{"id":16758,"date":"2025-06-08T09:08:33","date_gmt":"2025-06-08T08:08:33","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=16758"},"modified":"2025-06-08T09:08:24","modified_gmt":"2025-06-08T08:08:24","slug":"%c2%bfque-donde-estamos-%c2%a1en-un-universo-dinamico-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/06\/08\/%c2%bfque-donde-estamos-%c2%a1en-un-universo-dinamico-2\/","title":{"rendered":"\u00bfQue d\u00f3nde estamos? \u00a1En un Universo din\u00e1mico!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"text-align: justify;\" src=\"http:\/\/www.viajesalpasado.com\/wp-content\/uploads\/IMG_5725.jpg\" alt=\"\" width=\"590\" height=\"393\" \/><\/h2>\n<\/div>\n<div>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Estamos inmersos en una inconmensurable grandeza de variedad y coloridos escenarios en los que est\u00e1n presentes las fuerzas fundamentales del Universo y las constantes que hacen posible que, formas de vida de cualquier \u00edndole que podamos imaginar, estar\u00e1n pululando en sus ecosistemas y h\u00e1bitats, sin que nada pueda evitarlo, si lo pensamos bien, amigos m\u00edos, parece como si el Universo hubiera sabido que nosotros, ten\u00edamos que venir.<\/p>\n<p style=\"text-align: justify;\">Bueno, el pensar en esa posibilidad, es la consecuencia de que existan mundos como la Tierra, que las leyes fundamentales sean las que son y no otras, que el Sol salga cada d\u00eda, que el planeta que nos acoge nos est\u00e9 dando todo lo que podamos necesitar&#8230; \u00bfNo es mucha casualidad?<\/p>\n<p style=\"text-align: justify;\">\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/30\/el-tiempo-de-planck-y-otros\/\" rel=\"next\">El Tiempo de Planck y otros<\/a><\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/francis.naukas.com\/files\/2015\/03\/Dibujo20150317-Principle-of-the-fuzzy-time-dispersion-measurement-nphys3293-f1-580x202.jpg\" alt=\"Dibujo20150317 Principle of the fuzzy time dispersion measurement - nphys3293-f1\" width=\"580\" height=\"202\" \/><\/p>\n<p style=\"text-align: justify;\">John Wheeler propuso que el espacio-tiempo en la escala de Planck es una espuma cu\u00e1ntica. Una teor\u00eda cu\u00e1ntica de la gravedad que describa esta espuma cu\u00e1ntica deber\u00eda violar la simetr\u00eda de Lorentz de la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>. Para explorar esta espuma cu\u00e1ntica, Giovanni Amelino-Camelia y varios colegas propusieron en 1998 estudiar la relaci\u00f3n energ\u00eda-momento para un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> que haya recorrido distancias muy grandes, es decir, estudiar si la velocidad de un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> en el vac\u00edo depende de su energ\u00eda (no es constante).<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/3.bp.blogspot.com\/-mz6cV7Ai1rA\/ThSFeF8glaI\/AAAAAAAAA84\/j1XkOf3nzpo\/s320\/TAO%2BESTRELLAS.jpg\" alt=\"\" width=\"276\" height=\"272\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i0.wp.com\/soclalluna.com\/wp-content\/uploads\/2020\/04\/el_universo_y_sus_componentes.png?resize=1988%2C1250&amp;ssl=1\" alt=\"ESTRUCTURA Y COMPOSICI\u00d3N DEL UNIVERSO \u2013 BIOLOG\u00cdA y GEOLOG\u00cdA\" width=\"431\" height=\"271\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Todos los objetos del Universo son el resulta de fuerzas antag\u00f3nicas que, al ser iguales, se equilibran y consiguen la estabilidad. Las estrellas son el mejor ejemplo: La Gravedad trata de comprimir a la estrella que, mediante la fusi\u00f3n tiende a expandirse y, la lucha de esas dos fuerzas iguales en potencia crea la estabilidad. Con los \u00e1tomos ocurre lo mismo, la carga positiva de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> es\u00a0 igualada por la negativa de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/media.istockphoto.com\/id\/1805281736\/es\/v%C3%ADdeo\/animaci%C3%B3n-de-la-estructura-del-%C3%A1tomo-con-electrones-en-%C3%B3rbita-alrededor-del-n%C3%BAcleo-modelo-de.jpg?s=640x640&amp;k=20&amp;c=sU_kMiuL6VxXpqusnIBGbLbDpyfEqG8BEfzrKFEvy8I=\" alt=\"1.900+ Neutron V\u00eddeos de stock y pel\u00edculas libres de derechos - iStock |  Proton\" width=\"425\" height=\"239\" \/><\/p>\n<\/blockquote>\n<div>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0 <strong>\u00a0 Hemos sabido llegar a los dos extremos desde lo peque\u00f1o a lo grande<\/strong><\/p>\n<p style=\"text-align: justify;\">Hemos podido llegar a unas alturas en el mundo de la exploraci\u00f3n cient\u00edfica que, nos posibilita reconocer los impactos de los cambios que se producen con el devenir del Tiempo en la Naturaleza y, hemos llegado a comprender que, el Universo, es din\u00e1mico. Hacia finales del siglo XIX se hab\u00eda llegado a saber que hubo un tiempo en que la Tierra y nuestro Sistema solar no exist\u00edan; que la especie humana deb\u00eda haber cambiado en apariencia y en el promedio de su capacidad mental a lo largo de enormes per\u00edodos de tiempo; y que en cierto sentido, amplio y general, el Universo deber\u00eda estar degrad\u00e1ndose, haci\u00e9ndose un lugar <a id=\"_GPLITA_0\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">menos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> hospitalario y ordenado (al menos eso nos dice la Entrop\u00eda para los sistemas cerrados).\u00a0 Durante el siglo XX hemos podido ampliar esa imagen de un Universo cambiante.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_I23pkWTy-L4\/TOb4WlDvigI\/AAAAAAAAUc0\/RhVZj6slnxI\/s1600\/Contemplando%2Bel%2Buniverso.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Delante de nuestros propios ojos podemos contemplar <a id=\"_GPLITA_1\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> cambia, por ejemplo, el clima y la topograf\u00eda de nuestro propio planeta y de todas las especies que en \u00e9l est\u00e1n presentes en sus distintas formas de vida que, como muestra cercana de lo que ocurre en cualquier otro lugar del Universo, nos sirve de Laboratorio para la observaci\u00f3n de la din\u00e1mica universal.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/danielmarin.naukas.com\/files\/2023\/02\/STScI-01GG7TEPK32R6ZYADYEV5VREXV.png\" alt=\"El telescopio James Webb abre la caja de Pandora de las ...\" width=\"634\" height=\"261\" \/><img decoding=\"async\" src=\"https:\/\/ik.imagekit.io\/smdxc0e2g3\/userscontent2-endpoint\/images\/8d515808-e3f7-45d3-9a98-791ff4de36f0\/0b4db295ab8882d77f95fecad0138a1a.gif?tr=w-640,rt-auto\" alt=\"El Universo, su destino y la Vida : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Hemos descubierto que todo el Universo de estrellas y galaxias est\u00e1 en un continuo estado de cambio din\u00e1mico, en el que grandes c\u00famulos de galaxias se alejan los\u00a0<a id=\"_GPLITA_2\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">unos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de otros hacia un futuro que ser\u00e1 distinto del presente. Hemos empezado a darnos cuenta de que vivimos en un \u201cTiempo\u201d prestado. Los sucesos astron\u00f3micos catastr\u00f3ficos son comunes; los mundos colisionan. El planeta Tierra ha sufrido en el pasado impactos de cometas y asteroides. Un d\u00eda se acabar\u00e1 nuestra suerte; el escudo que tan fortuitamente nos proporciona el enorme planeta J\u00fapiter (leer la noticia de m\u00e1s abajo), que guarda los confines exteriores de nuestro Sistema solar, no ser\u00e1 capaz de salvarnos.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/_IP-xhn2P2rQ\/TTCmGt9jmUI\/AAAAAAAAGa0\/Dt_sBcCDp0k\/s1600\/2.jpg\" alt=\"\" width=\"304\" height=\"234\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Todos sabemos de las inmensas consecuencias que el impacto de un gran objeto sobre la Tierra tendr\u00eda. Los cr\u00e1teres que jalonan la superficie terrestre por todo el planeta nos hablan de lo que pas\u00f3 en el pasado y, <a id=\"_GPLITA_3\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> eso, amigos m\u00edos, no tenemos muchas soluciones. Claro que todo es cuesti\u00f3n de tiempo y, al final, hasta nuestro Sol morir\u00e1 para convertirse, primero en una gigante roja que sobrepasar\u00e1 Mercurio y Venus y se quedar\u00e1 muy cerca de nuestro planeta, para entonces, las temperaturas subir\u00e1n y los oc\u00e9anos se evaporar\u00e1n, la vida, tal como la conocemos, ya no estar\u00e1 en este vergel que, durante miles de a\u00f1os, nos ha dado cobijo a nosotros y a otros muchos seres.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/2.bp.blogspot.com\/-lHnptu6hBic\/T5nKjeCnddI\/AAAAAAAAApw\/wiitZql5KhY\/s1600\/caos-2.jpg\" alt=\"\" width=\"640\" height=\"480\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">S\u00ed, las consecuencias del Caos son impredecibles. Nosotros hemos reconocido los secretos simples del caos y la impredecibilidad que asedian a tantas partes que rodean a nuestro mundo. S\u00ed, Se desata una Pandemia por descuido humano y&#8230; \u00a1Todos a temblar! las consecuencias son inmensas y nada podemos hacer en esos primeros momentos, simplemente nos toca pagar.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Clima cambiante sobre un paisaje Foto &amp; Imagen De Stock: 236458987 ...\" \/><img decoding=\"async\" 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\" alt=\"El clima cambiante a lo largo de los acantilados de piedra caliza ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRp1JrhUxo0iVi8LFiyP84_Ol2sKHFDxWw9hQhC33jDv9exhQ24&amp;usqp=CAU\" alt=\"El clima un aire siempre cambiante\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQDUq9MlUY2NYmzeXFL0g6sVbfPWuM0kp68bi9O0Rt-FyFP_mRl&amp;usqp=CAU\" alt=\"Un clima cambiante est\u00e1 transformando nuestro bienestar emocional ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Es cierto que entendemos que nuestro clima es cambiante pero, no podemos predecir esos cambios. Hemos apreciado las similitudes entre complejidades como \u00e9sta y las que emergen de los sistemas de interacci\u00f3n humana -sociedades, econom\u00edas, ecosistemas\u2026- y, <a id=\"_GPLITA_4\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">tambi\u00e9n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, del interior de la propia mente humana.<\/p>\n<p style=\"text-align: justify;\">Todas esas complejidades tratan de convencernos de que el mundo es como una monta\u00f1a rusa desbocada, rodando y dando bandazos; que todo lo que una vez hemos tenido por cierto podr\u00eda ser derrocado cualquier d\u00eda, sin que nosotros, pobres mortales, podamos evitarlo y, algunos, incluso ven semejante perspectiva como una raz\u00f3n <a id=\"_GPLITA_5\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> sospechar de la ciencia, como si produjera un efecto corrosivo sobre los fundamentos de la Naturaleza humana y de la certeza, como si las construcciones del Universo f\u00edsico y el vasto esquema de sus leyes debiera haberse establecido pensando en nuestra fragilidad <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\"><a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a><\/a>col\u00f3gica.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/img.over-blog-kiwi.com\/1020x765\/1\/17\/93\/11\/20150201\/ob_2602bc_illu11.jpg\" alt=\"\" width=\"451\" height=\"384\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/img.over-blog-kiwi.com\/1\/17\/93\/11\/20150201\/ob_90a7d0_illusion4-682x1024.jpg\" alt=\"\" width=\"255\" height=\"383\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La ilusi\u00f3n de realidad la hemos experimentado todos en los sue\u00f1os. Sin embargo, tambi\u00e9n estando despiertos estamos &#8220;viendo&#8221; una &#8220;realidad&#8221; que no existe, s\u00f3lo est\u00e1 en nuestras mentes. El caso es que, la materia s\u00f3lida que vemos, en realidad, en su mayor parte, esta conformada por espacios vac\u00edos.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img.microsiervos.com\/images2016\/111216_constants_units-diagram_730.png\" alt=\"Siete constantes universales\" width=\"637\" height=\"585\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Pero hay un sentido en el que todos\u00a0<a id=\"_GPLITA_6\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">est<\/a>os cambios e impredecibles es una ilusi\u00f3n. No constituye toda la historia sobre la Naturaleza del Universo. Hay tanto un lado conservador como un lado progresista en la estructura profunda de la realidad. A pesar del cambio incesante y la din\u00e1mica del mundo visible, existen aspectos de la f\u00e1brica del Universo que son misteriosos en su inquebrantable constancia. Son estas misteriosas cosas invariables las que hacen de nuestro Universo el que es y lo distinguen de otros mundos que pudi\u00e9ramos imaginar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/k32.kn3.net\/taringa\/1\/1\/3\/9\/5\/1\/8\/otro_anonimo\/60C.jpg?4043\" alt=\"\" border=\"0\" \/><\/p>\n<\/div>\n<p><iframe loading=\"lazy\" title=\"El Gordo (ACT J0102-4915) in 60 Seconds\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/I1nT_WFehZ0?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Lo mismo que existen los hilos invisibles que mantiene unidas a las galaxias, de la misma manera, hay un hilo dorado que teje una continuidad a trav\u00e9s de la Naturaleza. Nos llevan a esperar que ciertas cosas sean iguales en otros lugares del espacio adem\u00e1s de la Tierra; que fueron y ser\u00e1n las mismas en otros tiempos adem\u00e1s de hoy; que <a id=\"_GPLITA_7\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> algunos casos, ni la hiostoria ni la geograf\u00eda importan y, son como leyes inamovibles, no hechas por el hombre que, seg\u00fan hemos podido llegar a saber, est\u00e1n por encima de todas esas cuestiones terrenales en las que el hombre ha intervenido de una u otra manera. De hecho, quiz\u00e1 sin un substrato semejante de realidades invariables no podr\u00eda haber corrientes superficiales de cambio ni ninguna complejidad de materia y mente.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.astropolis.fr\/articles\/Biographies-des-grands-savants-et-astronomes\/Max-Planck\/images\/loi%20de%20planck.jpg\" alt=\"\" width=\"304\" height=\"209\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/halley.uis.edu.co\/aire\/wp-content\/uploads\/2015\/08\/images-11.jpg\" alt=\"\" width=\"294\" height=\"209\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los secretos m\u00e1s ocultos del Universo est\u00e1n codificados en unos valores num\u00e9ricos, aparentemente eternos, a los que llamamos \u201cconstantes de la naturaleza\u201d. <a id=\"_GPLITA_8\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">Entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> ellas se encuentran algunas tan famosas como la de la gravitaci\u00f3n universal, G, la de la velocidad de la luz, c, o la de Planck, h. Pero, \u00bfson las \u201cconstantes de la naturaleza\u201d realmente constantes? \u00bfSon las mismas en todas partes? \u00bfEst\u00e1n todas ellas ligadas? \u00bfPodr\u00eda haber evolucionado y persistido la vida si fueran ligeramente distintas? Claro que, estos enigmas nos conducen hasta las fronteras m\u00e1s ignoradas de la ciencia, nos desvela las profundas implicaciones que estas constantes tienen para el destino del Universo y el lugar de los hombres en \u00e9l y, aunque conocemos sus valores, sus n\u00fameros, no podemos dar una explicaci\u00f3n de por qu\u00e9 resultan ser esos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-FbOvw43QJuY\/UMeEZPXEI9I\/AAAAAAAALYI\/8eImB5c08y8\/s1600\/El-Universo-en-el-Cosmolarium.jpg\" alt=\"\" width=\"697\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">S\u00ed, confinados en un hermoso planeta desde el que, mediante el ingenio y la imaginaci\u00f3n, tratamos de escapaar para saber, lo que existe fuera de nuestro entorno, en regiones remotas del Universo a las que no podemos llegar. Sin embargo, no perdemos la esperanza de que, alg\u00fan d\u00eda&#8230;<\/p>\n<p style=\"text-align: justify;\">Y, mientras tanto, nosotros los humanos, una especie que ha logrado la consciencia de SER, estamos aqu\u00ed confinados en este hermoso planeta que llamamos Tierra y, <a id=\"_GPLITA_9\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> ella, tratamos de desvelar esos misterios y otros muchos llenos de secretos que en la Naturaleza subyacen para que los podamos desvelar. Parece mentira que en un planeta igneo, incandescente, podeamos ver ahora nuestro hermoso planeta que desde hace cuatro mil millones de a\u00f1os acoge la Vida. \u201cSu clima y su topograf\u00eda var\u00edan continuamente, como las especies que viven en \u00e9l. Y lo que es m\u00e1s espectacular,\u00a0 hemos descubierto que todo el universo de estrellas y galaxias est\u00e1 en un estado de cambio din\u00e1mico, en el que grandes c\u00famulos de galaxias se alejan de otros hacia un futuro que ser\u00e1 muy diferente del presente. Ahora sabemos que, vivimos en un tiempo prestado.\u201d<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\" align=\"center\">El mundo que nos rodea es as\u00ed porque est\u00e1 conformado por esas constantes de la Naturaleza que hacen que las cosas sean como las podemos observar. Le dan al universo su car\u00e1cter distintivo y lo hace singular, distinto a otros que podr\u00eda nuestra imaginaci\u00f3n inventar. Estos n\u00fameros misteriosos, a la vez que dejan al descubierto nuestros conocimientos, tambi\u00e9n dejan al desnudo nuestra enorme ignorancia sobre el universo que nos acoge. Las medimos con una precisi\u00f3n cada vez mayor y modelamos nuestros patrones fundamentales de masa y tiempo alrededor de su invarianza; no podemos explicar sus valores.<\/p>\n<p align=\"center\">\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Por qu\u00e9 hay una relaci\u00f3n entre la constante de estructura fina ...\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Cuando las constantes dejan de serlo | Stargazer\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcSoqACJ5sKxjbhgsU_koHmwaQuE0sY0zmnlBVil1n3BMHbCyRAa\" alt=\"\" name=\"wF9O-V1nvOJuIM:\" data-src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcSoqACJ5sKxjbhgsU_koHmwaQuE0sY0zmnlBVil1n3BMHbCyRAa\" data-sz=\"f\" \/><\/p>\n<p style=\"text-align: justify;\">Nunca nadie ha explicado el valor num\u00e9rico de ninguna de las constantes de la Naturaleza. \u00bfRecord\u00e1is el 137? Ese <a id=\"_GPLITA_10\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">n\u00famero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> puro, adimensional, que guarda los secretos del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/01\/cosas-de-fisica-en-este-universo-nuestro\/\">electr\u00f3n<\/a> (e), de la luz (c) y del cuanto de acci\u00f3n (h). Hemos descubierto otros nuevos, hemos relacionado los viejos y hemos entendido su papel crucial para hacer que las cosas sean como son, <a id=\"_GPLITA_11\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">pero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la raz\u00f3n de sus valores sigue siendo un secreto profundamente escondido.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/--HTKbQHCazE\/WdEw0jBa5AI\/AAAAAAAAAww\/MOvppwLBrk4mbu2az1XnoehUdwZDOgMYACLcBGAs\/s1600\/Star_cycle1.jpg\" alt=\"Evoluci\u00f3n De Las Estrellas: Origen, Nacimiento, Evoluci\u00f3n Y Muerte\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las estrellas, como todo en nuestro Universo, tienen un principio y un final, nada es Eterno, todo cambia, y, lo que es hoy&#8230; \u00a1ma\u00f1ana no ser\u00e1! Nebulosas, surge una estrella, durante miles de a\u00f1os fusiona elementos, y, cuando agota el ciclo de fusi\u00f3n, se convierte en un objeto distinto al que fue.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"El Universo din\u00e1mico : Blog de Emilio Silvera V.\" width=\"275\" height=\"206\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"La masa perdida? \u00bfO, que no entendemos nada? : Blog de Emilio ...\" width=\"297\" height=\"209\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQn50RMdenGtdknCQcQygA8WxLhnxXAskdJSsmGAK-C4dd7jiyX&amp;usqp=CAU\" alt=\"El Universo din\u00e1mico : Blog de Emilio Silvera V.\" width=\"306\" height=\"191\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTAbR6kgdWjRAsApAnb2Lb5Oz9Qyw-gOCtJZ21_mZ9ikynVKYmt&amp;usqp=CAU\" alt=\"Aida. La complejidad del cerebro, nuestra presencia en el Universo ...\" \/><\/p>\n<p style=\"text-align: justify;\">Parece que la materia est\u00e1 viva, evoluciona y, desde la fase &#8220;inerte&#8221;, puede llegar hasta los pensamientos<\/p>\n<p style=\"text-align: justify;\">Y, a pesar de todo esto, y, precisamente por eso,\u00a0 el Universo, sigue siendo din\u00e1mico y cambiante de tal manera que no deja de evolucionar y, estrellas que hoy podemos ver brillando en el cielo, \u201cma\u00f1ana\u201d habr\u00e1n desaparecido <a id=\"_GPLITA_12\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> siempre dando lugar a otros objetos y otras conformaciones pero, ni la masa ni la energ\u00eda, habr\u00e1n cambiado en el Universo.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Pero, y nosotros\u2026\u00bfhabremos cambiado?, o, quiz\u00e1 como esas estrellas, tampoco estaremos aqu\u00ed para <a id=\"_GPLITA_13\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/29\/%C2%A1un-universo-dinamico\/#\">cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el Universo alcance esa fase final del fr\u00edo absoluto en la que nada, ni el tiempo ni el espacio se podr\u00e1 mover y, si eso llega\u2026 \u00a1d\u00f3nde estar\u00e1n los pensamientos de tantos?<\/p>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V\u00e1zquez<\/strong><\/p>\n<\/blockquote>\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%2F06%2F08%2F%25c2%25bfque-donde-estamos-%25c2%25a1en-un-universo-dinamico-2%2F&amp;title=%C2%BFQue+d%C3%B3nde+estamos%3F+%C2%A1En+un+Universo+din%C3%A1mico%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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