{"id":5047,"date":"2020-07-25T07:23:15","date_gmt":"2020-07-25T06:23:15","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=5047"},"modified":"2020-07-25T06:24:06","modified_gmt":"2020-07-25T05:24:06","slug":"aquellos-primeros-momentos-ii","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/25\/aquellos-primeros-momentos-ii\/","title":{"rendered":"Aquellos primeros momentos"},"content":{"rendered":"<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/img.yair-technologies.com\/img\/space\/33\/universes-first-moments-mimicked-with-ultracool-atoms.jpg\" alt=\"Los primeros momentos del universo imitados con \u00e1tomos ultracool ...\" \/><\/p>\n<p>Se habla de la &#8220;Singularidad&#8221;, ese punto de masa y energ\u00edas &#8220;infinitas&#8221; que pudo surgir a consecuencia de una fluctuaci\u00f3n de vac\u00edo, y, seg\u00fan apunt\u00f3 ayer mismo un contertulio, con origen en otro universo.<\/p>\n<p>\u00a1El Universo!<\/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 nuevo r\u00e1pidamente.<\/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%3AANd9GcThIYnr0ZqPa4Q9sJMjnLeQwCQ41Ba6dWujng&amp;usqp=CAU\" alt=\"No hay pruebas suficientes para confirmar la teor\u00eda del Big Bang\" \/><\/p>\n<p style=\"text-align: justify;\">\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=\"#\" onclick=\"referencia('neutrinos',event); return false;\">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=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>.\u00a0 Puesto que los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> s\u00f3lo reaccionan a la fuerza d\u00e9bil, que tiene un alcance extremadamente corto, ahora pueden escapar de sus garras y volar indefinidamente sin experimentar ninguna otra interacci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Las part\u00edculas fantasma que llegaron del espacio exterior - BBC ...\" \/><\/p>\n<p style=\"text-align: justify;\">\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 mayor parte\u00a0 de la materia como sino existiese. (Diez trillones de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">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><!--more--><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Desintegraci\u00f3n beta - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En menos de un siglo, el <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a> pas\u00f3 de una part\u00edcula fantasma \u2013propuesta 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=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> liberados en un segundo despu\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> persiste a\u00fan despu\u00e9s, formando una radiaci\u00f3n c\u00f3smica de fondo de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> semejante a la radiaci\u00f3n de fondo de microondas producida por el desacoplamiento de los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.dicyt.com\/data\/40\/32040.jpg\" alt=\"El mapa m\u00e1s detallado de la radiaci\u00f3n del fondo c\u00f3smico de ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si estos <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> \u201cc\u00f3smicos\u201d (como se los llama para diferenciarlos de los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> liberados m\u00e1s tarde por las supernovas) pudiesen ser observador por un telescopio de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.portalastronomico.com\/wp-content\/uploads\/2018\/04\/telaran%CC%83a-cosmica-863x521.jpg\" alt=\"fondo c\u00f3smico de microondas | portalastronomico.com\" \/><\/p>\n<p style=\"text-align: justify;\">\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=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> ni <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>.\u00a0 El Universo es un oc\u00e9ano de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> libres y otras part\u00edculas elementales.<\/p>\n<p style=\"text-align: justify;\">Si nos tomamos el trabajo de contarlos, hallaremos que por cada mil millones de antiquarks existen mil millones y un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a>.\u00a0 Esta asimetr\u00eda es importante.\u00a0 Los pocos <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/origenatomosymoleculas-140916114727-phpapp02\/95\/origen-atomos-y-moleculas-3-638.jpg?cb=1410868369\" alt=\"Origen atomos y moleculas\" \/><\/p>\n<p style=\"text-align: justify;\">\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 electrod\u00e9bil.\u00a0 Ahora hay bastante energ\u00eda ambiente para permitir la creaci\u00f3n y el mantenimiento de gran n\u00famero de <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a> w y z.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/conexioncausal.files.wordpress.com\/2010\/04\/lhcb_event.jpg\" alt=\"Primeras part\u00edculas bellas en LHCb | Conexi\u00f3n causal\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0En el CERN, el LHC ha podido verificar como pudieron surgir esas primeras part\u00edculas<\/p>\n<p style=\"text-align: justify;\">Estas part\u00edculas \u2013 las mismas cuya aparici\u00f3n en el acelerador del CERN verific\u00f3 la teor\u00eda electrod\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 electrod\u00e9bil.<\/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=\"Ligth Knight: Fuerza Nuclear Fuerte\" \/><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/laeraelectrodbil-121127014355-phpapp01\/95\/la-era-electrodbil-2-638.jpg?cb=1353980674\" alt=\"La era electrod\u00e9bil\" \/><\/p>\n<p style=\"text-align: justify;\">\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=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/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 condiciones 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=\"#\" onclick=\"referencia('fuerza electronuclear',event); return false;\">fuerza electronuclear<\/a> unificada se escindi\u00f3 en las fuerzas electrod\u00e9bil y las fuertes.\u00a0 Si es correcta la teor\u00eda de la <a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a>, la transici\u00f3n puede haberse producido antes, hab\u00eda involucrado a la gravitaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/enciclopediauniverso.com\/wp-content\/uploads\/2019\/08\/1566122943_723_Los-astronomos-encuentran-la-primera-molecula-del-universo.jpg\" alt=\"Los astr\u00f3nomos encuentran la primera mol\u00e9cula del universo ...\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 As\u00ed lo confirm\u00f3 el hallazgo de las primeras mol\u00e9culas del Universo<\/p>\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 interacioban, produc\u00edan calor y formaron las primeras estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static3.abc.es\/media\/ciencia\/2020\/06\/04\/heic1820b-kIiF--220x220@abc.jpg\" alt=\"Las primeras estrellas aparecieron antes de lo que se cre\u00eda\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La huella de las primeras estrellas del Universo?\" \/><\/p>\n<p style=\"text-align: justify;\">\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, (m\u00e1s de 10.000 millones de a\u00f1os despu\u00e9s) hicieron posible nuestra aparici\u00f3n para que ahora, sea posible que, alguien como yo est\u00e9 contando lo que pas\u00f3.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/sciencewarsdotcom.files.wordpress.com\/2019\/03\/20170418-770-425.jpg?w=770&amp;h=425&amp;crop=1\" alt=\"El universo primitivo no se ha ido del todo! \u2013 S\u00f3lo es Ciencia\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0El Universo primitivo no se ha ido del todo, quedan vestigios claros de lo que pudo pasar<\/p>\n<p>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>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Gabinete del albeitar: Cronolog\u00eda del Big Bang, o como empez\u00f3 esto (I)\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Del otro lado de esa puerta est\u00e1 la \u00e9poca de Plank, un tiempo en que la atracci\u00f3n gravitatoria ejercida por cada part\u00edcula era comparable en intensidad a la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>.<\/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=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/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 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