{"id":17270,"date":"2021-02-17T07:20:48","date_gmt":"2021-02-17T06:20:48","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=17270"},"modified":"2021-02-17T07:26:58","modified_gmt":"2021-02-17T06:26:58","slug":"una-cosmologia-no-convencional-1%c2%aa-parte","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/02\/17\/una-cosmologia-no-convencional-1%c2%aa-parte\/","title":{"rendered":"UNA COSMOLOG\u00ccA NO CONVENCIONAL 1\u00aa Parte"},"content":{"rendered":"<p style=\"text-align: justify;\">UNA COSMOLOG\u00ccA NO CONVENCIONAL<\/p>\n<p style=\"text-align: justify;\">Por Ramon Marques Sala Fil\u00f3sofo de la F\u00edsica Cu\u00e1ntica y de la Cosmolog\u00eda<\/p>\n<p style=\"text-align: justify;\">RESUMEN.- Presento unos aspectos clave de la Cosmolog\u00eda del Vac\u00edo que, si bien no han sido demostrados ni reconocidos por la comunidad cient\u00edfica, tengo la esperanza que con el tiempo lo sean. En una Ciencia como la Cosmolog\u00eda del Vac\u00edo, donde la comprobaci\u00f3n emp\u00edrica es tan complicada, creo que la inteligencia, la intuici\u00f3n y la imaginaci\u00f3n deben adelantarse.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/idata.over-blog.com\/1\/77\/56\/11\/\/caustici.jpg\" alt=\"Imagen relacionada\" width=\"299\" height=\"216\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">PALABRAS CLAVE: El Big-Bang, el espacio vibratorio en expansi\u00f3n, el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, el efecto frenado, la gravedad, la masa y la inercia, el campo puro o primordial.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.abc.es\/media\/ciencia\/2016\/05\/29\/cms--620x349.jpg\" alt=\"Imagen de archivo de colisiones de part\u00edculas en el descubrimiento del bos\u00f3n de Higgs\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">INTRODUCCI\u00d3N.- Se trata de una Cosmolog\u00eda no convencional. Haci\u00e9ndose referencia de unos puntos de importancia capital que difieren de lo aceptado actualmente por la comunidad cient\u00edfica.\u00a0 Lo cual no quiere decir que renuncie a su veracidad, tengo mucha fe en ellos y la esperanza que algunos aspectos apuntados se demuestren pronto, otros podr\u00edan tardar en ser reconocidos. Quiz\u00e1s resulte que yo no llegue a poder ver el reconocimiento, pero entiendo que la causa nunca muere y ya me considero pagado por tener la sensaci\u00f3n de haber contribuido a ella. Alg\u00fan aspecto, especialmente el efecto frenado y sus consecuencias, despu\u00e9s del descubrimiento del <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, creo que s\u00ed podr\u00eda darse ya por cient\u00edficamente demostrado. El espacio vibratorio en expansi\u00f3n, del que vengo hablando desde hace muchos a\u00f1os, es una realidad admitida, aunque con palabras diferentes. Aunque est\u00e9 convencido de mi Cosmolog\u00eda, esto no quita que sea consciente de que la falibilidad es una premisa fundamental de todo ser humano.<br \/>\nLos aspectos clave en cuesti\u00f3n son:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/lh6.ggpht.com\/_o9BLyKHDLd8\/TFu5B9bTSDI\/AAAAAAAACFU\/dUCzkh6AAmM\/focusitaly_singularityouttake1_thumb.jpg?imgmax=800\" alt=\"Resultado de imagen de La singularidad del Big Bang\" width=\"299\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">1.-El Big-Bang no tuvo porqu\u00e9 comenzar en un punto<br \/>\n2.-El espacio vibratorio en expansi\u00f3n\u00a0 (que equivale al espacio de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>) arrastra las part\u00edculas y el Universo<br \/>\n3.-El efecto frenado da la gravedad, la masa y la inercia<br \/>\n4.- Lo que han sido presentados como la enigm\u00e1tica energ\u00eda oscura y la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>.<br \/>\n5.-El\u00a0 campo puro o primordial, un lugar para la Metaf\u00edsica<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">1.-EL BIG-BANG NO TUVO PORQU\u00c9 COMENZAR EN UN PUNTO<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.quo.es\/wp-content\/uploads\/2019\/10\/big-bang-conceptual-image-royalty-free-illustration-639549057-1552638775.jpg\" alt=\"Resultado de imagen de El Big Bang\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La oposici\u00f3n principal a la teor\u00eda del Big-Bang en su momento fue la del Universo estacionario de Fred\u00a0 Hoyle, pero curiosamente fue este mismo autor el que dio el espaldarazo definitivo a la teor\u00eda del Big-Bang, d\u00e1ndole el nombre y sobre todo mostrando que para la gran cantidad de H y He que existe en el Universo fue necesaria una temperatura extremadamente alta como preconiza el Big-Bang. Por otra parte \u00faltimamente se ha demostrado en el espacio el fondo de microondas, el resto de aquella temperatura inicial, por Arno Penzias y Robert Wilson en los laboratorios Bell.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Arno Penzias y Robert Wilson en los laboratorios Bell.\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Arno Penzias y Robert Wilson en los laboratorios Bell.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El fondo de microondas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTwVDxjIDAPo7xEWJXU2Zslec-85nb6nhsH1w&amp;usqp=CAU\" alt=\"Resultado de imagen de El fondo de microondas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"primordialquasar\" src=\"https:\/\/milinviernos.files.wordpress.com\/2012\/06\/firstqsos_esa.jpg?w=479\" alt=\"\" data-attachment-id=\"3109\" data-permalink=\"https:\/\/milinviernos.com\/2012\/06\/21\/los-quasars-como-resultado-de-un-choque-entre-dos-universos-paralelos\/firstqsos_esa\/\" data-orig-file=\"https:\/\/milinviernos.files.wordpress.com\/2012\/06\/firstqsos_esa.jpg?w=479\" data-orig-size=\"650,488\" data-comments-opened=\"1\" data-image-meta=\"{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;}\" data-image-title=\"primordialquasar\" data-image-description=\"\" data-medium-file=\"https:\/\/milinviernos.files.wordpress.com\/2012\/06\/firstqsos_esa.jpg?w=479?w=300\" data-large-file=\"https:\/\/milinviernos.files.wordpress.com\/2012\/06\/firstqsos_esa.jpg?w=479?w=479\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfPero fue necesario que todo comenzara en un punto inmensamente peque\u00f1o? Yo creo que no. Para mi resulta anti-intuitivo y debe haber otras opciones. Una posibilidad es que el origen del Universo fuera a consecuencia de la desestabilizaci\u00f3n y del choque entre dos universos diferentes, uno de materia y otro de anti-materia. Ello proporcionar\u00eda\u00a0 una explosi\u00f3n con el calor necesario para la formaci\u00f3n del H y del He, y explicar\u00eda la gran cantidad de pares de part\u00edculas- antipart\u00edculas que navegan por el vac\u00edo. Y nuestro Universo ser\u00eda el resultado de las part\u00edculas que sobraron al no resultar anuladas en el apareamiento de las part\u00edculas-antipart\u00edculas consiguiente al choque.<\/p>\n<p style=\"text-align: justify;\">Seguir\u00e1.<\/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%2F02%2F17%2Funa-cosmologia-no-convencional-1%25c2%25aa-parte%2F&amp;title=UNA+COSMOLOG%C3%8CA+NO+CONVENCIONAL+1%C2%AA+Parte' 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%2F02%2F17%2Funa-cosmologia-no-convencional-1%25c2%25aa-parte%2F&amp;title=UNA+COSMOLOG%C3%8CA+NO+CONVENCIONAL+1%C2%AA+Parte' 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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En una Ciencia como la Cosmolog\u00eda [&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":[509],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/17270"}],"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=17270"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/17270\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=17270"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=17270"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=17270"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}