l\u00edquidos ordinarios depende por tanto del tama\u00f1o exacto de los \u00e1tomos, del grado de empaquetamiento y del peso de los distintos \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\">De los s\u00f3lidos ordinarios, el menos denso es el hidr\u00f3geno solidificado, con una densidad de 0\u2019076 gramos por cm<sup>3<\/sup>. El m\u00e1s denso es un metal raro, el osmio, con una densidad de 22\u201948 gramos\/cm<sup>3<\/sup>.<\/p>\n<p style=\"text-align: justify;\">Si los \u00e1tomos fuesen bolas macizas e incompresibles, el osmio ser\u00eda el material m\u00e1s denso posible, y un cent\u00edmetro c\u00fabico de materia jam\u00e1s podr\u00eda pesar ni un kilogramo, y mucho menos toneladas.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/imperiodelaciencia.files.wordpress.com\/2012\/11\/helium_atom_qm-svg.png\" alt=\"\" width=\"392\" height=\"393\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Pero los \u00e1tomos no son macizos. El f\u00edsico neozeland\u00e9s experimentador por excelencia, Ernest Rutherford, demostr\u00f3 en 1.909 que los \u00e1tomos eran en su mayor parte espacio vac\u00edo. La corteza exterior de los \u00e1tomos contiene s\u00f3lo <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">electrones<\/a> liger\u00edsimos, mientras que el 99\u20199% de la masa del \u00e1tomo est\u00e1 concentrada en una estructura diminuta situada en el centro: el n\u00facleo at\u00f3mico.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/laenciclopediagalactica.info\/wp-content\/uploads\/2011\/07\/%C2%BFPueden-todas-las-fuerzas-entre-part%C3%ADculas-ser-entendidas-bajo-un-marco-unificado.png\" alt=\"\" width=\"400\" height=\"383\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">El n\u00facleo at\u00f3mico tiene un di\u00e1metro de unos 10<sup>-15<\/sup> cm (aproximadamente 1\/100.000 del propio \u00e1tomo). Si los \u00e1tomos de una esfera de materia se pudieran estrujar hasta el punto de desplazar todos los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">electrones<\/a> y dejar a los n\u00facleos at\u00f3micos en contacto mutuo, el di\u00e1metro de la esfera disminuir\u00eda hasta un nivel de 1\/100.000 de su tama\u00f1o original.<\/p>\n<p style=\"text-align: justify;\">De manera an\u00e1loga, si se pudiera comprimir la Tierra hasta dejarla reducida a un bal\u00f3n de n\u00facleos at\u00f3micos, toda su materia quedar\u00eda reducida a una esfera de unos 130 metros de di\u00e1metro. En esas mismas condiciones, el Sol medir\u00eda 13\u20197 km de di\u00e1metro en lugar de los 1.392.530 km que realmente mide. Y si pudi\u00e9ramos convertir toda la materia conocida del universo en n\u00facleos at\u00f3micos en contacto, obtendr\u00edamos una esfera de s\u00f3lo algunos cientos de miles de km de di\u00e1metro, que cabr\u00eda c\u00f3modamente dentro del cintur\u00f3n de asteroides del Sistema Solar.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El Portal de la Rosa de los Vientos Forums-viewtopic-Hilo de astronomia\" width=\"247\" height=\"246\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR1ck0ZGVeyko52KTz8wqcgsXJ9jC782DQZQFI1ZNZQ0a8OPJoegB8CCu8sJq1bnDv9FZE&amp;usqp=CAU\" alt=\"Los ecos de luz alrededor de la estrella V838 Monocerotis, imagen del Telescopio Espacial Hubble Fotograf\u00eda de stock - Alamy\" \/><\/p><\/blockquote>\n<blockquote><p><strong>\u00a0 Im\u00e1genes que nos hablan de transiciones de fase en las estrellas<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El calor y la presi\u00f3n que reinan en el centro de las estrellas rompen la estructura at\u00f3mica y permiten que los n\u00facleos at\u00f3micos empiecen a empaquetarse unos junto a otros. Las densidades en el centro del Sol son mucho m\u00e1s altas que la del osmio, pero como los n\u00facleos at\u00f3micos se mueven de un lado a otros sin impedimento alguno, el material sigue siendo un gas.\u00a0 Hay estrellas que se componen casi por entero de tales \u00e1tomos destrozados.\u00a0 La compa\u00f1era de la estrella Sirio es una \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a><\/a>\u201d no mayor que el planeta Urano, y sin embargo tiene una masa parecida a la del Sol.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/e00-elmundo.uecdn.es\/elmundo\/imagenes\/2013\/02\/20\/ciencia\/1361184886_2.jpg\" alt=\"El misterio de la estrella Sirio y el pueblo dog\u00f3n | Ciencia | elmundo.es\" \/><\/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 <strong>\u00a0 \u00a0 Sirio y su compa\u00f1era <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a><\/strong><\/p>\n<p style=\"text-align: justify;\">Los n\u00facleos at\u00f3micos se componen de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">neutrones<\/a>. Ya hemos dicho antes que todos los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">protones<\/a> tienen carga el\u00e9ctrica positiva y se repelen entre s\u00ed, de modo que en un lugar dado no se pueden reunir m\u00e1s de un centenar de ellos. Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">neutrones<\/a>, por el contrario, no tienen carga el\u00e9ctrica y en condiciones adecuadas pueden estar juntos y empaquetados un enorme n\u00famero de ellos para formar una \u201cestrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">neutrones<\/a>\u201d. Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a><\/a>, seg\u00fan se cree, son estrellas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">neutrones<\/a> en r\u00e1pida rotaci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubrieron una de las estrellas de neutrones m\u00e1s densas jam\u00e1s detectada - Infobae\" width=\"341\" height=\"191\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Pulsar - Estrella de Neutrones\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Estas estrellas se forman cuando las estrellas de 2 \u2013 3 masas solares, agotado el combustible nuclear, no pueden continuar fusionando el hidr\u00f3geno en helio, el helio en ox\u00edgeno, el oxigeno en carbono, etc, y explotan en supernovas. Las capas exteriores se volatilizan y son expulsados al espacio; el resto de la estrella (su mayor parte), al quedar a merced de la fuerza gravitatoria, es literalmente aplastada bajo su propio peso hasta tal punto que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">electrones<\/a> se funden con los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">protones<\/a> y se forman <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">neutrones<\/a> que se comprimen de manera incre\u00edble hasta que se degeneran y emiten una fuerza que contrarresta la gravedad, qued\u00e1ndose estabilizada como estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">neutrones<\/a>.<\/p>\n<p style=\"text-align: justify;\">Si el Sol se convirtiera en una estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">neutrones<\/a>, toda su masa quedar\u00eda concentrada en una pelota cuyo di\u00e1metro ser\u00eda de 1\/100.000 del actual, y su volumen (1\/100.000)<sup>3<\/sup>, o lo que es lo mismo 1\/1.000.000.000.000.000 (una milmillon\u00e9sima) del actual. Su densidad ser\u00eda, por tanto, 1.000.000.000.000.000 (mil billones) de veces superior a la que tiene ahora.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_IP-xhn2P2rQ\/S_nQwa93EzI\/AAAAAAAAEuA\/KrUcfx04RwQ\/s1600\/2a.jpg\" alt=\"\" width=\"500\" height=\"353\" \/><\/p>\n<p><strong>Nuestro Sol es la estrella m\u00e1s estudiada en nuestro mundo<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La densidad global del Sol hoy d\u00eda es de 1\u20194 gramos\/cm<sup>3<\/sup>. Una estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">neutrones<\/a> a partir del Sol tendr\u00eda una densidad que se reflejar\u00eda mediante 1.400.000.000.000.000 gramos por cm<sup>3<\/sup>. Es decir, un cent\u00edmetro c\u00fabico de una estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\">neutrones<\/a> puede llegar a pesar 1.400.000.000 (mil cuatrocientos millones de toneladas). \u00a1Qu\u00e9 barbaridad! Sin embargo, en el contexto del Universo eso no supone nada si pensamos en su inmensidad. Si eso es as\u00ed (que lo es), \u00bfqu\u00e9 somos nosotros comparados con toda esa grandeza? Bueno, si dejamos aparte el tama\u00f1o, creo que somos la parte del universo que piensa, o, al menos, una de las partes que puede hacerlo.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/f\/f6\/Afiche_del_sol.svg\" alt=\"\" width=\"596\" height=\"393\" \/><\/p><\/blockquote>\n<p><strong>Ah\u00ed se producen las transiciones de fase que transmutan la materia sencilla en la compleja<\/strong><\/p>\n<p style=\"text-align: justify;\">Objetos como estos pueblan el universo, e incluso m\u00e1s sorprendentes todav\u00eda, como es el caso de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a> explicado en p\u00e1ginas anteriores de este mismo trabajo. Cuando hablamos de las cosas del universo estamos hablando de cosas muy grandes. Cualquiera se podr\u00eda preguntar, por ejemplo: \u00bfhasta cu\u00e1ndo podr\u00e1 mantener el Sol la vida en la Tierra? Est\u00e1 claro que podr\u00e1 hacerlo mientras radie energ\u00eda y nos env\u00ede luz y calor que la haga posible tal como la conocemos.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/8\/85\/El_interior_solar.svg\/320px-El_interior_solar.svg.png\" alt=\"\" width=\"459\" height=\"832\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQcN0g3vvhFu1Xhw7eFQSwDBdsa_ykN4Mqv-A&amp;usqp=CAU\" alt=\"Radiaci\u00f3n solar en la superficie de la Tierra \u2013 UNIVERSO Blog\" width=\"455\" height=\"341\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Todo lo que debes saber sobre la radiaci\u00f3n solar | Meteorolog\u00eda en Red\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT_NcvBXh0VgAkzhROGDf6QIWFP2Y0vWT-qRg&amp;usqp=CAU\" alt=\"Qu\u00e9 es la radiaci\u00f3n solar? Tipos y caracter\u00edsticas\" \/><\/p>\n<p><strong>La radiaci\u00f3n solar es frenada y, la que llega a la Tierra es beneficiosa para muchas cosas<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Como ya explicamos antes, la radiaci\u00f3n del Sol proviene de la fusi\u00f3n del hidr\u00f3geno en helio. Para producir la radiaci\u00f3n vertida por el Sol se necesita una cantidad ingente de fusi\u00f3n: cada segundo tienen que fusionarse 654.600.000 toneladas de hidr\u00f3geno en 650.000.000 toneladas de helio\u00a0 (las 4.600.000 toneladas restantes se convierten en energ\u00eda de radiaci\u00f3n y las pierde el Sol para siempre. La \u00ednfima porci\u00f3n de esta energ\u00eda que incide sobre la Tierra basta para mantener toda la vida en nuestro planeta).<\/p>\n<p style=\"text-align: justify;\">Nadie dir\u00eda que con este consumo tan alto de hidr\u00f3geno por segundo, el Sol pudiera durar mucho tiempo, pero es que ese c\u00e1lculo no tiene encuentra el enorme tama\u00f1o del Sol. Su masa totaliza 2.200.000.000.000.000. 000.000.000.000 (m\u00e1s de dos mil cuatrillones) de toneladas. Un 53% de esta masa es hidr\u00f3geno, lo cual significa que el Sol contiene en la actualidad una cantidad de 1.166.000.000.000.000.000.0000.0000.000 toneladas.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/da\/171879main_LimbFlareJan12_lg.jpg\/800px-171879main_LimbFlareJan12_lg.jpg\" alt=\"\" width=\"626\" height=\"440\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Para completar datos dir\u00e9 que el resto de la masa del Sol es casi todo helio. Menos del 0\u20191 por 100 de su masa est\u00e1 constituido por \u00e1tomos m\u00e1s complicados que el helio. El helio es m\u00e1s compacto que el hidr\u00f3geno. En condiciones id\u00e9nticas, un n\u00famero dado de \u00e1tomos de helio tiene una masa cuatro veces mayor el mismo n\u00famero de \u00e1tomos de hidr\u00f3geno. O dicho de otra manera: una masa dada de helio ocupa menos espacio que la misma masa de hidr\u00f3geno. En funci\u00f3n del volumen \u2013 el espacio ocupado -, el Sol es hidr\u00f3geno en un 80 por ciento.<\/p>\n<p style=\"text-align: justify;\">Si suponemos que el Sol fue en origen todo hidr\u00f3geno, que siempre ha convertido hidr\u00f3geno en helio al ritmo dicho de 4.654.000\u00a0 toneladas\u00a0 por segundo y que lo seguir\u00e1 haciendo hasta el final, se calcula que ha estado radiando desde hace unos 4.000 millones de a\u00f1os y que seguir\u00e1 haci\u00e9ndolo durante otros cinco mil millones de a\u00f1os m\u00e1s.<\/p>\n<p style=\"text-align: justify;\">Pero las cosas no son tan simples. El Sol es una estrella de segunda generaci\u00f3n, constituida a partir de gas y polvo c\u00f3smico desperdigado por estrellas que se hab\u00edan quemado y explotado miles de millones de a\u00f1os atr\u00e1s.\u00a0 As\u00ed pues, la materia prima del Sol conten\u00eda ya mucho helio desde el principio, lo que nos lleva a pensar que el final puede estar algo m\u00e1s cercano.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/df\/Sun_in_X-Ray.png\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Por otra parte, el Sol no continuar\u00e1 radiando exactamente al mismo ritmo que ahora. El hidr\u00f3geno y el helio no est\u00e1n perfectamente entremezclados. El helio est\u00e1 concentrado en el n\u00facleo central y la reacci\u00f3n de fusi\u00f3n se produce en la superficie del n\u00facleo.<\/p>\n<p style=\"text-align: justify;\">A medida que el Sol siga radiando, ir\u00e1 adquiriendo una masa cada vez mayor ese n\u00facleo de helio y la temperatura en el centro aumentar\u00e1. En \u00faltima instancia, la temperatura sube lo suficiente como para transformar los \u00e1tomos de helio en \u00e1tomos m\u00e1s complicados. Hasta entonces el Sol radiar\u00e1 m\u00e1s o menos como ahora, pero una vez que comience la fusi\u00f3n del helio, empezar\u00e1 a expandirse y a convertirse poco a poco en una gigante roja. El calor se har\u00e1 insoportable en la Tierra, los oc\u00e9anos se evaporar\u00e1n y el planeta dejar\u00e1 de albergar vida en la forma que la conocemos.<\/p>\n<p style=\"text-align: justify;\">La esfera del Sol, antes de explotar para convertirse en una <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/descubrir-y-aprender\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a><\/a>, aumentar\u00e1 engullendo a Mercurio y a Venus y quedar\u00e1 cerca del planeta Tierra, que para entonces ser\u00e1 un planeta yermo.<\/p>\n<p style=\"text-align: justify;\">Los astr\u00f3nomos estiman que el Sol entrar\u00e1 en esta nueva fase en unos 5 \u00f3 6 mil millones de a\u00f1os. As\u00ed que el tiempo que nos queda por delante es como para no alarmarse todav\u00eda. Sin embargo, el no pensar en ello\u2026 no parece conveniente.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/0\/00\/Solar_Life_Cycle_spa.svg\/728px-Solar_Life_Cycle_spa.svg.png\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Espero que al lector de este trabajo, encargado por la Asociaci\u00f3n Cultural \u201cAmigos de la F\u00edsica 137, e\/hc\u201d, le resulte entreteniendo y sobre todo interesando los temas que aqu\u00ed hemos tratado, siempre con las miras puestas en difundir el conocimiento cient\u00edfico de temas de la naturaleza como la astronom\u00eda y la f\u00edsica. Tratamos de elegir temas de inter\u00e9s y aquellos que han llamado la atenci\u00f3n del p\u00fablico en general, explic\u00e1ndolos y respondiendo a preguntas que seguramente les gustar\u00eda conocer, tales como: \u00bfpor qu\u00e9 la Luna muestra siempre la misma cara hacia la Tierra?<\/p>\n<p style=\"text-align: justify;\">La atracci\u00f3n gravitatoria de la Luna sobre la Tierra hace subir el nivel de los oc\u00e9anos a ambos lados de nuestro planeta y crea as\u00ed dos abultamientos. A medida que la Tierra gira de oeste a este, estos dos bultos \u2013 de los cuales uno mira hacia la Luna y el otro en direcci\u00f3n contraria \u2013 se desplazan de este a oeste alrededor de la Tierra.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/csociales.files.wordpress.com\/2009\/07\/tierra-y-luna4.jpg\" alt=\"\" width=\"592\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Al efectuar este desplazamiento, los dos bultos rozan contra el fondo de los mares poco profundos, como el de Bering o el de Irlanda. Tal rozamiento convierte energ\u00eda de rotaci\u00f3n en calor, y este consumo de la energ\u00eda de rotaci\u00f3n terrestre hace que el movimiento de rotaci\u00f3n de la Tierra alrededor de su eje vaya disminuyendo poco a poco. Las mareas act\u00faan como freno sobre la rotaci\u00f3n de la Tierra, y como consecuencia de ello, los d\u00edas terrestres se van alargando un segundo cada mil a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">Pero no es s\u00f3lo el agua del oc\u00e9ano lo que sube de nivel en respuesta a la gravedad lunar. La corteza s\u00f3lida de la Tierra tambi\u00e9n acusa el efecto, aunque en medida menos notable. El resultado son dos peque\u00f1os abultamientos rocosos que van girando alrededor de la Tierra, el uno mirando hacia la Luna y el otro en la cara opuesta de nuestro planeta. Durante ese desplazamiento, el rozamiento de una capa rocosa contra otra va minando tambi\u00e9n la energ\u00eda de rotaci\u00f3n terrestre. (Los bultos, claro est\u00e1, no se mueven f\u00edsicamente alrededor del planeta, sino que a medida que el planeta gira, remiten en un lugar y se forman en otro, seg\u00fan qu\u00e9 porciones de la superficie pasen por debajo de la Luna y sean atra\u00eddas por su fuerza de gravedad).<\/p>\n<p style=\"text-align: justify;\">La Luna no tiene mares ni mareas en el sentido corriente. Sin embargo, la corteza s\u00f3lida de la luna acusa la fuerte atracci\u00f3n gravitacional de la Tierra, y no hay que olvidar que \u00e9sta es 80 veces m\u00e1s grande que la Luna. El abultamiento provocado en la superficie lunar es mucho mayor que el de la superficie terrestre. Por tanto, si la Luna rotase en un periodo de 24 horas, estar\u00eda sometida a un rozamiento much\u00edsimo mayor que la Tierra. Adem\u00e1s, como nuestro sat\u00e9lite tiene una masa mucho menor que la Tierra, su energ\u00eda total de rotaci\u00f3n ser\u00eda, ya de entrada, para periodos de rotaci\u00f3n iguales, mucho menor.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/misvideosgraciosos.files.wordpress.com\/2012\/06\/luna-poseidon.jpg\" alt=\"\" width=\"565\" height=\"393\" \/><\/p>\n<blockquote><p><strong>Luna roja sobre el Templo de Poseid\u00f3n<\/strong><\/p><\/blockquote>\n<p style=\"text-align: justify;\">As\u00ed pues, la Luna, con una reserva inicial de energ\u00eda muy peque\u00f1a, socavada r\u00e1pidamente por los grandes bultos provocados por la Tierra, tuvo que sufrir una disminuci\u00f3n relativamente r\u00e1pida de su periodo de rotaci\u00f3n.\u00a0 Hace seguramente muchos millones de a\u00f1os debi\u00f3 de decelerarse hasta el punto de que el d\u00eda lunar se igual\u00f3 con el mes lunar. De ah\u00ed en adelante, la Luna siempre mostrar\u00eda la misma cara hacia el planeta Tierra.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/s3.amazonaws.com\/s3.timetoast.com\/public\/uploads\/photo\/8647482\/image\/5fcc8c114e78901643ebb9b279b463e7\" alt=\"samuel- la luna timeline | Timetoast timelines\" \/><\/p>\n<p><strong>Siempre nos muestra la misma cara<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esto, a su vez, congela los abultamientos en una aposici\u00f3n fija. Unos de ellos miran hacia la Tierra desde el centro mismo de la cara lunar que nosotros vemos, mientras que el otro est\u00e1 apuntando en direcci\u00f3n contraria desde el centro mismo de la cara lunar que no podemos ver. Puesto que las dos caras no cambian de posici\u00f3n a medida que la Luna gira alrededor de la Tierra, los bultos no experimentan ning\u00fan nuevo cambio ni tampoco se produce rozamiento alguno que altere el periodo de rotaci\u00f3n del sat\u00e9lite. La luna continuar\u00e1 mostr\u00e1ndonos la misma cara indefinidamente; lo cual, como veis, no es ninguna coincidencia, sino la consecuencia inevitable de la gravitaci\u00f3n y del rozamiento. La Luna es un caso relativamente simple. En ciertas condiciones, el rozamiento debido a las mareas puede dar lugar a condiciones de estabilidad m\u00e1s complicadas.<\/p>\n<p style=\"text-align: justify;\">Durante unos ochenta a\u00f1os, por ejemplo, se pens\u00f3 que Mercurio (el planeta m\u00e1s cercan al Sol y el m\u00e1s afectado por la fuerza gravitatoria solar) ofrec\u00eda siempre la misma cara al Sol, por el mismo motivo que la Luna ofrece siempre la misma cara a la Tierra. Pero se ha comprobado que, en el caso de este planeta, los efectos del rozamiento producen un periodo estable de rotaci\u00f3n de 58 d\u00edas, que es justamente dos tercios de los 88 d\u00edas que constituyen el per\u00edodo de revoluci\u00f3n de Mercurio alrededor del Sol.<\/p>\n<p style=\"text-align: justify;\">Hay tantas cosas que aprender que el corto tiempo que se nos permite estar aqu\u00ed es totalmente insuficiente para conocer todo lo que nos gustar\u00eda. \u00bfHay algo m\u00e1s penoso que la ignorancia? \u00bfHay algo m\u00e1s excitante que el descubrir y saber?<\/p>\n<p><strong><em>Emilio Silvera V.<\/em><\/strong><\/p>\n<p>&nbsp;<\/p>\n<\/div>\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%2F2025%2F10%2F14%2F%25c2%25a1aquellos-primeros-momentos-8%2F&amp;title=%C2%A1Aquellos+primeros+momentos%21' 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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Hasta donde sabemos, y ,el origen m\u00e1s aceptado para nuestro Universo, es el de una inmensa explosi\u00f3n proveniente de una [&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":[190],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12380"}],"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=12380"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12380\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12380"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12380"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12380"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}