{"id":26948,"date":"2021-08-03T06:53:07","date_gmt":"2021-08-03T05:53:07","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26948"},"modified":"2021-08-03T06:53:07","modified_gmt":"2021-08-03T05:53:07","slug":"el-universo-es-dinamico-y-%c2%a1misterioso-14","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/08\/03\/el-universo-es-dinamico-y-%c2%a1misterioso-14\/","title":{"rendered":"El Universo es din\u00e1mico y, \u00a1misterioso!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00ab\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/06\/%c2%bfel-libre-albedrio-%c2%bfdonde-esta\/\" rel=\"prev\">\u00bfEl Libre Albedr\u00edo? \u00bfD\u00f3nde est\u00e1?<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/07\/el-lenguaje-ese-don-que-nos-adorna\/\" rel=\"next\">El Lenguaje\u2026ese don que nos adorna<\/a>\u00a0\u00bb<\/div>\n<div style=\"text-align: justify;\">\n<h1><a title=\"Enlace Permanente a \u00a1La F\u00edsica! \u00bfNo lo es todo?\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/06\/%c2%a1la-fisica-%c2%bfno-lo-es-todo\/\" rel=\"bookmark\">\u00a1La F\u00edsica! \u00bfNo lo es todo?<\/a><\/h1>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcRGT7Rw6v-l-jozloAYxlckBckSwWrIb0tVigJvKOxGEw8BJlJItA\" alt=\"\" width=\"393\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfQui\u00e9n puede negar la existencia de otros universos?<\/p>\n<p style=\"text-align: justify;\">En no pocas ocasiones uno se ha parado a pensar en c\u00f3mo pudo surgir el Universo a partir de la \u201cnada\u201d. Si surgi\u00f3 es porque hab\u00eda. Y, desde luego, todo est\u00e1 directamente relacionado con eso que se conoce por fluctuaciones de &#8220;vac\u00edo&#8221;, esas desviaciones aleatorias en el valor de las cosas sobre su valor medio. No hay que perder de vista los sistemas descritos por la mec\u00e1nica cu\u00e1ntica, en ellos est\u00e1n bien definidas esas fluctuaciones que, en esa infinitesimal regi\u00f3n se llaman \u201cfluctuaciones cu\u00e1nticas\u201d y, tienen mucho que ver con el Principio de Incertidumbre de Heisenberg.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ichi.pro\/assets\/images\/max\/724\/1*bAmzzi2jCwdo3xPXcUMH9A.jpeg\" alt=\"Las fluctuaciones cu\u00e1nticas se probaron experimentalmente en 1947\" \/><\/p>\n<p style=\"text-align: justify;\">En Cualquier sistema por encima del cero absoluto se pueden presentar dichas fluctuaciones. Es necesario que tengamos en cuenta dichas fluctuaciones para poder obtener una teor\u00eda cuantitativa de de las \u201ctransiciones de fase\u201d en tres dimensiones. Incluso se puede llegar a pensar que las\u00a0<strong>\u201cfluctuaciones cu\u00e1nticas\u201d\u00a0<\/strong>pudieron ser las responsables de la formaci\u00f3n de las estructuras en el universo primitivo que pudo surgir de una\u00a0<strong>\u201cFluctuaci\u00f3n del Vac\u00edo\u201d\u00a0<\/strong>que rasgando el espacio tiempo en otro lugar, produjo la opci\u00f3n de crear nuestro universo, o, incluso, m\u00faltiples universos conectados al principio y separados m\u00e1s tarde para hacerse unidades independientes de universos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.atlasoftheuniverse.com\/superc\/boovoid2.gif\" alt=\"\" width=\"440\" height=\"365\" \/><\/p>\n<p style=\"text-align: justify;\">Lo que vemos arriba marcado dentro de un c\u00edrculo es lo que se conoce como el Gran Vac\u00edo de Bo\u00f6tes, uno de los mayores \u201cvac\u00edos conocidos de nuestro Universo.\u00a0 El\u00a0\u00a0Tiene unos 250 millones de a\u00f1os luz de di\u00e1metro (casi el 0.27% del di\u00e1metro del universo visible), o unos 236,000 Mpc3 en el volumen. Se considera un super vac\u00edo y s\u00f3lo tiene dentro de \u00e9l a unas sesenta galaxias. Fue descubierto por Robert Kirshner (1981), como parte de un estudio de corrimientos al rojo gal\u00e1cticos. El centro del Vac\u00edo Bo\u00f6tes esta a aproximadamente 700 millones de a\u00f1os luz de la Tierra.<\/p>\n<p style=\"text-align: justify;\">En astronom\u00eda, el vac\u00edo est\u00e1 referido a regiones del espacio con menor contenido de Galaxias que el promedio o ninguna galaxia.\u00a0 Tambi\u00e9n le solemos llamar vac\u00edo c\u00f3smico. Han sido detectados vac\u00edos con menos de una d\u00e9cima de la densidad promedio del Universo en escalas de hasta 200 millones de a\u00f1os-luz en exploraciones a gran escala.<\/p>\n<blockquote><p><img decoding=\"async\" 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\" alt=\"Fluctuaciones de vac\u00edo! \u00bfQue son? : Blog de Emilio Silvera V.\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Sabemos que la \u201cNada\u201d no existe y que, a partir de las \u201cFluctuaciones de vac\u00edo\u201d nace la materia<\/p>\n<p style=\"text-align: justify;\">\u00a1Las fluctuaciones de vac\u00edo! que, al igual que las ondas \u201creales\u201d de energ\u00eda positiva, est\u00e1n sujetas a las leyes de la dualidad onda\/part\u00edcula; es decir, tienen tanto aspectos de onda como aspectos de part\u00edcula.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.gifer.com\/1jzU.gif\" alt=\"Dichroism waves ola GIF on GIFER - by Runeseeker\" \/><\/p>\n<p style=\"text-align: justify;\">Las ondas fluct\u00faan de forma aleatoria e impredecible, con energ\u00eda positiva moment\u00e1neamente aqu\u00ed, energ\u00eda negativa moment\u00e1neamente all\u00ed, y energ\u00eda cero en promedio.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/miro.medium.com\/max\/875\/1*y6VlHbQe3DFTckmmIb6azw.gif\" alt=\"Fluctuaciones de vac\u00edo? \u00bfQu\u00e9 vac\u00edo? : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">El aspecto de part\u00edcula est\u00e1 incorporado en el concepto de part\u00edculas virtuales, es decir, part\u00edculas que pueden nacer en pares (dos part\u00edculas a un tiempo), viviendo moment\u00e1neamente de la energ\u00eda fluctuacional tomada prestada de regiones \u201cvecinas del espacio\u201d, y que luego se aniquilan y desaparecen, devolviendo la energ\u00eda a esas regiones vecinas. Si hablamos de fluctuaciones electromagn\u00e9ticas del vac\u00edo las part\u00edculas virtuales son\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/06\/%C2%A1la-fisica-%C2%BFno-lo-es-todo\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>\u00a0virtuales; en el caso de fluctuaciones de la Gravedad en el vac\u00edo, son\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/06\/%C2%A1la-fisica-%C2%BFno-lo-es-todo\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravitones<\/a><\/a>\u00a0virtuales.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-uZck7g4ifGk\/UPQEoqaYh5I\/AAAAAAAAKd8\/nTO5CFgbmOM\/s1600\/timerelease01.jpg\" alt=\"\" width=\"590\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Ni con los ojos abiertos como platos hemos podido \u201cver\u201d lo que \u201chay\u201d en esas \u201cregiones vecinas\u201d a nuestro mundo y que llamamos vac\u00edo en el que se producen fluctuaciones que hace surgir \u201ccosas\u201d que, de inmediato, desaparecen.\u00a0 Insistimos en querer verlas para saber y no dejamos de preguntarnos\u2026 \u00bfQu\u00e9 es lo que hay all\u00ed? \u00bfVivir\u00e1 en esa regi\u00f3n la tan buscada part\u00edcula de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/06\/%C2%A1la-fisica-%C2%BFno-lo-es-todo\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/06\/%C2%A1la-fisica-%C2%BFno-lo-es-todo\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>\u00a0o las cuerdas? \u00bfQu\u00e9 es lo que all\u00ed puede haber? En realidad sabemos que las fluctuaciones de vac\u00edo son, para las ondas electromagn\u00e9ticas y gravitatorias, lo que \u201clos movimientos de degeneraci\u00f3n claustrof\u00f3bicos\u201d son para los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/12\/fluctuaciones-de-vacio-d-branas-dimensiones-extra-%C2%BFsera-nuestro-universo-asi\/\">electrones<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"C\u00f3mo un electr\u00f3n sigue girando infinitamente alrededor del n\u00facleo? - Quora\" \/><\/p>\n<p style=\"text-align: justify;\">Si confinamos un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/12\/fluctuaciones-de-vacio-d-branas-dimensiones-extra-%C2%BFsera-nuestro-universo-asi\/\">electr\u00f3n<\/a>\u00a0a una peque\u00f1a regi\u00f3n del espacio, entonces, por mucho que uno trate de frenarlo y detenerlo, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/12\/fluctuaciones-de-vacio-d-branas-dimensiones-extra-%C2%BFsera-nuestro-universo-asi\/\">electr\u00f3n<\/a>\u00a0est\u00e1 obligado por las leyes de la mec\u00e1nica cu\u00e1ntica a continuar movi\u00e9ndose aleatoriamente, de forma impredecible.\u00a0 Este movimiento de degeneraci\u00f3n claustrof\u00f3bico que produce la presi\u00f3n mediante la que una estrella\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/06\/%C2%A1la-fisica-%C2%BFno-lo-es-todo\/#\"><a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a><\/a>\u00a0se mantiene contra su propia compresi\u00f3n gravitatoria o, en el mismo caso, la degeneraci\u00f3n de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/12\/fluctuaciones-de-vacio-d-branas-dimensiones-extra-%C2%BFsera-nuestro-universo-asi\/\">neutrones<\/a>, mantiene estable a la estrella de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/12\/fluctuaciones-de-vacio-d-branas-dimensiones-extra-%C2%BFsera-nuestro-universo-asi\/\">neutrones<\/a>\u00a0que, obligada por la fuerza que se genera de la degeneraci\u00f3n de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/12\/fluctuaciones-de-vacio-d-branas-dimensiones-extra-%C2%BFsera-nuestro-universo-asi\/\">neutrones<\/a>, es posible frenar la enorme fuerza de gravedad que est\u00e1 comprimiendo a la estrella.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/_XHcS8ESDjx0hBwXAWh59BxlovWmWzpKs9NGK_Fl1-x1JLa1_k8JoOD-ywSpjRfTeNI6GtJqg6Ew6iLbPYk6t3RhUJsCsSnLpnK4qvMxEG_DJbJ-yKgz4HQTQiHEV--wZAEy8gbsadYLIJga6qOAbY1x0i8UiAj9yaM\" alt=\"El Universo es din\u00e1mico y, \u00a1misterioso! : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">El Universo esw din\u00e1mico y misterioso y esconde muchos secretos que no hemos sabido desvelar<\/p>\n<p style=\"text-align: justify;\">De la misma forma, si tratamos de eliminar todas las oscilaciones electromagn\u00e9ticas o gravitatorias de alguna regi\u00f3n del espacio, nunca tendremos \u00e9xito.\u00a0 Las leyes de la mec\u00e1nica cu\u00e1ntica insisten en que siempre quedar\u00e1n algunas oscilaciones aleatorias impredecibles, es decir, algunas ondas electromagn\u00e9ticas y gravitatorias aleatorias e impredecibles. Estas fluctuaciones del vac\u00edo no pueden ser frenadas eliminando su energ\u00eda (aunque algunos estiman que, en promedio, no contienen energ\u00eda en absoluto).<\/p>\n<p style=\"text-align: justify;\">Claro que, a\u00fan nadie ha podido medir de ninguna manera la cantidad real de energ\u00eda que se escapa de ese supuesto \u201cvac\u00edo\u201d, como tampoco se ha medido la cantidad de fuerza gravitatoria que puede salir de ese mismo espacio \u201cvac\u00edo\u201d. Si la energ\u00eda es masa y si la masa produce gravedad, entonces \u00bfQu\u00e9 es lo que hay en ese mal llamado \u201cespacio vac\u00edo\u201d?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/-mg_zR_bELyQ\/VROl1cr3gkI\/AAAAAAAABpo\/Usaj-2k4wF4\/s1600\/114595_600.jpg\" alt=\"\" width=\"640\" height=\"396\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Podemos imaginar que el vac\u00edo es un dep\u00f3sito de energ\u00eda: las part\u00edculas virtuales surgen del vac\u00edo, tomando prestada temporalmente parte de su energ\u00eda. En f\u00edsica, lo normal es sorprenderse y leer cosas como esta:<\/p>\n<blockquote>\n<div style=\"text-align: justify;\">\u201cAs\u00ed, como entramos en una nueva era para comprender el tiempo, tambi\u00e9n hemos entrado a una nueva era de comprender el espacio.\u00a0 Se ha descubierto que lo que llamamos espacio vac\u00edo, el vac\u00edo, en realidad est\u00e1 repleto de inmensa energ\u00eda potencial.\u00a0 La conclusi\u00f3n ordinaria de considerar el espacio como la nada, el lugar donde se sit\u00faa la materia, evidentemente se ha convertido en nuestro espacio.\u00a0 Pero el vac\u00edo tiene m\u00e1s energ\u00eda que la materia que est\u00e1 en ese vac\u00edo y de hecho, la materia y el vac\u00edo son una misma cosa, hay una continuidad.\u00a0 Se ha descubierto que hay m\u00e1s energ\u00eda en un cent\u00edmetro c\u00fabico de vac\u00edo que en todo el Universo manifiesto.\u201d<\/div>\n<\/blockquote>\n<p style=\"text-align: justify;\">Lo cierto es que estamos en un momento crucial de la F\u00edsica, las matem\u00e1ticas y la cosmolog\u00eda, y debemos, para poder continuar avanzando, tomar conceptos nuevos que, a partir de los que ahora manejamos, nos permitan traspasar los muros que nos est\u00e1n cerrando el paso para llegar a las supercuerdas, a la posible\u00a0 \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/06\/%C2%A1la-fisica-%C2%BFno-lo-es-todo\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>\u201d o a una \u201cteor\u00eda cu\u00e1ntica de la gravedad\u201d que, tambi\u00e9n est\u00e1 impl\u00edcita en la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/06\/%C2%A1la-fisica-%C2%BFno-lo-es-todo\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Obstinados navegantes en oc\u00e9anos de incertidumbre: APROXIMACI\u00d3N A LA TEOR\u00cdA  DE LA GRAVEDAD CU\u00c1NTICA DE LAZOS\" \/><img decoding=\"async\" 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\" alt=\"La f\u00edsica cu\u00e1ntica y el largo camino para entenderla | OpenMind\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0Lo muy grande y lo muy peque\u00f1o. Una Teor\u00eda que pueda juntar las ideas de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y de Planck<\/p>\n<p style=\"text-align: justify;\">Claro que esto estuvo bien pero\u2026 Habr\u00e1 que buscar cosas nuevas que nos lleven m\u00e1s all\u00e1. Llevamos m\u00e1s de cien a\u00f1os utilizando las mismas herramientas (el cuanto de Planck y la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>), ser\u00eda la hora de que alguien iluminado tenga esa idea que nos haga dar ese gran paso hacia la f\u00edsica del futuro.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.cofis.es\/publicaciones\/imagenes\/fys\/fys16_portada.jpg\" alt=\"\" width=\"279\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0 Las nuevas tecnolog\u00edas cambiaran el futuro<\/p>\n<p style=\"text-align: justify;\">Estamos anclados, necesitamos nuevas y audaces ideas que puedan romper las cadenas \u201cvirtuales\u201d que atan nuestras mentes a ideas del pasado que, como la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/06\/%C2%A1la-fisica-%C2%BFno-lo-es-todo\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0y la mec\u00e1nica cu\u00e1ntica llevan cien a\u00f1os predominando sobre la f\u00edsica. \u00bfNo es tiempo ya de andar otros caminos que nos lleven m\u00e1s lejos, que nos ense\u00f1en otros horizontes? \u00bfD\u00f3nde est\u00e1n las ideas? \u00bfD\u00f3nde nuestra imaginaci\u00f3n?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"3 Iniciados - El Kybali\u00f3n de Hermes Trismegisto (Audiolibro Completo en  Espa\u00f1ol) &quot;Voz Humana&quot; - YouTube\" \/><img decoding=\"async\" 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\" alt=\"EL KYBALION\" \/><\/p>\n<p style=\"text-align: justify;\">Como nos dicen en este anuncio del Kybalion, nada es est\u00e1tico en el Universo y, todo est\u00e1 en continuo movimiento o vibraci\u00f3n. Habr\u00e9is o\u00eddo hablar de la energ\u00eda de punto cero que permanecer en una sustancia en el cero absoluto (cero K). Est\u00e1 de acuerdo con la teor\u00eda cu\u00e1ntica, seg\u00fan la cual, una part\u00edcula oscilando con un movimiento arm\u00f3nico simple no tiene estado estacionario de energ\u00eda cin\u00e9tica nula. Es m\u00e1s, el Principio de Incertidumbre no permite que esta part\u00edcula est\u00e9 en reposo en el punto central exacto de sus oscilaciones. Del vac\u00edo surgen sin cesar part\u00edculas virtuales que desaparecen en fracciones de segundo, y, ya conoc\u00e9is, por ejemplo, el Efecto Casimir en el que dos placas pueden producir energ\u00eda negativa surgidas del vac\u00edo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.azonano.com\/images\/News\/NewsImage_9452.jpg\" alt=\"\" width=\"300\" height=\"300\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Efecto Casimir<\/p>\n<p style=\"text-align: justify;\">Me llama poderosamente la atenci\u00f3n lo que conocemos como las fluctuaciones de vac\u00edo; esas oscilaciones aleatorias, impredecibles e in-eliminables de un campo (electromagn\u00e9tico o gravitatorio), que son debidas a un tira y afloja en el que peque\u00f1as regiones del espacio toman prestada moment\u00e1neamente energ\u00eda de regiones adyacentes y luego la devuelven.<\/p>\n<p style=\"text-align: justify;\">Ordinariamente, definimos el vac\u00edo como el espacio en el que hay una baja presi\u00f3n de un gas, es decir, relativamente pocos \u00e1tomos o mol\u00e9culas. En ese sentido, un vac\u00edo perfecto no contendr\u00eda ning\u00fan \u00e1tomo o mol\u00e9cula, pero no se puede obtener, ya que todos los materiales que rodean ese espacio tienen una presi\u00f3n de vapor infinita. En un\u00a0<em>bajo vac\u00edo<\/em>, la presi\u00f3n se reduce hasta 10<sup>-2<\/sup>\u00a0pascales, mientras que un\u00a0<em>alto vac\u00edo<\/em>\u00a0tiene una presi\u00f3n de 10<sup>-2<\/sup>\u00a0\u2013 10<sup>-7<\/sup>\u00a0pascales. Por debajo de 10<sup>-7<\/sup>\u00a0pascales se conoce como un\u00a0<em>vac\u00edo ultraalto<\/em>. Tenemos que llegar a la conclusi\u00f3n de que el \u201cvac\u00edo\u201d y la \u201cnada\u201d no existen realmente. \u00a1Siempre hay!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El falso vac\u00edo es el concepto de... - En un lugar del cosmos | Facebook\" \/><img decoding=\"async\" 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3PqjyeqbT23wWRllLXJoOTQ5dw0MbhxlTKDBAEwTe+nAXG\/XcNVto2dRLWh1BvZENl9Wwkn573J1VtzGhwaylStpLWPj+ZxKr5R3JkX6d\/6MThMM7QNcSdQAScvG3nyPFZWlhWsb2nAum4aQ6ORIkN368tylhlV1sxj5b5QBujLEcpVuvgz7xHXMQI5iS6374Kusi6RR40+dEGrXtawvca\/wAx0PSe5QqhfxMbhcjuabu6myzDcM2JJnpaf4nGZ6Kg0\/lAA46Tzk3J4gAqp2l2aYwtoxLcMCYc05j8Lbl0fONAOQsLTOoyWGwQZ23Q9\/LRnQfE7pp4uSo9lJs6z3NtxOrv3ZYfEY19UwxpdziGj7R1gclHdZOF0a5iMXNd\/g92nj8xjduaNXHu3c+4b1Hp4Vx7b7HhcG43cLW5SDwWRo4drD2pe\/5t\/fOvfceBVRYTOUhx4j4eg1J5ib6SbrZjwqVoy3mdU2YPEYch2WNdToABeD4SeEAcVcJDGT3Cd55+Z4WGoWWdTbTEvm9wPicfsP3c+7I2D6P1doVcrGAMaQHvI7LG8Bxdwb4wLrR4JLZGbbetFHq69FjjMU1zwTRpOD6hOjjq1nMuIk\/hB4hfRKxmxNkUsLRbRotytbqd7nHVzjvJ\/dlk1nqts1JaXJ6iIokilwlc39KvVfTqE1cGW0amvszak4\/hi9M9JHIarpS8XU2ujjSfZ827Qw9fDu9ni6LmOuA4gdocQfceOh11kqK\/CyCWEObqRcjvHvNO7j0X0pjMHTqsLKjGvadWuaHNPcVoW2vVZRcS\/C1HUHahpl7J5GczfEjkpebKqx\/g4+yq5tjI3Q7tM6Bw8r81XmZ7xLmfiu5s9RafABbTtL0VxtA\/5uH9swavpnNI6tGYc8zCtaqVaGY5C+m7Qk9kjkMkgdS0dxUlZHxT7JLKj2XhrzvIMFo6iJd4x3r3EYovgOBjg8ZvqYI7goFOg\/VhY++rdR\/IdeoVTMW9tiHjj7ryfIq37NrWyusPO0i\/7RzYIIsbAOIj+eforpxb5zNzGbmBInq1wB8FCfiZ94MjgQ5h7zB80axp3R0e0+ZUdjxNgwu2XtAl0dQR9iplPbJHa7Lus\/0rW2N4F48voptKk8\/G\/wAHKS1S00U1LT2mZs7fZFw0a6g\/0qONtD4YvwBn\/aPNYypRcD2nv8HK1k4l58fuo\/TJ3dfkzJ2u7g6OhH1LoXjscwwZg\/mH1DblYbIwagnq5o+6pLmbg0HnL\/t91VXx4ZObcmebimgdki+5o38JPaUZz94AH4nXPfP6KDTrO0vB3ABveCZupDsI\/wB5wa0bnuNj3vIaoT8SU+WaP6qlOpRabRaTmcS8jwHU\/eVS+ruBsNzN3V2g7rL2q6k333543Nl0dCYbHQlTtnbPxWIj\/DYZxadHuHZ6hz4Z3AFapiZRmdVb5ILaByy6Gs8BPMn3jyvyVk4mXBlJhe82bDS4k\/gZEk9e8b1v+yvVe95D8ZX\/AIKfaMcM7hYcg3oVvuxvR\/D4VsUKTWE6u1e78zjJPiuPJM9clk4affBzb0a9WtaofaYxzqbTf2bXS9353aNHK5\/KuqbPwNOixtOkxtNjdGtED+55m5UteqiqddmmZU9BERRJBERAEREAREQBYramwMNiP\/PQp1Dxc0Zh0d7w7isqiA5ztL1RYF96Tq1E7g12dvg8F3+pYDFeqfFtn2OMY8bhUa5tunbH0C7Ii7s5pHAMR6C7Vp2\/w9OqOLHM8szD9FDqbAxrLvwFQ8crHu8s1l9FomyLnZ84DBVPiwVcfwP\/AKFLwtejvpPb1J\/Sy+hF84em+EbRxuIYRYVS8RweWvbys10KSsreFE\/EtpOFqbyd0Eqhmzanw4PEO4dh5\/4FRfQug2tiaVMD3qrs0\/KMgJHQOJX0ZCk7K5w7bOCU9hYx3u4GqD+Npb5hqmUfQraj\/wD0U2fne0\/TM\/yXcEUfNlqwyjkmD9WmNd\/5cVSp8qYc7yDFmcB6qsO0zVrVqpOolrGnwBd\/qXQkXPNk1jn8GE2Z6K4OhBpYemHDRxGd\/wDO6XfVZtF6o7b7JJJdBERDoREQBERAEREAREQBERAEREAREQBERAeLi3rjwMYlj4EPpsJMauY4g\/6cq7SuY+ueifZ4eoIs57TPMNI\/2lDjNc9UeCzY0PtFOnUdbi9zmX14DwXcly31MUZbXqGLZGAjnmefo5i6khyegiIhIIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC0X1uYbPgC4asqMdw1Dmf8AMLelrfrAo5tn4kcGB38rmu\/4oDD+qLDluBLj\/wCyoXDfZrGM82lb2tc9AKGTZ+HadS1zv5nOd5FbGgPUREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAeLHekGH9phcQz56NVveWuCyKh7TqhlKo7gxx74MfVcb0EtvRa2Bh\/Z4agz5aVMd4aJ+qyKh7KqZqNN3FjD9ApiJ7R1rT0eoiLpwIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgKVqfpvtRrGCiCMzu0RIs0XHiR9CsttjblKgCC4F8SGC7jzgXhczxxdXe+o6plc+ZBIaA2LNF91r8+5UZq40jd8L47q1ddI3j0I2oH0zSJuwktuLsJkacJHiFtS4\/syq\/D1Wva\/MWgSAc+YQAYAubAacCuobJ2rTrsDmOBO8TJaeY1XcNcafofNweF+U9MySLxeq4whERAEREAREQBERAEREAREQBERAEREAREQBERAUqLj8Y2k0uN9wG8ngpS516W7bBrObPZp9kR81pP8xDf4eaoz5HEbXfouwYvsvRhtsYeo6o9zSMrnFzoMucSZid7RMDWBussJWou7csiBlEFwFzfVvI+KkV9p3aATcg3HPkeHmsdW2gSDLxqPm\/FyWGHka\/uPosUaXeit7CGscG3bIuSbSSJAbfWPBZnYWNfRqtratBAcGu7UG+U\/MDexG6RcytediWxJeL5tc26HcOSYbEtMtzGHDcLTIM3PJXbr0SrFjrins7\/gsU2oxr2mQ4SFJXMvVnto5zh3E5XAuaCZgi5HgD4Lpq2xXktnznycP05HPr1\/B6iIpFAREQBERAEREAREQBERAEREAREQBERAEREBSV887ZxLziK\/Zk56h+a+cuPIbzpuX0Ovn71j7LdhtoPcOyytNRrpj3pDwDxDpMDi1V5I8jV8TL4UzEf\/ACBzxOjgLW0gblGdtBwaCCbk7+Tf1VnGYx0wXN7E6NkmSXXJAk38IVmpVF7\/ABv+BmnZjfwUFBtr5fpEtmNcckuN3HedDA\/VU4bEOk3nsnUA628yrVNgLmTuj4G\/Mdbq5ScWtOV4k2ES3SCdwAvkXKSR3Hkpvlf5Nv8AQiqf8dRIEZna8czSdDradF3ZcV9VmynPxrqrgctFpMm\/aILG3329oe4LtQVmNaRi+Zau1\/B6iIrDIEREAREQBERAEREAREQBERAEREAREQBERAeLWvTb0YZjqGQwKjJdScZhr40dF8p0Pcdy2VEOp6e0fK+1tm1Kb3U6tJzKtOGuaSDLR7rgYhzcoiZuGzxVFPChzGuneBq3WI+b5Wt8V9Lbb2Bh8W0Nr0mvj3To5vRwuNAVqdT1XYeTlqPDTFiATI0M23EjTeVGk9cF2G58t2zkNPCS6JsGfh3iD8W4uJPep2yNkvxFVtOjTe4iInsjWcz7dlkmSegEkgHqmH9WWHB7b3uBdmIENzH8RvbkIW37M2ZSw7AyixrG8BqepNyeZVcw\/ZpyfLlLUET0Y2GzB0G0mQTq90RmeQJMbhAAA3AALMoiuMDbb2z1ERDgREQBERAEREAREQBERAEREAREQBERAEREAREQBeL1EAREQHiL1EAREQBERAEREAREQBERAf\/Z\" alt=\"Picando voy: Decaimiento del falso vac\u00edo: Apocalipsis v\u00eda &quot;majo y limpio&quot;\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ4Ud-Z-7OAaWRatgfyAUl43KO3NKS747dDUO8G_Xkyo1FB6Cm2uTSiyJN-kqTvwIW7AN8&amp;usqp=CAU\" alt=\"Hablemos si saber - 10 Sorprendentes teor\u00edas por el hom... en Taringa!\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR492wbcmzbkx19owJtdbiTPVGtbucGc9LdTBR99ekSUO1ne7xFKaINmUsPq5gHSdUAqZw&amp;usqp=CAU\" alt=\"Universos burbuja. Equipo ilustraci\u00f3n de m\u00faltiples universos &quot;burbuja&quot; como  predicha por la teor\u00eda de la inflaci\u00f3n eterna. La teor\u00eda inflacionaria  propone que despu\u00e9s de la Gran Explosi\u00f3n (Big Bang), una condici\u00f3n conocida\" \/><\/p>\n<p style=\"text-align: justify;\">\u201cLa ra\u00edz etimol\u00f3gica de \u00abnada\u00bb:\u00a0<em>res nata<\/em>, es contradictoria del significado actual, pues significa\u00a0<em>cosa nacida<\/em>. Quiz\u00e1s este -para muchos- insospechado y contundente hecho justifique las tal vez permanentes e irreconciliables concepciones antag\u00f3nicas, y la reificaci\u00f3n no incurra ya en falacia.<\/p>\n<p style=\"text-align: justify;\">En contraste, en la\u00a0<a title=\"Filosof\u00eda griega\" href=\"http:\/\/es.wikipedia.org\/wiki\/Filosof%C3%ADa_griega\">filosof\u00eda griega<\/a>\u00a0la idea de la nada surgi\u00f3 con los problemas de la negaci\u00f3n del\u00a0<a title=\"Ser\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ser\">ser<\/a>, de la conservaci\u00f3n del ser y de la imposibilidad de afirmar la nada. En particular,\u00a0<a title=\"Parm\u00e9nides de Elea\" href=\"http:\/\/es.wikipedia.org\/wiki\/Parm%C3%A9nides_de_Elea\">Parm\u00e9nides<\/a>\u00a0crey\u00f3 que del \u00abno ser\u00bb (la nada) no se puede hablar.\u00a0<a title=\"Epicuro\" href=\"http:\/\/es.wikipedia.org\/wiki\/Epicuro\">Epicuro<\/a>\u00a0y\u00a0<a title=\"Lucrecio\" href=\"http:\/\/es.wikipedia.org\/wiki\/Lucrecio\">Lucrecio<\/a>\u00a0aseveraron que la\u00a0<a title=\"Materia\" href=\"http:\/\/es.wikipedia.org\/wiki\/Materia\">materia<\/a>\u00a0no se puede crear de la nada, ni destruir a nada\u201d. Hasta los antiguos sospechaban esa verdad.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/i1.ytimg.com\/vi\/WSnnEe6wAcU\/hqdefault.jpg\" alt=\"\" width=\"480\" height=\"360\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Fu\u00ed a una charla de \u00c1lvaro R\u00fajula del CERN y, entre otras cosas dec\u00eda:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cSaquemos los muebles de la habitaci\u00f3n, apaguemos las luces y vay\u00e1monos. Sellemos el recinto, enfriemos las paredes al cero absoluto y extraigamos hasta la \u00faltima mol\u00e9cula de aire, de modo que dentro no quede nada. \u00bfNada? No, estrictamente hablando lo que hemos preparado es un volumen lleno de vac\u00edo. Y digo lleno con propiedad. Quiz\u00e1s el segundo m\u00e1s sorprendente descubrimiento de la f\u00edsica es que el vac\u00edo, aparentemente, no es la nada, sino una substancia. Aunque no como las otras\u2026\u201d<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Parm\u00e9nides de Elea. Todo lo que hay ha existido siempre nada puede surgir  de la nada y algo que existe tampoco\u2026 | Frases, Grandes pensadores, Gregos\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">El hombre lleva toda la raz\u00f3n y es cierto que en f\u00edsica, la \u201cnada\u201d no existe y es simplemente una abstracci\u00f3n, un concepto, una manera de hablar para entendernos en ciertos aspectos de la conversaci\u00f3n. Como antes he dicho por ah\u00ed arriba, existe ese algo que surge del \u201cespacio vac\u00edo\u201d y que conocemos como part\u00edculas virtuales, las que constantemente se crean y se destruyen y aunque no son observables de manera directa, los efectos que dichas part\u00edculas generan si que lo son. En ese sentido la f\u00edsica curiosamente se alinea con la etimolog\u00eda de la palabra nada. Todo esto, ese fen\u00f3meno que no hemos llegado a comprender nos lleva a sospechar que, ah\u00ed reside un a \u201cidentidad secreta\u201d que nos pone delante de \u201cla nada y el nacer\u201d, es decir, nos pone delante del plano que nos dice que\u2026 !la nada puede ser el nacimiento! Lo que hace posible el propio proceso de nacer, o, dicho de otra manera, la \u201cnada\u201d podr\u00eda ser la perenne potencia de ser.<\/p>\n<p style=\"text-align: justify;\"><strong><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/63\/Gamma-ray-microscope.svg\/240px-Gamma-ray-microscope.svg.png\" alt=\"File:Gamma-ray-microscope.svg\" width=\"240\" height=\"320\" \/><\/strong><\/p>\n<p style=\"text-align: justify;\">Gr\u00e1fico del Principio de Indeterminaci\u00f3n de Heisenberg.<\/p>\n<p style=\"text-align: justify;\">As\u00ed, podemos llegar a la conclusi\u00f3n de que debido a la extra\u00f1a mec\u00e1nica cu\u00e1ntica, \u201cla nada\u201d se puede transformar en \u201calgo\u201d de manera constante. El Principio de Incertidumbre de Heisenberg se\u00f1ala que un sistema nunca puede tener exactamente cero energ\u00eda y como la energ\u00eda es masa -la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/06\/%C2%A1la-fisica-%C2%BFno-lo-es-todo\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0especial nos demostr\u00f3 que son dos caras de una misma moneda-, podr\u00edamos llegar a entender el por qu\u00e9, pares de part\u00edculas se pueden formar espont\u00e1neamente siempre y cuando se aniquilen r\u00e1pidamente para restablecer el equilibrio.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/pbs.twimg.com\/media\/Ee60hZ-WsAMrNUJ.jpg\" alt=\"Grupo de Astronom\u00eda Galileo on Twitter: &amp;quot;(10\/17) Estas part\u00edculas que  aparecen y desaparecen no aportan energ\u00eda al sistema por lo tanto se les  considera part\u00edculas virtuales, de manera que no violan el\" \/><\/p>\n<p style=\"text-align: justify;\">En mec\u00e1nica cu\u00e1ntica, la Incertidumbre nos dice que hay una compensaci\u00f3n entre energ\u00eda y tiempo: Cuanta menor energ\u00eda tiene un sistema, m\u00e1s tiempo podr\u00e1 mantenerse. Lo mismo les pasa a las estrellas super-masivas que duran mucho menos que estrellas m\u00e1s peque\u00f1as que consumen menos materia de fusi\u00f3n nuclear. Si pensamos en todo eso, incluso podr\u00edamos llegar a la conclusi\u00f3n final de que, el Universo, que tiene 13.700 millones de a\u00f1os, ha tenido el tiempo necesario para poder formar, a partir del \u201cvac\u00edo cu\u00e1ntico\u201d estrellas y galaxias llenas de mundos y de formas de vida complejas, gracias a que, su energ\u00eda en conjunto, debe ser -teniendo en cuenta su extensi\u00f3n- demasiado baja, o, lo necesariamente baja para que eso sea posible.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.http-peru.com\/pagesobj\/images\/dispersion_luz.gif\" alt=\"\" width=\"488\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Claro que, a pesar de todo lo que m\u00e1s arriba he dicho, debemos llegar a la conclusi\u00f3n de que \u201cno sabemos\u201d, y, el hecho cierto de que, hayamos sido capaces de desvelar \u201calgunos\u201d secretos de la Naturaleza, no debe ser suficiente para que se nos suban esos \u201cpeque\u00f1os\u201d triunfos a la cabeza. N<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/07\/einstein-le-llamo-foton-%C2%A1el-cuanto-de-luz\/\">ewton<\/a>\u00a0nos descubri\u00f3 que la luz del Sol o luz blanca, era el producto de la mezcla de todos los componentes coloreados, hizo pasar un rayo de luz por un prisma y, la habitaci\u00f3n donde hac\u00eda el experimento, sus paredes, se llenaron de luci\u00e9rnagas luminosas de muchos colores, el arco iris estaba all\u00ed, del rojo al violeta, descompuestos en mariposas luminosas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/dd\/Generaciones_delamateria.png\/519px-Generaciones_delamateria.png\" alt=\"File:Generaciones delamateria.png\" width=\"519\" height=\"599\" \/><\/p>\n<p style=\"text-align: justify;\">Planck nos habl\u00f3 del cuanto de energ\u00eda, h.\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/06\/%C2%A1la-fisica-%C2%BFno-lo-es-todo\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0nos dijo que la energ\u00eda y la masa eran la misma cosa y que la luz marcaba el l\u00edmite al que podemos enviar la informaci\u00f3n en nuestro universo. Otros descubrieron de qu\u00e9 estaba formada la materia y c\u00f3mo se transmit\u00edan las fuerzas fundamentales del nuestro Universo. Pudimos descubrir la existencia de unas constantes universales que hac\u00edan posible un Universo como el que nos acoge. Muchos otros secretos fueron desvelados y \u201carrancados\u201d de la \u201cgruta de los tesoros\u201d que la Naturaleza esconde.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"imagenprincipal\" title=\"La regi\u00f3n de formaci\u00f3n estelar S106\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1111\/s106_canarias_900.jpg\" alt=\"La regi\u00f3n de formaci\u00f3n estelar S106\" width=\"630\" height=\"482\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/media1.picsearch.com\/is?nwDkO55n5Vw0rzmpX5UAViukkLdj1fVWKbbts744aDM\" alt=\"Haga clic para mostrar el resultado de &quot;Cerebro&quot; n\u00famero 3\" width=\"128\" height=\"118\" \/><img decoding=\"async\" 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\" alt=\"20 curiosidades sobre el cerebro humano que te sorprender\u00e1n - Procesa  im\u00e1genes a toda velocidad\" \/><img decoding=\"async\" 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\" alt=\"Neurona - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Neurona - Concepto, funciones, tipos y estructura\" \/><\/p>\n<p style=\"text-align: justify;\">Todo eso es cierto, y, nuestro cerebro, una obra de la Naturaleza que lo hizo surgir a partir de la materia \u201cinerte\u201d, que ha podido evolucionar para desvelar todos esos secretos y, sin embargo, no debemos confundir -para nuestro propio bien-, que unos pocos conocimientos son los conocimientos. Como dec\u00eda el sabio:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cC<em>uanto m\u00e1s profundizo en el saber de las cosas, m\u00e1s consciente soy de lo poco que s\u00e9. Mis conocimientos son finitos pero, mi ignorancia, es infinita<\/em>\u201c.<\/p>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cLa ciencia no es otra cosa que la empresa de descubrir la unidad en la variedad\u00a0 desaforada de la naturaleza, o m\u00e1s exactamente, en la variedad de nuestra experiencia que est\u00e1 limitada por nuestra ignorancia.\u201d<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Yo creo que la Ciencia es un proceso de ir descubriendo a cada paso un orden nuevo que nos lleve a unir lo que parec\u00eda desunido. Todo en el Universo tiene una relaci\u00f3n y, lo que pasa \u201caqu\u00ed\u201d, de alguna manera, influye en lo que pasar\u00e1 \u201call\u00ed\u201d. Todo parece estar conectado por hilos invisibles de la Gravedad y el electromagnetismo que tienen alcance infinito y est\u00e1n presentes en todas partes, tambi\u00e9n en nosotros influyen esas y las otras fuerzas fundamentales del Universo para que seamos como somos y no de otra manera.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F08%2F03%2Fel-universo-es-dinamico-y-%25c2%25a1misterioso-14%2F&amp;title=El+Universo+es+din%C3%A1mico+y%2C+%C2%A1misterioso%21' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F08%2F03%2Fel-universo-es-dinamico-y-%25c2%25a1misterioso-14%2F&amp;title=El+Universo+es+din%C3%A1mico+y%2C+%C2%A1misterioso%21' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a0\u00ab\u00a0\u00bfEl Libre Albedr\u00edo? \u00bfD\u00f3nde est\u00e1? El Lenguaje\u2026ese don que nos adorna\u00a0\u00bb \u00a1La F\u00edsica! \u00bfNo lo es todo? \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfQui\u00e9n puede negar la existencia de otros universos? En no pocas ocasiones uno se ha parado a pensar en c\u00f3mo pudo surgir el Universo a partir de la \u201cnada\u201d. Si surgi\u00f3 [&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":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26948"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=26948"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26948\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26948"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26948"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26948"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}