{"id":26394,"date":"2025-09-27T05:09:06","date_gmt":"2025-09-27T04:09:06","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26394"},"modified":"2025-09-27T05:10:06","modified_gmt":"2025-09-27T04:10:06","slug":"siempre-tratando-de-conocer-el-universo-ii","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/09\/27\/siempre-tratando-de-conocer-el-universo-ii\/","title":{"rendered":"Siempre tratando de conocer el Universo II"},"content":{"rendered":"<p style=\"text-align: justify;\">Cuando mentalmente me sumerjo en las profundidades inmensas del universo que nos acoge, al ser consciente de su enormidad, veo con claridad meridiana lo insignificante que somos en el contexto del Universo &#8220;infinito&#8221;. Como una colonia de bacterias que habitan en una manzana, all\u00ed tienen su peque\u00f1o mundo, lo m\u00e1s importante para ellas, y, no se paran a pensar que puede llegar un ni\u00f1o que, de un simple puntapi\u00e9, las env\u00ede al infierno.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/3.bp.blogspot.com\/-OOMR7nr7eGI\/Tn8x5KoabJI\/AAAAAAAAAUQ\/tuc3qknhpbM\/s1600\/MANZANA%252BDEMONIO.jpg\" alt=\"\" width=\"449\" height=\"524\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a1Es todo tan relativo! Millones de seres infinitesimales pueden vivir ah\u00ed arriba, y, para ellos, ese es, su universo. Ajenos a todo lo que ocurre a su alrededor nacen, se multiplican y mueren. Simplemente es cuesti\u00f3n de tamo, de perspectiva y, desde luego, de consciencia.<\/p>\n<p style=\"text-align: justify;\">Igualmente, nosotros nos creemos importantes dentro de nuestro cerrado y limitado mundo en el que, de momento, estamos confinados. El paso del Tiempo nos permiti\u00f3 evolucionar, y, al observar la Naturaleza y contemplar las maravillas que encerraba, mirar a los cielos y, asombrados ver el brillo de las estrellas, buscamos la manera de llegar hasta ellas para poder aprender lo importantes que eran para nosotros y para la vida. Tambi\u00e9n, desde un universo peque\u00f1o de esferas cristalinas, nuestro creciente saber, nos llev\u00f3 hacia un Universo ilimitado de enormes proporciones que no dejaba de crecer.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Siempre tratando de conocer el Universo : Blog de Emilio Silvera V.\" width=\"218\" height=\"174\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"Siempre tratando de conocer el Universo : Blog de Emilio Silvera V.\" width=\"434\" height=\"176\" \/><\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"Siempre tratando de conocer el Universo : Blog de Emilio Silvera V.\" width=\"382\" height=\"286\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Siempre tratando de conocer el Universo : Blog de Emilio Silvera V.\" width=\"319\" height=\"287\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Si alg\u00fan d\u00eda, aqu\u00ed en la Tierra, aprendemos a reproducir la energ\u00eda de las estrellas, ese d\u00eda, la Humanidad habr\u00e1 dado uno de los pasos m\u00e1s importantes de toda su historia. La Energ\u00eda es la base de la vida, y, para poder llegar a las estrellas, donde est\u00e1 nuestro origen primero, es necesario que aprendamos a dominar esa fuente inagotable que nos llevar\u00eda m\u00e1s all\u00e1, mucho m\u00e1s all\u00e1 de nuestro Sistema solar.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Las Naves Espaciales Del Futuro | Naves espaciales del futuro, Naves espaciales, P\u00f3ster de cine\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSBytFtH2xUK846cKrj12bSLHE4_IfKE3eNKg&amp;usqp=CAU\" alt=\"Sitios Increibles | Naves espaciales del futuro, Naves espaciales, Alien\u00edgenas\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Tendremos que dominar la energ\u00eda del Sol, ser capaces de fabricar naves espaciales que sean impenetrables a las part\u00edculas que a cientos de miles de trillones circulan por el espacio a la velocidad de la luz, poder inventar una manera de imitar la gravedad terrestre dentro de las naves para poder hacer la vida diaria y cotidiana dentro de ella sin estar flotando todo el tiempo y, desde luego, buscar un combustible que procure velocidades relativistas, cercanas a\u00a0<em>c<\/em>, ya que de otra manera, el traslado por los mundos cercanos se har\u00eda interminable. Finalmente, y para escapar del Sistema solar, habr\u00eda que buscar la manera de romper la barrera de la velocidad de la luz. Bueno, m\u00e1s que romper, se tratar\u00eda de burlarla.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/3.bp.blogspot.com\/_wwGnn63GwvA\/S6p6WrgogII\/AAAAAAAAEdM\/3I0olvWIVOI\/s1600\/universo.png\" alt=\"http:\/\/3.bp.blogspot.com\/_wwGnn63GwvA\/S6p6WrgogII\/AAAAAAAAEdM\/3I0olvWIVOI\/s1600\/universo.png\" width=\"523\" height=\"523\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El entramado de un multiverso desconocido pero, presentido, puede ser el lugar en el que est\u00e1 ubicado el nuestro, entre otros muchos universos en un c\u00famulo de ellos que, como en el nuestro las galaxias, formen complejas estructuras no de mundos ni de estrellas, ni de galaxias, sino de Universos.<\/p>\n<p style=\"text-align: justify;\">No ser\u00eda descabellado pensar que nuestro universo es uno de los muchos universos que antes que \u00e9l existi\u00f3 y que, al cumplir su ciclo, desaparezca para hacer posible la llegada de un nuevo universo, con un nuevo tiempo, un nuevo espacio y unas nuevas especies en multitud de nuevas estrellas y nuevos mundos.<\/p>\n<p style=\"text-align: justify;\">Si es as\u00ed como realmente sucede, \u00bftodos los universos que han existido antes o que existir\u00e1n despu\u00e9s tendr\u00e1n las mismas propiedades que este nuestro?<\/p>\n<p style=\"text-align: justify;\">No creo que en los ciclos de universos se produzcan siempre las mismas consecuencias y est\u00e9n presentes las mismas fuerzas. Simplemente con que la masa o la carga del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> fuesen diferentes, el universo tambi\u00e9n lo ser\u00eda. Los equilibrios de nuestro universo son muy sensibles, la materia que podemos observar: estrellas y galaxias, planetas y nosotros mismos, son posibles gracias al equilibrio existente a niveles nucleares. Los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> confinados por <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> que fabrican la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>, se junta para crear <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que conforman los n\u00facleos de la materia y, al ser rodeados por los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, dan lugar a los \u00e1tomos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Extraterrestres: M\u00e9xico y Rusia, los pa\u00edses que m\u00e1s creen en alien\u00edgenas | Internacional | EL PA\u00cdS\" width=\"258\" height=\"172\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcStldqd7Cm32B-5JxATgUSfO5pJ2wVkPNZpKg&amp;usqp=CAU\" alt=\"En busca de signos de tecnolog\u00eda alien\u00edgena | OpenMind\" width=\"483\" height=\"172\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Incluso es posible que, otros seres, en otros mundos lejanos, hayan podido llegar a las mismas conclusiones cu\u00e1nticas que nosotros por diferentes caminos, no importan las matem\u00e1ticas o las ecuaciones que apliquen, al final del camino, el resultado siempre ser\u00e1 el mismo: part\u00edculas elementales (Quarks y Leptones) que no importa el nombre que les puedan dar, ser\u00e1n las que formar\u00e1n otras part\u00edculas complejas para formar n\u00facleos que ser\u00e1n rodeados por <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> (sea cual pueda ser el nombre que &#8220;ellos&#8221; le den), y, de esa manera, a ellos tambi\u00e9n les aparecer\u00e1 el \u00e1tomo que unidos, formar\u00e1n c\u00e9lulas que se juntaran para formar mol\u00e9culas que se unir\u00e1n para crear la materia.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 pas\u00f3 con\u2026 los pentaquarks | Francis (th)E mule Science's News\" \/><img decoding=\"async\" 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\" alt=\"Del \u00e1tomo al Higgs X: La libertad asint\u00f3tica y la Cromodin\u00e1mica Cu\u00e1ntica | Una vista circular\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En cromo-din\u00e1mica cu\u00e1ntica, la propiedad de <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> hace que la interacci\u00f3n entre <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> sea m\u00e1s d\u00e9bil cuanto m\u00e1s cerca est\u00e1n unos de otros (confinaci\u00f3n de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>) y la fuerza crece cuando los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> tratan de separarse, es la \u00fanica fuerza que crece con la distancia. Los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y los <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> est\u00e1n confinados en una regi\u00f3n cuyo valor se define por:<\/p>\n<p style=\"text-align: justify;\" align=\"center\"><strong>R \u00bb \u045bc \/L \u00bb 10<sup>-13<\/sup>cm<\/strong><\/p>\n<p style=\"text-align: justify;\">En realidad, la \u00fanica manera de que pudi\u00e9ramos observar <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> libres, ser\u00eda en un ambiente con la temperatura del universo primitivo, es la temperatura de desconfinamiento. En aquel \u00a1infierno! primero del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> estuvieron libres durante un tiempo antes de formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y otras part\u00edculas de las familias de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a>, como los <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/mymodernmet.com\/wp\/wp-content\/uploads\/2020\/07\/space-art-cathrin-machin-thumbnail.jpg\" alt=\"Estas incre\u00edbles pinturas del espacio capturan la belleza de nuestra galaxia\" width=\"742\" height=\"389\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0Pero, a todo esto, \u00bfQu\u00e9 pintamos aqu\u00ed nosotros?<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a1Mirado as\u00ed no parece que seamos gran cosa! Sin embargo, la cuesti\u00f3n no es tan sencilla, y, parece (al menos a m\u00ed) que, si estamos aqu\u00ed, tenemos algunas obligaciones que cumplir, y, entre ellas, una de las principales es conocer el Universo al que pertenecemos y del que formamos parte. Nuestras mentes, de alguna manera que a\u00fan no podemos determinar, est\u00e1n directamente conectadas con el Universo.<\/p>\n<p style=\"text-align: justify;\">Muchos grandes pensadores se han devanado los sesos tratando de desvelar los misterios del Universo, y, desde luego, nos dejaron datos y conocimientos valiosos que ahora, nos sirven de base para que nosotros podamos continuar sus trabajos y desvelos. As\u00ed, por medio de la Astronom\u00eda, la Astrof\u00edsica, la F\u00edsica y las Matem\u00e1ticas (la Qu\u00edmica tambi\u00e9n est\u00e1 presente), podremos continuar andando por el largo camino que a\u00fan nos queda por recorrer.<\/p>\n<p style=\"text-align: justify;\">Mientras tanto, disfrutemos del Universo pero, sin olvidar que, toda respuesta, est\u00e1 cargada de nuevas preguntas.<\/p>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V.<\/em><\/strong><\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F09%2F27%2Fsiempre-tratando-de-conocer-el-universo-ii%2F&amp;title=Siempre+tratando+de+conocer+el+Universo+II' 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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Como una colonia de bacterias que habitan en una manzana, all\u00ed tienen su peque\u00f1o mundo, lo m\u00e1s importante para ellas, y, no [&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\/26394"}],"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=26394"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26394\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26394"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26394"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26394"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}