{"id":27959,"date":"2022-05-09T06:35:28","date_gmt":"2022-05-09T05:35:28","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27959"},"modified":"2022-05-09T06:35:28","modified_gmt":"2022-05-09T05:35:28","slug":"%c2%a1aquellos-primeros-momentos-17","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/05\/09\/%c2%a1aquellos-primeros-momentos-17\/","title":{"rendered":"\u00a1Aquellos primeros momentos!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/19\/conociendo-el-universo-3\/\" rel=\"prev\">Conociendo el Universo<\/a><\/h2>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/mobbyt.com\/media\/gallery\/ae587cfeea5ac21a8f1c1ea51027fef0\/effb1202_2019-05-03-mobbyt.jpg\" alt=\"Videojuego educativo | Ciencias: Conociendo Nuestro Universo.\" \/><\/p>\n<p style=\"text-align: justify;\">Todo est\u00e1 conectado por los hilos invisibles del Tiempo<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><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<h3 style=\"text-align: justify;\"><\/h3>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSv5rCp0OWqnqImWwqX0djXHBDpYkADAGYJyA&amp;usqp=CAU\" alt=\"Qu\u00edmica Anal\u00edtica I: Teor\u00eda At\u00f3mica Moderna\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT5Gh-ghbtAfI-tSXsfLYfOfAOYCXqZFBp2Aw&amp;usqp=CAU\" alt=\"Los 15 tipos de estrellas (y sus caracter\u00edsticas)\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Hemos recorrido un largo camino para conocer los dos extremos (desde los \u00e1tomos hasta las estrellas). Los primeros son los objetos complejos que lo forman todo si es material, y, las estrellas, son los objetos cosmol\u00f3gicos que elaboran los elementos de los que se hacen las &#8220;cosas&#8221; y los seres vivos.<\/p>\n<p style=\"text-align: justify;\">Sabemos que una red de \u00e1tomos puede formar un cerebro cu\u00e1ntico<\/p>\n<p style=\"text-align: justify;\"><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<div>\n<div style=\"text-align: justify;\">Antes de que la imagen de arriba fuese una realidad tuvieron que pasar muchos miles de 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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/%C2%A1aquellos-primeros-momentos\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a>\u00a0en la que la densidad y la energ\u00eda eran \u201cinfinitas\u201d y a partir de ah\u00ed, comenz\u00f3 la gran aventura. Esa es la idea que m\u00e1s coincide con lo que ahora podemos observar, y, precisamente por eso, el Modelo de Universo aceptado es el llamado <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/div>\n<div>\n<p style=\"text-align: justify;\">\u00a1El Universo!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"El universo primitivo, en una espectacular imagen en 3D \" src=\"http:\/\/www.abc.es\/Media\/201105\/03\/sloan-big-map--644x362.jpg\" alt=\"El universo primitivo, en una espectacular imagen en 3D \" width=\"644\" height=\"362\" \/><\/p>\n<p style=\"text-align: justify;\">La primera interacci\u00f3n que puede ser considerada era la constante aniquilaci\u00f3n y producci\u00f3n de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y positrones. Uno de los descubrimientos m\u00e1s famosos del siglo XX es la equivalencia entre la masa y la energ\u00eda (E= m c<sup>2<\/sup>): bajo condiciones adecuadas, la energ\u00eda se puede convertir en materia y viceversa. La conversi\u00f3n de energ\u00eda en materia no se observa com\u00fanmente en nuestro entorno porque \u00e9ste es demasiado fr\u00edo y no hay presi\u00f3n suficiente.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El universo primitivo no se ha ido del todo! \u2013 S\u00f3lo es Ciencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT_kzizDOcByJKRd_gjy2qOtOkubSz3qBj0R2Tp_Gfnb0PUNBL7C9OLuE9PElN--XCd0Fo&amp;usqp=CAU\" alt=\"universo | portalastronomico.com\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La monstruosa galaxia del Universo primitivo que no deber\u00eda existir\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las galaxias &quot;muertas&quot; se quedaron misteriosamente sin combustible para  crear estrellas en el universo primitivo\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Al principio, despu\u00e9s de la gran explosi\u00f3n que hizo expandirse al Espacio, todo era opaco y caliente, se tuvieron que liberar los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> para que se hiciera la luz. Las part\u00edculas formaron los primeros \u00e1tomos una vez que la materia y la anti-materia dej\u00f3 aquella que formar\u00eda, cientos de millones de a\u00f1os m\u00e1s tarde, las primeras estrellas y galaxias.<\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Destino final del universo - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Con una imagen similar a esta pudo comenzar todo<\/p>\n<p style=\"text-align: justify;\">Pero con las densidades y temperaturas que reinaban en el universo primitivo, esta conversi\u00f3n era el pan de cada d\u00eda. Los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> (g) se convert\u00edan en <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> (e<sup>&#8211;<\/sup>) y positrones (e<sup>+<\/sup>) (proceso conocido como producci\u00f3n de pares). Estos <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> no pod\u00edan producir part\u00edculas m\u00e1s pesadas (como <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> por ejemplo) por no poseer suficiente energ\u00eda. Los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y positrones terminar\u00edan por colisionar con sus respectivas antipart\u00edculas y convertirse de nuevo en <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> (a lo que nos referiremos como aniquilaci\u00f3n)<\/p>\n<p style=\"text-align: justify;\" align=\"CENTER\">\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 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/astronomia.net\/cosmologia\/pair.gif\" alt=\"\" name=\"Imagen2\" width=\"299\" height=\"116\" align=\"BOTTOM\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"CENTER\">\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\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/astronomia.net\/cosmologia\/annihilate.gif\" alt=\"\" name=\"Imagen3\" width=\"321\" height=\"119\" align=\"BOTTOM\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">La segunda interacci\u00f3n fue la conversi\u00f3n de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> en <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y viceversa. Esas part\u00edculas at\u00f3micas pesadas estaban ya presentes &#8220;en el principio&#8221; y estaban continuamente transmut\u00e1ndose una en otra mediante las siguientes reacciones:<\/p>\n<p style=\"text-align: justify;\" align=\"CENTER\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/astronomia.net\/cosmologia\/pro_neut.jpg\" alt=\"\" name=\"Imagen4\" width=\"425\" height=\"175\" align=\"BOTTOM\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">&#8220;En el principio&#8221;, debido a la alta densidad de energ\u00eda, las colisiones entre las part\u00edculas ocurr\u00edan de forma tan r\u00e1pida que las reacciones de conversi\u00f3n de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> en <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y viceversa se equilibraban de tal manera, que su n\u00famero, aunque peque\u00f1o, era muy aproximadamente el mismo. Pero esa igualdad se rompi\u00f3 casi inmediatamente debido a que los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> son ligeramente m\u00e1s pesados que los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/eluniversoprimitivo-161213211707\/85\/el-universo-primitivo-9-320.jpg?cb=1481663867\" alt=\"El universo primitivo\" \/><\/p>\n<p style=\"text-align: justify;\">Por tanto, se necesita un poco m\u00e1s de energ\u00eda para cambiar de un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> a un <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> que viceversa. Al principio esto no ten\u00eda ninguna influencia porque hab\u00eda gran cantidad de energ\u00eda en los alrededores. Pero como esta densidad de energ\u00eda decrec\u00eda continuamente con la expansi\u00f3n, cada vez hab\u00eda menos energ\u00eda disponible para cada colisi\u00f3n. Este hecho empez\u00f3 a inclinar la balanza hacia la formaci\u00f3n de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, por lo que en n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> empez\u00f3 a ser mayor que el de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y a medida que bajaba la temperatura la diferencia fue cada vez m\u00e1s notable.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/50\/Evolucion_Universo_CMB_Timeline300_no_WMAP.jpg\/800px-Evolucion_Universo_CMB_Timeline300_no_WMAP.jpg\" alt=\"\" width=\"502\" height=\"361\" \/><\/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\u00a0<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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>.\u00a0 Puesto que los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>\u00a0s\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 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/oldcivilizations.files.wordpress.com\/2010\/07\/galaxias.jpg\" alt=\"\" width=\"393\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">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 mayor \u00a0 de la materia como sino existiese. (Diez trillones de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>\u00a0atravesar\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 style=\"text-align: justify;\">En menos de un siglo, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrino<\/a>\u00a0pas\u00f3 de ser una part\u00edcula fantasma 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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/i1.wp.com\/www.astronomiaonline.com\/wp-content\/uploads\/2015\/04\/candidatos-protocumulos.jpg?resize=474%2C796\" alt=\"Estas im\u00e1genes obtenidas por el instrumento SPIRE del telescopio espacial Herschel muestran algunos de los objetos m\u00e1s representativos de la poblaci\u00f3n de 234 candidatos a protoc\u00famulos gal\u00e1cticos recientemente descubiertos. Los contornos en amarillo representan variaciones en la densidad de las galaxias. Cr\u00e9ditos: ESA \/ Colaboraci\u00f3n Planck \/ H. Dole, D. Gu\u00e9ry y G. Hurier, IAS\/Universidad de Par\u00eds Sud\/CNRS\/CNES.\" width=\"474\" height=\"796\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0 Proto-c\u00famulos gal\u00e1cticos en el universo primitivo captados por los telescopios Planck y Herschel<\/p>\n<p style=\"text-align: justify;\">De esa manera, oleadas de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>\u00a0liberados 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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>\u00a0semejante a la radiaci\u00f3n de fondo de microondas producida por el desacoplamiento de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/%C2%A1aquellos-primeros-momentos\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Pareidolias del multiverso en el fondo c\u00f3smico de microondas - La Ciencia  de la Mula Francis\" \/><img decoding=\"async\" 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\" alt=\"El fondo c\u00f3smico de microondas y la misi\u00f3n Planck - El D\u00eda - Hemeroteca  14-10-2018\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0La misi\u00f3n Planck detect\u00f3 el fondo c\u00f3smico de microondas<\/p>\n<p style=\"text-align: justify;\">Si estos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>\u00a0\u201cc\u00f3smicos\u201d (como se los llama para diferenciarlos de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>\u00a0liberados m\u00e1s tarde por las supernovas) pudiesen ser observador por un telescopio de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>\u00a0de 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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren el primer enlace molecular del universo primitivo | Ciencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ2k_PWl4cm0m82K5aUOL13d7kdCUWgvB2rrBs2KFZtTH1s6Yds7KvUji_wqvLewR4e3Gs&amp;usqp=CAU\" alt=\"Descubren primera mol\u00e9cula que se form\u00f3 en el universo \u2013 Noticieros Televisa\" \/><\/p>\n<p style=\"text-align: justify;\">Pas\u00f3 mucho tiempo para que se formaran las primeras mol\u00e9culas y sus enlaces at\u00f3micos<\/p>\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>\u00a0(0.000001) de segundo despu\u00e9s del comienzo del tiempo, tampoco hay\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrones<\/a>\u00a0ni\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">protones<\/a>.\u00a0 El Universo es un oc\u00e9ano de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">quarks<\/a>\u00a0libres 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 anti-quarks existen mil millones y un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">quark<\/a>.\u00a0 asimetr\u00eda es importante.\u00a0 Los pocos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">quarks<\/a>\u00a0en exceso destinados a sobrevivir a la aniquilaci\u00f3n general quark-anti-quark 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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Windows of Creation\" \/><img decoding=\"async\" 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\" alt=\"Biologia 1 - Origen de la Vida y Evoluci\u00f3n\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p>Tendr\u00eda que pasar mucho tiempo para que se formaran las primeras formas de vida (la \u00fanica que conocemos hasta el presente), en el planeta Tierra, donde nuestra especie ha tratado de ir desvelando los secretos de la Naturaleza.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\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\u00a0<\/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 hay bastante energ\u00eda ambiente para permitir la creaci\u00f3n y el mantenimiento de gran cantidad de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/%C2%A1aquellos-primeros-momentos\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a>\u00a0w y z.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRubSg4lF0b32gjKlCreEvoicCIQ1Kaoid5Fg&amp;usqp=CAU\" alt=\"El CERN halla indicios de una part\u00edcula que ninguna teor\u00eda hab\u00eda predicho\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQawUoI40I0K9Wj3IdyUkoSaAWXAZxzCHFotA&amp;usqp=CAU\" alt=\"Bosones W y Z - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI4AAACtCAMAAABRG7eiAAAAqFBMVEX\/bGyANjYAAAD\/\/\/98NTU9OztCPT0\/Ghp3MjIzFhZvLy8vFBRLICDdXl48GRmqSEjMVlYTCAiZQUHuZWVmKyu7T0+ZmZmIiIh3d3dmZmYNBQWHOTlBQECPPT0bCwtVVVVXJSUlEhLVWlonFhaUPz\/mYWHAUVFoLCwmEBBOISGzTEylRkYeExNeKChJR0cZFxfa2tqpqakpKSldXFw0MDAUExPS0tIiICBA1mlzAAAIUUlEQVR4nO2ce5uiNhSH4SytiHgJYC+hUKGiqGW7ve73\/2YlFzSJgckoAz778PtjxADJS3JyO5zR+vRSsuSvf\/6g0Y86\/aTTzzr9\/atGv2j0198Kzq+ANPpdp+w3rkzUQqO5Tqt7YfhLxvmMPXs0lZB+J+GMSpNCNZNwxqaxJZyRaSJbwhmTxknx0ZZwRqVBlEbAGZmGFX7FGZPGbWiuOKPS4GvhHGdcGuQ2xxTny3fMkB6U4+rkaXSM7lVhdKsKivMVAN8LBhJ2bRnnHz\/QaK3TVqPDRqN8qVER3qsqbQXne8caT9GE06FjNuFMON8EjjfhvChOMUuzvTHOskJQxvTQPqUwE+5aOnOM5hcxozBeIUB+EErZ72DJiwaffJxWYi5bq0iXhjgFgmOyg4gUVZcj4VTgu14G1S0lz2Duxe4M5lL2Z+C5xbAmGeFYqaHZQcZJ23CONAMPNuQ5LEvCORfk7xzya91keM2e2JOLSzP2WSJGJ1eGladybbbjlJheD0f2VcJhSmDdHMYgPXbolIAqwuwCffwDUMyoJCftEqPZll632MpZtuNk9HmWTe1rcHhRRCsQnzKc42PgIPLkOWvRiFayhVxyEnb7ZEfwwtVFzrEDx6dNEUDahlOg8nqM6VUhWVXVnzblzKEu3JpjAooXrI4O5GTS3OUnlqJ2nC2U2+UFAW7DWbEnZmdpcReyvKwTS1ajc\/Kxh7oG1gzBJRVeps1NW0jT9GyIYwWoztwu22rHv1lOUzvF+XwiOM3ClySGeEaupbZfkm7KenyLOnAsa3MIwwZDxTmB2O5X23EpzoqvkUnKDooCTuQoh\/NTOBap\/0SLI9PcehbFubWHRTp3nFAOK6btLp1U5XbjFCkKZZzNktEEUjb1uHO+4TTWSlvISssF7aTWitaRDcrEYIYTosqJMKYDQ2DbUA\/fW9LxSZ5HWNAbbrZcj8orN3F9SAvSgcFP9l7mcEI26BSsQoWO\/q7aqTJAOzbuLphpeg2Oz21V6Kj1nIUBzRJWmfEC4\/LIbs6BdcGA21fo1hnPlPHvbZy+JU2fLRoQJ9ZXyFg4JppwuuRMOK+Fs1wndnLJteccNDBOwIdUyOLw\/uzAOPni5neD9HB3flicjeJjPKsXDIpTIAox98hcC3zpOB7OTGgi1myZcoU9IM6aAKBmpxVSHmUbOCTOnJR\/W2DnlE7uXgPibKjdCAkVSZB3WgPieKR0cU1L+U5j4VBbkdomJV7\/kXBCQrOQkqq7vj4czoGUHUlJe7X5rLgLZ+sjvFA9MrJm2pgBJYKAXhkoa32SP98PmOEkdT8s686gmequQiYvheiVrtzNifI7W+7AqQ1\/TzdQx15wqKHIkyY1J2l\/0YHjM9dM3eZFHzgncqisckhSKSa044SN0ZfKBvhBHDphKb44MsFLW\/Z2nEMzJBxFl+QjOIsbTnF\/NzLDCZpqTMBg+6hTwCsnfwcObsOJG4pAbl5jNWstPiuZNVYrjt24UC7Q5ZFpVVgymmbkMzPlD6udnWg4lmlHb8V50nYSbjjX5jEaBpNWnK1Rz2rTBiTDsfgE9dYk0Y4jjDsd3rMWhSmjEQb0rfLd0k2h7Thmo3KLToxGXPsZLTA6cA6U\/I05S69YNRwik+VXBw7J9M0ZXasDNxzZcPWLU9nL3IVTr3cwLu33wlwNR3GOmizdO3EelH9vOFQGG5sPwLEZDVqqJwy2ff3jbLnh3LkDTDbFveNwtwB9l9Vybu4mTovLYN83zoyVo59XVIfKWr2gbxyXG07LyPmWu6lnnHO74XBdnXGpzhnXL06X4VxFXJVxi6uyX5wVo7l\/qWyqXnG8bsMZGGfNrcLgzcwAOEvei98\/yd0U9Iczf9ZwesWJeP993HD6xLlww7kf2sbAybnhdHuDhsIJ+VjbFUEwIE7FDefd69gPwQl6MZxunCKI6r67M8ikJ8PpxnFoEQY4jXPgWcPpxkl8+xyZ4Ox6MhyCA5224xng7EG\/0HxEl6dxmgXnXRzXI3q6dsKM0ZzeuG4gHO4cyHowHOv5xkp6NJzncRrnwPs9QB+B0zgHOi8aDofvJct+DOdZnMZwUt1\/o4rSx531jROBoYynjwnnQZwcIVRPAPXfth33oDiba24vgTOG1hPOhDPhTDgTzoTTpvOEM+FMOB+C40w4E86E81o4MfSNbowT3\/aU0S2tb5ytKc7a5xLeLo6I00iMkxsfZyu+Xaxx8hPCC+7hDlYY0h3zoZ59BGi1V9NjCOo7IGsrYwvqD9504iwRFly2MVR45laYRRXsID3aO0zjPC6AKof\/P7+YnkCE3PU+UyOfHsMJF1LwVsw8uBsaO3dhHsstDViaM0fzHBdyesK8Mxs58PVRnJ0cJRfzcKAZgfR5GNeKVEN5iy6V0hMeqodB72x9F06svCSPebylS+oe83BbjzSdB2nCo6qk9ITfkbbEIr4H56y+JI95KArFamICYzoueRggjcjLSCk94UbThnMwx8kxVt483HAiFccKL1VKY\/U+CCcsQf0hBF5y3VguicxuGuWawRnBQU7vD8e\/75zxNYz9Qs6zTjcnfWfJEGyI5fTecFxNrEfMgsk2QH7NYc069JnEfuc8MpT0KjG9N5x6bFk1s5bfdFK7HgZ3doTZG+sKUs\/eASb2G0FaD4MLGlkppveFcxbdxE1WDuw35N9w+NBIJ4OKDTjBDAFe2KGS3mPPGkITzoTzzeAIPwSZfR4f51Y7i3\/\/Gxtnc8Vxfvvjy6fxcXhjORmheRUcTvMiOA3Na+BcaV4Cx8m+fvn0MjgCzQvgiDTj4xxFmvFx0j8EGoKz0v7o7jCq4F+Rpsb54fsx9fW\/TzLOS+l\/7VjutzCMqRIAAAAASUVORK5CYII=\" alt=\"Bosones W y Z - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El LHC los experimentadores dieron con los Bosones W y Z que verific\u00f3 la Teor\u00eda<\/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 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;\">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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/%C2%A1aquellos-primeros-momentos\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a><\/a>\u00a0(de supercuerdas) la que contestar\u00e1 esas preguntas sin respuestas ahora.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La ruptura espont\u00e1nea de la simetr\u00eda electrod\u00e9bil y el bos\u00f3n de Higgs |  Francis (th)E mule Science's News\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQWaf7LpgywgOYkd0m5ZaCwIq6vQGwzuuTyegE7tzePEhTY5izpE9kU5XRNX2N8JroqvKo&amp;usqp=CAU\" alt=\"El modelo est\u00e1ndar y el bos\u00f3n de Higgs: Ruptura espont\u00e1nea de la simetr\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">En los 10<sup>-35<\/sup>\u00a0de segundo desde el comienzo del tiempo, entramos en un \u00e1mbito en el que las actividades 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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/%C2%A1aquellos-primeros-momentos\/#\"><a href=\"#\" onclick=\"referencia('fuerza electronuclear',event); return false;\">fuerza electronuclear<\/a><\/a>\u00a0unificada se escindi\u00f3 en las fuerzas electrod\u00e9bil y las fuertes.\u00a0 Si es correcta la teor\u00eda de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/%C2%A1aquellos-primeros-momentos\/#\"><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 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_JlhvjWXE_Ik\/THEMX7FF1AI\/AAAAAAAAAY0\/FFUItBLEmFY\/s1600\/DR3_6dFGS_view1.jpg\" alt=\"\" width=\"532\" height=\"393\" \/><\/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 interaccionaban, produc\u00edan calor y formaron las primeras estrellas.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las primeras estrellas en la historia del universo\" \/><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;\">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, cuando 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 esta fascinante historia de lo que se cree que pudo pasar.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0<img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-VmZZ5zRYxUk\/VfRwgs-JMFI\/AAAAAAAAAps\/aSQrfW9f-Bo\/s1600\/consntes.jpg\" alt=\"Ciencias Planetarias y Astrobiolog\u00eda : La constante de estructura fina en  nuestro Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Algunas de las constantes universales que no cambian con el paso del Tiempo<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSng3UYfurH91eaa3M_mttlTf6_XJoNu7sm8A&amp;usqp=CAU\" alt=\"Cap\u00edtulo 3 Ciencias F\u00edsicas - ppt descargar\" \/><\/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 Las Constantes y las cuatro fuerzas fundamentales rigen el Universo<\/p>\n<p style=\"text-align: justify;\">Pero hasta que no tengamos tal teor\u00eda (la Gran Teor\u00eda del Todo) 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>\u00a0de 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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/%C2%A1aquellos-primeros-momentos\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/de\/Nuclear_Force_anim.gif\" alt=\"Interacci\u00f3n nuclear fuerte - Didactalia: material educativo\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">La\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/%C2%A1aquellos-primeros-momentos\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a>\u00a0hizo posible la existencia de los n\u00facleos que atra\u00edan\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/%C2%A1aquellos-primeros-momentos\/#\">electrones<\/a>\u00a0para formar \u00e1tomos. El n\u00facleo formado por <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, all\u00ed llamados <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, estaban conformados por tripletes de Quarks confinados por la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> y retenido por Bosones llamados Gluones.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/20\/%C2%A1aquellos-primeros-momentos\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); 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Los primeros son los objetos complejos que lo forman todo si es [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27959"}],"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=27959"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27959\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27959"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27959"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27959"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}