{"id":21176,"date":"2020-11-06T06:35:09","date_gmt":"2020-11-06T05:35:09","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=21176"},"modified":"2020-11-06T06:36:08","modified_gmt":"2020-11-06T05:36:08","slug":"no-siempre-hablamos-de-lo-que-comprendemos-10","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/11\/06\/no-siempre-hablamos-de-lo-que-comprendemos-10\/","title":{"rendered":"No siempre hablamos de lo que comprendemos"},"content":{"rendered":"<div>\n<div style=\"text-align: justify;\"><a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/unificar-las-fuerzas-de-la-naturaleza-en-una-teoria\/\" rel=\"prev\">Unificar las fuerzas de la Naturaleza en una Teor\u00eda<\/a><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/60\/Speed_of_light_from_Earth_to_Moon.gif\/800px-Speed_of_light_from_Earth_to_Moon.gif\" alt=\"Archivo:Speed of light from Earth to Moon.gif\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 Este es el Tiempo que tarda la luz en llegar desde la Luna a la Tierra, poco m\u00e1s de un segundo<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/smolinacalvo.files.wordpress.com\/2011\/04\/250px-world_line-es-svg1.png\" alt=\"http:\/\/smolinacalvo.files.wordpress.com\/2011\/04\/250px-world_line-es-svg1.png\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcRr-EIfJ_4L84BEeyErNbT_Ui-sMJGbPia3VArU8Vwmwl1PLU8E\" alt=\"Resultado de imagen de Einstein y sus teor\u00edas\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y la Relatividad Especial<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/09\/matriz.gif\" alt=\"\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTeBgqtPp2QQfvgs-3FtR3kP2AUo17hPMG_kA&amp;usqp=CAU\" alt=\"Las Matem\u00e1ticas de la Relatividad - El D\u00eda\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Tensor de Riemann\u00a0 \u00a0 \u00a0 \u00a0 \u00a0La presencia de grandes masas curva al Espacio<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ2MP_zX9rEGc8E6hBYSsInXwRWBTZojR-Ugw&amp;usqp=CAU\" alt=\"59 - Curso de Relatividad General [Ecuaciones de Campo &amp; Constante  Cosmol\u00f3gica] - YouTube\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y la Relatividad General<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSZeD41k8zWITegx7kulrzC_g5MWIyQVrSUag&amp;usqp=CAU\" alt=\"DivulgaMadrid: CURSO DE MEC\u00c1NICA CU\u00c1NTICA PARA ESTUDIANTES DE BACHILLERATO\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQD-0eobSrsev8_OZerF9FBcaqP9DvIE5eXDA&amp;usqp=CAU\" alt=\"Quimica: 1.4. TEOR\u00cdA CU\u00c1NTICA.\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0La Mec\u00e1nica cu\u00e1ntica que naci\u00f3 con el &#8220;cuanto&#8221; de Planck<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_KXw12gs_0hQ\/SI4VBShUMgI\/AAAAAAAADBU\/qx0gZE4X2Lg\/s400\/GRAN.gif\" alt=\"\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 El Sue\u00f1o de crear una Gran Teor\u00eda unificada de todas las fuerzas. <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> se pas\u00f3 los \u00faltimos 30 a\u00f1os de su vida tratando de unificar todas las fuerzas fundamentales en una teor\u00eda que diera respuesta a todo, no lo pudo conseguir y, despu\u00e9s de \u00e9l, otros muchos lo intentaron sin \u00e9xito&#8230; \u00a1Pero queda Tiempo por delante!<\/div>\n<div style=\"text-align: justify;\"><a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/12\/en-la-edad-media-los-arabes-salvaron-la-cultura-2\/\" rel=\"next\">En la Edad Media, los \u00e1rabes salvaron la cultura<\/a><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u05d4\u05d1\u05dc\u05d5\u05d2 \u05e9\u05dc \u05de\u05d5\u05d1\u05d9 \u05d3\u05d9\u05e1\u05e7\u05d1\u05e8\u05d9 - \u05e1\u05e8\u05d8\u05d9 \u05d0\u05d9\u05db\u05d5\u05ea - \u05d1\u05dc\u05d5\u05d2 \u05d4\u05e1\u05e4\u05e8\u05d9\u05d4 \u05d4\u05d3\u05d9\u05d2\u05d9\u05d8\u05dc\u05d9\u05ea\" \/><\/div>\n<div style=\"text-align: justify;\">Documentos como el que arriba aparece salvaron la cultura de la barbarie en tiempos de la &#8220;Santa Inquisici\u00f3n&#8221;. La impagable labor de los \u00e1rabes traduciendo los antiguos textos cl\u00e1sicos griegos en Bagdad, donde los escribas trabajaban sin descanso en la Casa de la Sabidur\u00eda en el siglo VIII.<\/div>\n<\/div>\n<div style=\"text-align: justify;\">La tradici\u00f3n cultural de regiones fronterizas como la persa sas\u00e1nida y la bizantina. Gassames en el nordeste y lajmies al oeste, eran vecinos de los persas y de los bizantinos. Toda aquella amalgama de conocimientos de todo tipo traspasaron fronteras y llegaron a la Pen\u00ednsula Ib\u00e9rica, donde sobre todo, Toledo y C\u00f3rdoba fueron las ciudades receptoras de aquellos tesoros de la cultura y el pensamiento.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 ver y qu\u00e9 hacer en Toledo un fin de semana\" \/><img decoding=\"async\" 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\" alt=\"Excursi\u00f3n a Toledo desde Madrid con entradas a la Catedral\" \/><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">&#8220;Toledo es una antigua ciudad ubicada en una colina sobre las llanuras de Castilla-La Mancha, en Espa\u00f1a central. Es la capital de la regi\u00f3n y es conocida por los monumentos medievales \u00e1rabes, jud\u00edos y cristianos en su ciudad antigua amurallada. Tambi\u00e9n fue la antigua casa del pintor manierista El Greco. La Puerta de Bisagra, de estilo morisco, y la Puerta del Sol, de estilo mud\u00e9jar, llevan al barrio antiguo, donde la Plaza de Zocodover es un animado lugar de reuni\u00f3n.&#8221;<\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"C\u00f3rdoba: capital de la humanidad - La Nueva Espa\u00f1a\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3rdoba\" \/><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">&#8220;C\u00f3rdoba es una ciudad del sur de la regi\u00f3n de Andaluc\u00eda, en Espa\u00f1a, y es la capital de la provincia de C\u00f3rdoba. Fue una importante ciudad romana y uno de los principales centros isl\u00e1micos de la Edad Media. Es conocida por la enorme Mezquita que data del a\u00f1o 784 d. C., con un sal\u00f3n de oraci\u00f3n con columnas y antiguos mosaicos bizantinos. Despu\u00e9s de convertirse en una iglesia cat\u00f3lica en 1236, se agreg\u00f3 una nave de estilo renacentista en el siglo XVII.&#8221;<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/0\/07\/Maimonides-2.jpg\" alt=\"Maimonides-2.jpg\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/a2\/Statue_of_Averroes_in_C%C3%B3rdoba%2C_Spain.jpg\/220px-Statue_of_Averroes_in_C%C3%B3rdoba%2C_Spain.jpg\" alt=\"Statue of Averroes in C\u00f3rdoba, Spain.jpg\" \/><\/div>\n<\/blockquote>\n<blockquote>\n<div style=\"text-align: justify;\">Maim\u00f3nides y Averroes que elevaron el conocimiento culturas de la Edad Media<\/div>\n<\/blockquote>\n<h3 style=\"text-align: justify;\"><\/h3>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Se desarroll\u00f3 una reuni\u00f3n para debatir sobre la seguridad vial en el  Corredor Bioce\u00e1nico - Legislatura de Mendoza\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQuMEwYKydJCa2gr5Wo8x4WH-a43f-alf_v1g&amp;usqp=CAU\" alt=\"La Teor\u00eda de la Relatividad de Einstein explicada en cuatro simples pasos |  National Geographic\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Debatir y exponer los pensamientos, tratar de explicar a los dem\u00e1s nuestras ideas y teor\u00edas. En la\u00a0F\u00edsica, fueron\u00a0 los te\u00f3ricos como <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y otros, los que elevaron el pensamiento y abrieron nuevos caminos hacia la realidad y trataron de mostrarnos el verdadero camino hacia la Naturaleza.<\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">No importa el lugar o el momento, cualquier sitio es bueno para debatir y exponer lo que creemos sobre un tema en particular, y, lo curioso del caso es que, como anuncia el t\u00edtulo de este trabajo, no siempre hablamos sobre lo que sabemos, sino sobre lo que creemos saber.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/2.bp.blogspot.com\/-WixHZE6I284\/Vri2NQEb-xI\/AAAAAAAAABY\/Pk1INk5TGsQ\/s1600\/fisica_0.jpg\" alt=\"Resultado de imagen de La f\u00edsica fundamental\" width=\"304\" height=\"189\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a1La F\u00edsica! Lo que busca la f\u00edsica fundamental es reducir las leyes de la naturaleza a una teor\u00eda final sencilla que lo explique todo. El f\u00edsico y premio Nobel Steven Weinberg se\u00f1ala que las reglas fundamentales son lo m\u00e1s satisfactorio (al menos para \u00e9l). Las leyes b\u00e1sicas de Isaac\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, que predicen el comportamiento de los planetas, son m\u00e1s satisfactorias, por ejemplo, que un almanaque en el que se indique la posici\u00f3n de todos los planetas en cada momento. Weinberg nos dice que la F\u00edsica no puede explicarlo todo, matizando que s\u00f3lo puede explicar los sucesos relacion\u00e1ndolos con otros sucesos y con las reglas existentes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i1.wp.com\/www.labrujulaverde.com\/wp-content\/uploads\/2014\/06\/Solar-System-2.jpg?resize=750%2C382&amp;ssl=1\" alt=\"Resultado de imagen de la \u00c3\u00b3rbita de los planetas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por ejemplo, las \u00f3rbitas de los planetas son el resultado de unas reglas, pero las distancias de los planetas al Sol son accidentales, y no son consecuencia de ley fundamental alguna. Claro que, tambi\u00e9n las leyes podr\u00edan ser fruto de casualidades. Lo que s\u00ed es cierto es que los f\u00edsicos est\u00e1n m\u00e1s interesados por descubrir las reglas que por los sucesos que dichas reglas determinan, y m\u00e1s por los hechos que son independientes del tiempo; por ejemplo, les interesa m\u00e1s la masa del\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">electr\u00f3n<\/a>\u00a0que un tornado que se pueda producir en un lugar determinado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Lea FEN\u00d3MENOS PARANORMALES La F\u00edsica Cu\u00e1ntica Podr\u00eda Explicarlos en l\u00ednea\" \/><img decoding=\"async\" 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\" alt=\"F\u00edsica te\u00f3rica: f\u00edsica y matem\u00e1ticas para explicar el todo - YouTube\" \/><img decoding=\"async\" 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\" alt=\"6 misterios que la f\u00edsica no ha podido resolver - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">Las ideas, las dudas, y, de vez en cuando, esas r\u00e1fagas que nos dicen c\u00f3mo son en realidad las cosas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La ciencia, como nos dice Weinberg, no puede explicarlo todo y, sin embargo, algunos f\u00edsicos tienen la sensaci\u00f3n de que nos estamos acercando a \u201cuna explicaci\u00f3n del mundo\u201d y, alg\u00fan d\u00eda, aunando todos los esfuerzos de muchos, las ideas de las mejores mentes que han sido, y las nuevas que llegar\u00e1n, podremos, al f\u00edn, construir esa Teor\u00eda final\u00a0tan largamente so\u00f1ada que, para que sea convincente, deber\u00e1 tambi\u00e9n, incluirnos a nosotros.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Stephen Hawking y su teor\u00eda: No vivimos en un universo infinito\" \/><\/p>\n<p style=\"text-align: justify;\">Nada es infinito&#8230; \u00a1El Universo tampoco!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero, parad\u00f3gicamente y a pesar de estos pensamientos, existen hechos que los contradicen, por ejemplo, conocemos toda la f\u00edsica fundamental de la mol\u00e9cula de agua desde hace 7 decenas de a\u00f1os, pero todav\u00eda no hay nadie que pueda explicar por qu\u00e9 el agua hierve a los 100 \u00baC.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u25b7 PUNTO DE EBULLICI\u00d3N \u3010 Explicaci\u00f3n Sencilla \u3011 - EspacioCiencia.com\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 ocurre? \u00bfSomos acaso demasiado tontos?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Bueno, me atrever\u00eda a pronosticar que seguiremos siendo \u201cdemasiado tontos\u201d incluso cuando los f\u00edsicos consigan (por fin) esa teor\u00eda final que nos pueda dar una \u201cexplicaci\u00f3n del mundo\u201d. Siempre seguiremos siendo aprendices de la naturaleza que, sabia ella, nos esconde sus secretos para que persista el misterio.<\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 ser\u00eda de nosotros si lo supi\u00e9ramos todo? Creo que la decadencia se apoderar\u00eda de nuestras mentes que, ausente de curiosidad, decaer\u00eda en un vac\u00edo sin retorno.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El modelo est\u00e1ndar | Lleida.com\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La explicaci\u00f3n que dan los f\u00edsicos actualmente\u00a0 sobre la subestructura de la materia se llama \u201cel modelo est\u00e1ndar\u201d. En este modelo est\u00e1n incluidas las doce part\u00edculas elementales y las tres fuerzas que, cuando se mezclan y se encajan, sirven para construir todo lo que hay en el universo, desde un redondo pan de pueblo hecho en un horno de le\u00f1a,\u00a0 hasta las m\u00e1s complejas galaxias, y puede explicar todos los mecanismos de acci\u00f3n, es decir, la mec\u00e1nica del mundo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTNY5dYp7OEoQ6lCPOVuK-Gd6ykqZnFO0EY0w&amp;usqp=CAU\" alt=\"Del \u00e1tomo al Higgs XI: El actual modelo estandar a vista de p\u00e1jaro | Una  vista circular\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los Quarks y los Leptones, las part\u00edculas intermediarias de las fuerzas (Bosones) y la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Entre las part\u00edculas figuran los seis Quarks famosos: arriba, abajo, extra\u00f1o, encanto, fondo y cima. Las otras seis part\u00edculas son Leptones: el\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">electr\u00f3n<\/a>\u00a0y sus dos parientes m\u00e1s pesados, el\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">mu\u00f3n<\/a>\u00a0y el\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">tau<\/a>\u00a0y los tres\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">neutrinos<\/a>\u00a0a ellos asociados. Las tres fuerzas son la electromagn\u00e9tica, la\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a>\u00a0(que mantiene unidos a los\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">quarks<\/a>) y la\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a><\/a>\u00a0(responsable de la radioactividasd). Hay una cuarta fuerza: la Gravedad que, aunque tan importante como las dem\u00e1s, nadie ha sabido como encajarla en el modelo est\u00e1ndar. Todas las part\u00edculas y fuerzas de este modelo son cu\u00e1nticas; es decir, siguen las reglas de la mec\u00e1nica cu\u00e1ntica. A\u00fan no existe una teor\u00eda de la gravedad cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/cosmologiacuantica.webs.com\/art\/BigBounce.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En realidad, la regi\u00f3n que denominamos Gravedad cu\u00e1ntica nos lleva y comprende preguntas sobre el origen del universo observable que nadie ha sabido contestar. Nos lleva a complejos procesos cu\u00e1nticos situados en las \u00e9pocas m\u00e1s cercanas imaginables en un espacio-tiempo cl\u00e1sico, es decir, en lo que se conoce como Tiempo de Planck a 10<sup>-43<\/sup>\u00a0segundos del supuesto big bang, cuando reinaba una temperatura del orden de 10 x 10<sup>31<\/sup>\u00a0K. Pero, como hemos dicho, al no existir una teor\u00eda autoconsistente de la Gravedad cu\u00e1ntica, lo \u00fanico que podemos hacer (como en tantas otras \u00e1reas de la Ciencia)\u00a0 es especular.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/image.slidesharecdn.com\/fisicadeparticulas-140603125154-phpapp02\/95\/fisica-de-particulas-19-638.jpg?cb=1401800022\" alt=\"Resultado de imagen de El Modelo Est\u00e1ndar de la F\u00edsica\" width=\"304\" height=\"228\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Modelo Est\u00e1ndar no es, ni mucho menos, satisfactorio. Los cient\u00edficos piensan que no s\u00f3lo es incompleto, sino que es demasiado complicado y, desde hace mucho tiempo, buscan, incansables, otro modelo m\u00e1s sencillo y completo que explique mejor las cosas y que, adem\u00e1s, no tenga (como tiene el modelo actual) una veintena de par\u00e1metros aleatorios y necesarios para que cuadren las cuentas\u2026, un ejemplo: el\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">bos\u00f3n<\/a>\u00a0de\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>\u00a0necesario para dar masa a las part\u00edculas que, fue introducido sin tener la certeza de su existencia.<\/p>\n<p style=\"text-align: justify;\">\u00a1La masa! ese gran problema. Todas las part\u00edculas tienen masa diferentes pero nadie sabe de donde salen sus valores. No existe f\u00f3rmula alguna que diga, por ejemplo,\u00a0 que el\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">quark<\/a>\u00a0extra\u00f1o deber\u00eda pesar el doble (o lo que sea) del\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">quark<\/a>\u00a0arriba, o que el\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">electr\u00f3n<\/a>\u00a0deba tener 1\/200 (u otra proporci\u00f3n) de la masa del\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">mu\u00f3n<\/a>. Las masas son de todo tipo y es preciso \u201cponerlas a mano\u201d, como se suele decir: cada una ha de ser medida experimental e individualmente. En realidad, \u00bfpor qu\u00e9 han de tener masa las part\u00edculas? \u00bfde d\u00f3nde viene la masa?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"BLOGGER_PHOTO_ID_5472678504016297570\" src=\"http:\/\/1.bp.blogspot.com\/_Vea_3vg0ArY\/S_LcGpnOvmI\/AAAAAAAAF7k\/-iqvF4vRthk\/s400\/dmNorma.jpg\" alt=\"Norma Materia Oscura\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No puedo evitarlo ni tampoco me puedo quedar callado, cuando he asistido a alguna conferencia sobre la materia y, el ponente de turno se agarra a la \u201c<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>\u201d para justificar lo que no sabe, si al final hay debate, entro en escena para discutir sobre la existencia de esa \u201cmateria fantasma\u201d que quiere tapar nuestra enorme ignorancia.<\/p>\n<p style=\"text-align: justify;\">Pero, sigamos con el problema de la masa. Para resolverlo, muchos expertos en f\u00edsica de part\u00edculas creen actualmente en algo que llaman \u201ccampo de\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>\u201d. Se trata de un campo misterioso, invisible y et\u00e9reo que est\u00e1 permeando todo el espacio (\u00bfhabr\u00e1n vuelto al antiguo \u00e9ter pero cambi\u00e1ndole el nombre?). Hace que la materia parezca pesada, como cuando tratamos de correr por el fondo de la piscina llena de agua pero que el agua no se pudiera ver. Si pudi\u00e9ramos encontrar ese campo, o m\u00e1s bien la part\u00edcula la part\u00edcula que se cree es la manifestaci\u00f3n de ese campo (llamada el\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">bos\u00f3n<\/a>\u00a0de\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>), avanzar\u00edamos un largo trecho hacia el conocimiento del universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1nta electricidad consume el Gran Colisionador de Hadrones y para qu\u00e9?\" \/><img decoding=\"async\" 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\" alt=\"Gran Colisionador de Hadrones rompe r\u00e9cord de energ\u00eda | Ciencia UANL\" \/><img decoding=\"async\" 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\" alt=\"VUELVE EL GRAN COLISIONADOR DE HADRONES (LHC)\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTWRVHTkZl_5fZ9k0McsjLVwWKPNVR8z-2G3w&amp;usqp=CAU\" alt=\"Un an\u00e1lisis del Colisionador de Hadrones confirma que algo raro est\u00e1 pasando\" \/><\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 El Gran Colisionador de Hadrones<\/strong><\/div>\n<p style=\"text-align: justify;\">Aqu\u00ed, en este imponente artilugio inventiva de nuestras mentes, se quiere dar respuesta a una serie de interrogantes que se espera solucionar con este experimento:<\/p>\n<p style=\"text-align: justify;\">\u2022 Qu\u00e9 es la masa.<br \/>\n\u2022 El origen de la masa de las part\u00edculas<br \/>\n\u2022 El origen de la masa para los\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\">bariones<\/a>.<br \/>\n\u2022 El n\u00famero exacto de part\u00edculas del \u00e1tomo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Y otros muchos enigmas que nos gritan, tales como &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;, hiperespacio, <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a>, universos paralelos&#8230;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/i1.wp.com\/oldcivilizations.files.wordpress.com\/2015\/11\/imagen-41.jpg?ssl=1\" alt=\"Resultado de imagen de Hace ya mucho tiempo que, lo que hoy llaman en campo de Higgs, fue descubierto en la India\" width=\"304\" height=\"204\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 simboliza Shiva, el dios destructor, en el Acelerador de Part\u00edculas del CERN?\u00a0 Pocos saben que, un a\u00f1o despu\u00e9s de la gran inauguraci\u00f3n del CERN, Sergio Bertolucci, exdirector de Investigaci\u00f3n e Inform\u00e1tica Cient\u00edfica del CERN, afirm\u00f3 que el\u00a0<em>Gran Colisionador de Hadrones<\/em>\u00a0podr\u00eda abrir puertas a otra dimensi\u00f3n en<em>\u00a0\u201cun lapso de tiempo muy peque\u00f1o\u201d,\u00a0<\/em>a\u00f1adiendo que quiz\u00e1 fuese suficiente<em>\u00a0\u201cpara mirar en el interior de esa puerta abierta, para obtener o enviar algo\u201d.<\/em><\/p>\n<p style=\"text-align: justify;\">\n<h1 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/s-media-cache-ak0.pinimg.com\/236x\/45\/0b\/bc\/450bbc417eebbbc155459f7f3918fc65.jpg\" alt=\"\" width=\"372\" height=\"345\" \/><\/h1>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Si no fuera tan largo de contar, os dir\u00eda que, en realidad, el Campo de\u00a0<a href=\"https:\/\/www.emiliosilveravazquez.com\/blog\/2013\/11\/11\/no-siempre-hablamos-de-lo-que-comprendemos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>\u00a0se descubri\u00f3 hace ya muchos siglos en la antigua India, con el nombre de maya, que sugiere la idea de un velo de ilusi\u00f3n para dar peso a los objetos del mundo material. Pocos conocen que, los hind\u00faes fueron los que m\u00e1s se acercaron a las ideas modernas sobre el \u00e1tomo, la f\u00edsica cu\u00e1ntica y otras teor\u00edas actuales. Ellos desarrollaron muy temprano s\u00f3lidas teor\u00edas atomistas sobre la materia. Posiblemente, el pensamiento atomista griega recibi\u00f3 las influencias del pensamiento de los hind\u00faes a trav\u00e9s de las civilizaciones persas. El Rig-Veda, que data de alguna fecha situada entre el 2000 y el 1500 a. C., es el primer texto hind\u00fa en el que se exponen unas ideas que pueden considerarse leyes naturales universales. La ley c\u00f3smica est\u00e1 relacionada con la luz c\u00f3smica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/oscarmontero.com\/wp-content\/uploads\/2011\/07\/vedanta.jpg\" alt=\"Imagen relacionada\" width=\"304\" height=\"261\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRmgp1t7Bjz-2Th_2dZYyOg75wFBK_rUhL-0A&amp;usqp=CAU\" alt=\"Filosof\u00eda de la India: seis caminos hacia la libertad - Revista Esfinge\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Anteriores a los primeros Upanishads tenemos en la India la creaci\u00f3n de los Vedas, visiones po\u00e9ticas y espirituales en las que la imaginaci\u00f3n humana ve la Naturaleza y la expresa en creaci\u00f3n po\u00e9tica, y despu\u00e9s va avanzando hacia unidades m\u00e1s intensamente reales que espirituales hasta llegar al Brahm\u00e1n \u00fanico de los Upanishads.<\/p>\n<p style=\"text-align: justify;\">Hacia la \u00e9poca de Buda (500 a, C.), los Upanishad, escritos durante un per\u00edodo de varios siglos, mencionaban el concepto\u00a0 de\u00a0<strong>svabhava,\u00a0<\/strong>definido como \u201cla naturaleza inherente de los distintos materiales\u201d; es decir, su eficacia causal \u00fanica, , tal como la combusti\u00f3n en el caso del fuego, o el hecho de fluir hacia abajo en el caso dela agua. El pensador Jain\u00ed Bunaratna nos dijo: \u201cTodo lo que existe ha llegado a existir por acci\u00f3n de la\u00a0<strong>svabhava.\u00a0<\/strong>As\u00ed\u2026 la tierra se transforma en una vasija y no en pa\u00f1o\u2026 A partir de los hilos se produce el pa\u00f1o y no la vasija\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.philosophica.info\/voces\/filosofia_india\/Filosofia_India.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tambi\u00e9n aquellos pensadores, manejaron el concepto de\u00a0<strong>yadrccha,\u00a0<\/strong>o azar desde tiempos muy remotos. Implicaba la falta de orden y la aleatoriedad de la causalidad. Ambos conceptos se sumaron a la afirmaci\u00f3n del griego Dem\u00f3crito medio siglo m\u00e1s tarde: \u201cTodo lo que hay en el universo es fruto del azar y la necesidad\u201d. El ejemplo que que dio Dem\u00f3crito -similar al de los hilos del pa\u00f1o- fue que, toda la materia que existe, est\u00e1 formada por a-tomos o \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\">Bueno, no lo puedo evitar, mi imaginaci\u00f3n se desboca y corre r\u00e1pida por los diversos pensamientos que por la mente pasan, de uno se traslada a otros y, al final, todo resulta un conglomerado de ideas que, en realidad, quieren explicar, dentro de esa diversidad, la misma cosa.<\/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%2F2020%2F11%2F06%2Fno-siempre-hablamos-de-lo-que-comprendemos-10%2F&amp;title=No+siempre+hablamos+de+lo+que+comprendemos' 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; 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