{"id":10577,"date":"2020-08-17T10:47:50","date_gmt":"2020-08-17T09:47:50","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=10577"},"modified":"2020-08-17T09:48:39","modified_gmt":"2020-08-17T08:48:39","slug":"%c2%a1tenemos-que-saber-y-sabremos-eso-nos-decia-hilbert","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/08\/17\/%c2%a1tenemos-que-saber-y-sabremos-eso-nos-decia-hilbert\/","title":{"rendered":"\u00a1Tenemos que saber! y, sabremos. (Eso nos dec\u00eda Hilbert)"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2009\/05\/lhc.jpg\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" title=\"lhc_banner\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2009\/05\/lhc_banner.jpg\" alt=\"lhc_banner\" width=\"490\" height=\"147\" \/><\/a><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcR6cT4WMqhJZgJ3Me0yx5HGt1T-OVtt5o5HNi3iwOKe8HGFzpmz\" alt=\"\" width=\"185\" height=\"272\" data-height=\"272\" data-width=\"185\" \/><img decoding=\"async\" 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\" alt=\"El mayor acelerador de part\u00edculas del mundo cumple 10 a\u00f1os\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En 1.949, el f\u00edsico franc\u00e9s Louis de Broglie, que gan\u00f3 el premio Nobel, propuso construir un laboratorio europeo de f\u00edsica de part\u00edculas. Su idea cal\u00f3 hondo en la comunidad internacional, y tres a\u00f1os <a id=\"_GPLITA_5\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>m\u00e1s<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> tarde, 11 pa\u00edses europeos dieron el visto bueno y el dinero para construir el CERN, inaugurado en Ginebra en 1.954, y al que tanto le debe la f\u00edsica y las Sociedades modernas 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:\/\/1.bp.blogspot.com\/-E5-lkvHn1Q0\/UQ5REIW9p0I\/AAAAAAAAIXE\/1KtBAh2ShXs\/s1600\/fermilab_tevatron.jpg\" alt=\"Astrof\u00edsica y F\u00edsica: Estudiando el microuniverso: aceleradores ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los aceleradores de part\u00edculas son un gran invento que ha permitido comprobar (hasta <a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>donde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> se ha podido, al menos) la estructura del \u00e1tomo. En el acelerador del Fermilab, por ejemplo, un detector de tres pisos de altura que en su momento cost\u00f3 unos ochenta millones de d\u00f3lares para poder captar electr\u00f3nicamente los \u201crestos\u201d de la colisi\u00f3n entre un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> y un anti<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>. Aqu\u00ed la prueba consiste en que decenas de miles de sensores generen un impulso el\u00e9ctrico cuando pasa una part\u00edcula. Todos esos impulsos son llevados a procesadores electr\u00f3nicos de <a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>datos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> a trav\u00e9s de cientos de miles de cables. Por \u00faltimo, se hace una grabaci\u00f3n en carrete de cinta magn\u00e9tica codificada con ceros y unos. La cinta graba las violentas colisiones de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">protones<\/a> y antiprotones, en las que generan unas setenta part\u00edculas que salen disparadas en diferentes direcciones dentro de las varias secciones del detector.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" title=\"Dibujo20101220_tevatron_oct_13_1985_we_did_it_official_first_event_in_run_493\" src=\"http:\/\/francisthemulenews.files.wordpress.com\/2010\/12\/dibujo20101220_tevatron_oct_13_1985_we_did_it_official_first_event_in_run_493.png?w=473&amp;h=358\" alt=\"\" width=\"473\" height=\"358\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El 13 de octubre de 1985 se produjo la primera colisi\u00f3n <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>-anti<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> en el Tevatr\u00f3n\u00a0del Fermilab<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/3\/3f\/Fermilab.jpg\/280px-Fermilab.jpg\" alt=\"\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La ciencia, en <a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>especial<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la f\u00edsica de part\u00edculas, gana confianza en sus conclusiones por duplicaci\u00f3n, es decir, un experimento en California se confirma mediante un acelerador de un estilo diferente que funciona en Ginebra con otro equipo distinto, que incluye en cada experimento los controles necesarios y todas las comprobaciones para que puedan confirmar con muchas garant\u00edas el resultado finalmente obtenido. Es un proceso largo y muy complejo; la consecuencia de muchos a\u00f1os de investigaci\u00f3n de muchos equipos diferentes.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 18px;\" src=\"http:\/\/estaticos.elmundo.es\/elmundo\/imagenes\/2012\/07\/04\/ciencia\/1341382835_0.jpg\" alt=\"\" width=\"640\" height=\"357\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No es suficiente con un \u00fanico resultado. Si muchos, en distintos lugares dan lo mismo\u2026se pueden considerar ciertos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Yo puedo visualizar la estructura interna de un \u00e1tomo. Puedo hacer que me vengan <a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>im\u00e1genes<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> mentales de nebulosas de \u201cpresencia\u201d de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">electr\u00f3n<\/a> alrededor de la min\u00fascula mota del n\u00facleo que atrae esa bruma de la nube electr\u00f3nica hacia s\u00ed. Puedo ver los \u00e1tomos, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">protones<\/a> y los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">neutrones<\/a>, y en su interior, los diminutos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quarks<\/a> enfangados en un mar de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">neutrones<\/a>. Claro que todo eso es posible por el hecho de que dicha imagen me es muy familiar. Creo que cada uno construir\u00e1 sus propias <a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>im\u00e1genes<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> conforme \u00e9l las vea a partir de las ecuaciones o bien de c\u00f3mo las form\u00f3 en su mente a partir de sus lecturas o explicaciones o\u00eddas en charlas cient\u00edficas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/23\/Helium_atom_QM.svg\/300px-Helium_atom_QM.svg.png\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfTendr\u00e1n ellos (los \u00e1tomos) el secreto de la materia?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Bag Model of Quark Confinement\" \/><img decoding=\"async\" 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\" alt=\"Propiedades de la fuerza nuclear fuerte: Confinamiento y libertad ...\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Bag Model of Quark Confinement\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cuando entraron en escena David Politrer, de Harvard, y David Gross y Frank Wilczek, de Pinceton, el panorama de lo que ocurr\u00eda en el interior del n\u00facleo se aclar\u00f3 bastante. Ellos, descubrieron algo que llamaron <em><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a><\/a><\/em>. Asint\u00f3tico significa, burdamente, \u201cque se acerca cada vez m\u00e1s, pero no toca nunca\u201d. La interacci\u00f3n fuerte se debilita m\u00e1s y m\u00e1s a medida que un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quark<\/a> se aproxima a otro. Esto significa, parad\u00f3jicamente, que cuando los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quarks<\/a> est\u00e1n muy juntos se portan casi como si fuesen libres; pero cuando se apartan, las fuerzas se hacen efectivamente mayores. Las distancias cortas suponen energ\u00edas altas, as\u00ed que la interacci\u00f3n fuerte se debilita a altas energ\u00edas. Esto es justo lo contrario de lo que pasa con la fuerza el\u00e9ctrica. A\u00fan m\u00e1s <a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>importante<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> era que la interacci\u00f3n fuerte necesitase una part\u00edcula mensajera, como las otras fuerzas, y en alguna parte le dieron al mensajero el nombre de <em>glu\u00f3n<\/em> (del ingl\u00e9s <em>glue<\/em>, pegamento).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcRRxYkuVw9AQqcnUjj2Pcq0xGL_XZO3baCzI4iMwxBUKXpiyiKSmw\" alt=\"\" width=\"335\" height=\"150\" data-height=\"150\" data-width=\"335\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A todo esto, lleg\u00f3 Murray Gell-Mann con sus <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quarks<\/a> para completar el panorama. Adjudic\u00f3 a estas diminutas part\u00edculas color y sabor (nada que ver con el gusto y los colores reales) y lleg\u00f3 la teor\u00eda denominada <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('cromodinamica cuantica',event); return false;\">cromodin\u00e1mica cu\u00e1ntica<\/a><\/a>. Todo aquello dio mucho que hablar y mucho trabajo a los te\u00f3ricos y experimentadores, y al <a id=\"_GPLITA_10\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>entrar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> en los a\u00f1os ochenta, se hab\u00eda dado ya con todas las part\u00edculas de la materia (los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quarks<\/a> y los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a>), y ten\u00edamos las part\u00edculas mensajeras, o <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a> <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a><\/a>, de las <a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>tres<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> fuerzas, a excepci\u00f3n de la gravedad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<table border=\"1\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td colspan=\"4\" width=\"576\">\n<p align=\"center\"><strong>MATERIA<\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\">\n<p align=\"center\">Primera generaci\u00f3n<\/p>\n<\/td>\n<td colspan=\"2\" width=\"192\">\n<p align=\"center\">Segunda generaci\u00f3n<\/p>\n<\/td>\n<td width=\"192\">\n<p align=\"center\">Tercera generaci\u00f3n<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\">\n<p align=\"center\">u<\/p>\n<\/td>\n<td colspan=\"2\" width=\"192\">\n<p align=\"center\">c<\/p>\n<\/td>\n<td width=\"192\">\n<p align=\"center\">t<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\">\n<p align=\"center\">d<\/p>\n<\/td>\n<td colspan=\"2\" width=\"192\">\n<p align=\"center\">s<\/p>\n<\/td>\n<td width=\"192\">\n<p align=\"center\">b<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"4\" width=\"576\">\n<p align=\"center\">Son los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quarks<\/a> <em>up<\/em>, <em>down<\/em>, <em>charmed<\/em>, <em>strange<\/em>, <em>top<\/em> y <em>bottom<\/em>.<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"4\" width=\"576\">\n<p align=\"center\">Los leptons son:<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\">\n<p align=\"center\">\u03c5<sub>e<\/sub><\/p>\n<\/td>\n<td colspan=\"2\" width=\"192\">\n<p align=\"center\">\u03c5<sub>\u03bc<\/sub><\/p>\n<\/td>\n<td width=\"192\">\n<p align=\"center\">\u03c5<sub>\u03c4<\/sub><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\">\n<p align=\"center\">e<\/p>\n<\/td>\n<td colspan=\"2\" width=\"192\">\n<p align=\"center\">\u03bc<\/p>\n<\/td>\n<td width=\"192\">\n<p align=\"center\">\u03c4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"4\" width=\"576\">\n<p align=\"center\"><strong>FUERZAS<\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"4\" width=\"576\">\n<p align=\"center\">Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a> <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a><\/a>:<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"2\" width=\"283\">\n<p align=\"center\">Fot\u00f3n<\/p>\n<\/td>\n<td colspan=\"2\" width=\"293\">\n<p align=\"center\">Electromagnetismo<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"2\" width=\"283\">\n<p align=\"center\">W<sup>+<\/sup>, W<sup>&#8211;<\/sup>, Z<sup>0<\/sup><\/p>\n<\/td>\n<td colspan=\"2\" width=\"293\">\n<p align=\"center\">Interacci\u00f3n d\u00e9bil<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"2\" width=\"283\">\n<p align=\"center\">Ocho <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a><\/p>\n<\/td>\n<td colspan=\"2\" width=\"293\">\n<p align=\"center\">Interacci\u00f3n <a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>fuerte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><\/td>\n<td width=\"91\"><\/td>\n<td width=\"101\"><\/td>\n<td width=\"192\"><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/e\/e5\/Leptones_nombres.png\" alt=\"File:Leptones nombres.png\" width=\"697\" height=\"470\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La familia de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a> est\u00e1 compuesta por el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">electr\u00f3n<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">mu\u00f3n<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">tau<\/a> con sus correspondientes <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">neutrinos<\/a>. As\u00ed qued\u00f3 pr\u00e1cticamente <a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>completo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el llamado modelo est\u00e1ndar que describe las part\u00edculas que forman la materia conocida y las fuerzas que intervienen e interaccionan con ellas. La gravedad qued\u00f3 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>da en la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> <a id=\"_GPLITA_14\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>general<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\u00bfPor qu\u00e9 es incompleto el modelo est\u00e1ndar? Una carencia es que no se haya visto todav\u00eda el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quark<\/a> top; otra, la ausencia de una de las cuatro fuerzas fundamentales, la gravedad. Otro defecto est\u00e9tico es que no es lo bastante <a id=\"_GPLITA_15\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>simple<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>; deber\u00eda parecerse m\u00e1s a la tierra, aire, fuego y agua de Emp\u00e9docles. Hay demasiados par\u00e1metros y demasiados controles que ajustar. Necesitamos una nueva teor\u00eda que sea menos complicada, m\u00e1s sencilla y bella, sin vericuetos intrincados que salvar, con la limpieza y serena majestad de la teor\u00eda de la gravedad que, con enorme simpleza y aplicando los principios naturales, trata los temas m\u00e1s profundos del universo. Esperemos que contin\u00fae desarroll\u00e1ndose la teor\u00eda de cuerdas y que, como parece, incluya todas las fuerzas, todas las part\u00edculas y, en fin, todos los par\u00e1metros que dan sentido al universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Modelo est\u00e1ndar de la f\u00edsica de part\u00edculas - Wikipedia, la ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT9iqKQaF8X4itSTFjPE6kKC9YO8_yegHuVxQ&amp;usqp=CAU\" alt=\"NeoFronteras \u00bb Resaca Higgs - Portada -\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00ed, al Modelo Est\u00e1ndar la faltan algunas cosas y le sobran otras, o, al menos, ser\u00eda necesario explicarlas mejor. La Gravedad no est\u00e1 presente y, hay una veintena de par\u00e1metros aleatorios que, como el Bos\u00f3n de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, no se pueden explicar\u2026a\u00fan. La <a id=\"_GPLITA_17\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>Historia<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> viene de lejos:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<table border=\"1\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td colspan=\"6\" width=\"581\">\n<p align=\"center\"><strong>El modelo est\u00e1ndar: <a id=\"_GPLITA_18\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>Historia<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> resumida<\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"80\">\n<p align=\"center\"><strong>Autores<\/strong><\/p>\n<\/td>\n<td width=\"60\">\n<p align=\"center\"><strong>Fechas<\/strong><\/p>\n<\/td>\n<td width=\"89\">\n<p align=\"center\"><strong>Part\u00edculas<\/strong><\/p>\n<\/td>\n<td width=\"118\">\n<p align=\"center\"><strong>Fuerza<\/strong><\/p>\n<\/td>\n<td width=\"46\">\n<p align=\"center\"><strong><a id=\"_GPLITA_16\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>Nota<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a><\/strong><\/p>\n<\/td>\n<td width=\"189\">\n<p align=\"center\"><strong>Comentario<\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"80\">\n<p align=\"center\">Tales (milesio)<\/p>\n<\/td>\n<td width=\"60\">\n<p align=\"center\">600 a.C.<\/p>\n<\/td>\n<td width=\"89\">\n<p align=\"center\">Agua<\/p>\n<\/td>\n<td width=\"118\">\n<p align=\"center\">No se menciona<\/p>\n<\/td>\n<td width=\"46\">\n<p align=\"center\">8<\/p>\n<\/td>\n<td width=\"189\">Fue el primero en explicar el mundo mediante causas naturales. L\u00f3gica en lugar de mito.<\/td>\n<\/tr>\n<tr>\n<td width=\"80\">\n<p align=\"center\">Emp\u00e9docles (agrigento)<\/p>\n<\/td>\n<td width=\"60\">\n<p align=\"center\">460 a.C.<\/p>\n<\/td>\n<td width=\"89\">\n<p align=\"center\">Tierra, agua, aire y fuego<\/p>\n<\/td>\n<td width=\"118\">\n<p align=\"center\">Amor y discordia<\/p>\n<\/td>\n<td width=\"46\">\n<p align=\"center\">9<\/p>\n<\/td>\n<td width=\"189\">Aport\u00f3 la idea de que hay m\u00faltiples part\u00edculas que se combinan para formar toda la materia.<\/td>\n<\/tr>\n<tr>\n<td width=\"80\">\n<p align=\"center\">Dem\u00f3crito (Abdera)<\/p>\n<\/td>\n<td width=\"60\">\n<p align=\"center\">430 a.C.<\/p>\n<\/td>\n<td width=\"89\">\n<p align=\"center\">El \u00e1tomo indivisible e invisible, o <em>a-tomo<\/em><\/p>\n<\/td>\n<td width=\"118\">\n<p align=\"center\">Movimiento violento constante<\/p>\n<\/td>\n<td width=\"46\">\n<p align=\"center\">10<\/p>\n<\/td>\n<td width=\"189\">Su modelo requer\u00eda demasiadas part\u00edculas, cada una con una forma diferente, pero su idea b\u00e1sica de que hay un \u00e1tomo que no puede ser partido sigue siendo la definici\u00f3n b\u00e1sica de part\u00edcula elemental.<\/td>\n<\/tr>\n<tr>\n<td width=\"80\">\n<p align=\"center\">Isaac <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a> (ingl\u00e9s)<\/p>\n<\/td>\n<td width=\"60\">\n<p align=\"center\">1.687<\/p>\n<\/td>\n<td width=\"89\">\n<p align=\"center\">\u00c1tomos duros con masa, impenetrables<\/p>\n<\/td>\n<td width=\"118\">\n<p align=\"center\">Gravedad (cosmos); fuerzas desconocidas (\u00e1tomos)<\/p>\n<\/td>\n<td width=\"46\">\n<p align=\"center\">7<\/p>\n<\/td>\n<td width=\"189\">Le gustaban los \u00e1tomos pero no hizo que su causa avanzase. Su gravedad fue un dolor de cabeza para los peces gordos en la d\u00e9cada de 1.990<\/td>\n<\/tr>\n<tr>\n<td width=\"80\">\n<p align=\"center\">Roger J. Boscovich (d\u00e1lmata)<\/p>\n<\/td>\n<td width=\"60\">\n<p align=\"center\">1.760<\/p>\n<\/td>\n<td width=\"89\">\n<p align=\"center\">\u201c<a id=\"_GPLITA_20\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>Puntos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de fuerza\u201d indivisibles y sin forma o dimensi\u00f3n<\/p>\n<\/td>\n<td width=\"118\">\n<p align=\"center\">Fuerzas atractivas y repulsivas que act\u00faan entre <a id=\"_GPLITA_21\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>puntos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a><\/p>\n<\/td>\n<td width=\"46\">\n<p align=\"center\">9<\/p>\n<\/td>\n<td width=\"189\">Su teor\u00eda era incompleta, limitada, pero la idea de que hay part\u00edculas de \u201c<a id=\"_GPLITA_19\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>radio<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> nulo\u201d, puntuales, que crean \u201ccampos de fuerza\u201d, es esencial en la f\u00edsica moderna.<\/td>\n<\/tr>\n<tr>\n<td width=\"80\">\n<p align=\"center\">Michael Faraday (ingl\u00e9s)<\/p>\n<\/td>\n<td width=\"60\">\n<p align=\"center\">1.820<\/p>\n<\/td>\n<td width=\"89\">\n<p align=\"center\">Cargas el\u00e9ctricas<\/p>\n<\/td>\n<td width=\"118\">\n<p align=\"center\">Electromagnetismo<\/p>\n<\/td>\n<td width=\"46\">\n<p align=\"center\">8\u20195<\/p>\n<\/td>\n<td width=\"189\">Aplic\u00f3 el atomismo a la electricidad al conjeturar que las corrientes estaban formadas por \u201ccorp\u00fasculos de electricidad\u201d, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">electrones<\/a>.<\/td>\n<\/tr>\n<tr>\n<td width=\"80\">\n<p align=\"center\">Dimitri Mendeleev (siberiano)<\/p>\n<\/td>\n<td width=\"60\">\n<p align=\"center\">1.870<\/p>\n<\/td>\n<td width=\"89\">\n<p align=\"center\">M\u00e1s de 50 \u00e1tomos dispuestos en la tabla peri\u00f3dica de los elementos<\/p>\n<\/td>\n<td width=\"118\">\n<p align=\"center\">No hace c\u00e1balas sobre las fuerzas<\/p>\n<\/td>\n<td width=\"46\">\n<p align=\"center\">8\u20195<\/p>\n<\/td>\n<td width=\"189\">Tom\u00f3 la idea de Dalton y organiz\u00f3 todos los elementos qu\u00edmicos conocidos. En su tabla peri\u00f3dica apuntaba con claridad una estructura m\u00e1s profunda y significativa.<\/td>\n<\/tr>\n<tr>\n<td width=\"80\">\n<p align=\"center\">Ernest Rutherford (neozeland\u00e9s)<\/p>\n<\/td>\n<td width=\"60\">\n<p align=\"center\">1.911<\/p>\n<\/td>\n<td width=\"89\">\n<p align=\"center\">Dos part\u00edculas; n\u00facleo y electr\u00f3n<\/p>\n<\/td>\n<td width=\"118\">\n<p align=\"center\">La <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a> m\u00e1s el electromagnetismo. La gravedad<\/p>\n<\/td>\n<td width=\"46\">\n<p align=\"center\">9\u20195<\/p>\n<\/td>\n<td width=\"189\">Al descubrir el n\u00facleo, revel\u00f3 una nueva simplicidad dentro de todos los \u00e1tomos de Dalton. El experimentador por excelencia.<\/td>\n<\/tr>\n<tr>\n<td width=\"80\">\n<p align=\"center\">Bjorken, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">Fermi<\/a>, Friedman, Gell-Mann, Glasgow, Kennedy, Lederman, Peri, Richter, Schwartz, Steinberger, Taylor, Ting, m\u00e1s un reparto de miles.<\/p>\n<\/td>\n<td width=\"60\">\n<p align=\"center\">1.992<\/p>\n<\/td>\n<td width=\"89\">\n<p align=\"center\">Seis <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quarks<\/a> y seis <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a>, m\u00e1s sus antipart\u00edculas. Hay tres colores de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quarks<\/a><\/p>\n<\/td>\n<td width=\"118\">\n<p align=\"center\">El electromagnetismo, la interacci\u00f3n fuerte y d\u00e9bil: doce part\u00edculas que llevan las fuerzas m\u00e1s la gravedad.<\/p>\n<\/td>\n<td width=\"46\">\n<p align=\"center\">?<\/p>\n<\/td>\n<td width=\"189\">Dem\u00f3crito de Abdera r\u00ede.<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A todo esto y como he dicho, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quark<\/a> top est\u00e1 perdido (ya se encontr\u00f3) y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">neutrino<\/a> <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">tau<\/a> no se ha detectado directamente (pero experimentos nos han dicho que un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">neutrino<\/a> mu\u00f3nico se puede transformar en uno <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">tau<\/a>), y muchos de los n\u00fameros que nos hacen falta conocer los tenemos de forma imprecisa. Por ejemplo, no sabemos si los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">neutrinos<\/a> tienen alguna masa en reposo.<\/p>\n<p style=\"text-align: justify;\">Tenemos que saber c\u00f3mo la violaci\u00f3n de la simetr\u00eda CP (el proceso que origin\u00f3 la materia) aparece, y lo que es m\u00e1s importante, hemos de introducir un nuevo fen\u00f3meno, al que llamamos <a id=\"_GPLITA_22\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>campo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, para preservar las coherencia matem\u00e1tica del modelo est\u00e1ndar. La idea de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> y su part\u00edcula asociada, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">bos\u00f3n<\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, cuenta en todos los problemas que he mencionado antes. Parece, con tantos par\u00e1metros imprecisos (19), que el modelo est\u00e1ndar est\u00e1 asentado sobre arenas movedizas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.nodo50.org\/ciencia_popular\/fotos\/einstein5.jpg\" alt=\"\" width=\"270\" height=\"237\" \/><img decoding=\"async\" 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\" alt=\"1 - Curso de Relatividad General - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Max Plank, el fundador de la teor\u00eda cu\u00e1ntica. | NCIENCIA\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSonI-i-QwlDKQo5oni789l2H3sq6cF_fF7zA&amp;usqp=CAU\" alt=\"Mec\u00e1nica cu\u00e1ntica\" \/><img decoding=\"async\" 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\" alt=\"Constante de Planck - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En realidad, no sabemos si la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> <a id=\"_GPLITA_23\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>general<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> y la teor\u00eda cu\u00e1ntica, son dos mundos antag\u00f3nicos que nos empe\u00f1amos en unir<\/p>\n<p style=\"text-align: justify;\">Entre los te\u00f3ricos, el casamiento de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> <a id=\"_GPLITA_24\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>general<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> y la teor\u00eda cu\u00e1ntica es el problema central de la f\u00edsica moderna. A los esfuerzos te\u00f3ricos que se realizan con ese prop\u00f3sito se les llama \u201csupergravedad\u201d, \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a><\/a>\u201d, \u201csupercuerdas\u201d, \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a><\/a>\u201d o, en \u00faltimo caso, \u201cteor\u00eda de todo\u201d o \u201cgran teor\u00eda unificada\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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NpXONxEqLkO5eRN2PuaVWfxKxpZMGpmArE+rAIJ+hP1qwWbDXDJ0FQ+deAtibI8IfxbZlBMZgdGX3MCPUetdB+HtLkRXcjgzzPGVD4PKXrKE\/FSqqqkLJ8zETAAnb1pZcxJcZmiTO225\/tWi45VsrhlZTBBlWBG4IOxr1ZsPdIS2pPQDUkyfqTrXQzj9pKhT1nRfwb4gVGIttOTMjD0Ygqfsq\/Supq06iqFyfwT8pYyt8bnM\/ppAHrH9TVxwF2LZLEALOpMAAakk9t60KKWdDplK4gDJ1Fci5l\/E+9cdrfD8qoCR4zAMz9JRT5QvqZn0qqXeeeK2zm\/NsfQ27JH0yftWtdHkYX0ibUoDU+iKK5nyB+KAxVxcLi1W3ebRHWfDuHUwQfgbTTUgnaDArpdUOjIaaXKwYWJmouNaAPepVR8ZZzLA33HvWbOpbGQJYlWLiriuNa2gyQCzBZOyzOv2qLwm7PiksGl9xsfUelb3vfpYe4IrWD0VQPYRXPPvLDngek3qgC9PnJWGbf3rxxfGuirkIEkyTBMAToCQDWkeXbXvWXvBhDAEdiJq11y4h2uQAVmsczZh8TnthiQSRrAj02rfhGECoUk6AQPoBXoPl22pJjyFd1XUbBR8Mg4zGNbv3mV1HwaNrm8q+Ve286UzvXZUHuJrS7qdSqk6awJ02ogtqdqrRcjtXW5OgACeKizmrGHw7CTvmJHqsAfZjVe4txxrFpPDyBnuKmd9UQGSWO3bvVk45gTetwvxqZX+o+Y+8VRscCQbbF0IOvQgjowOhHoRXQ7Sqge057VbhkLD1kjCcSa8jO5QkXHUFJykLEEanerL+HuKi5eUmFKqddswJH3B+1VDBYYxkQMZJJJ3JO50AHyFXjgHDfBQz8Tan09P3qaCzI6ZDvuXWil1nHLbstcuMFRJknoBr86o3F+f77ScNbCoNiy57jawIEhV9jPuKvTEz9JufIqdZ0qiuPYT8RMYrEMyOVjMroAR6Ska6GDr31FdE5X5ntY1TlBS4vxITJE7EH9QqWTA6cmRTKrcCPRRQKKplsg8b4mmGsvfufCgmOpOwUepOlckxvE8VjyXdyi65UtkqFHqRqx9T9qtn4yOwwdsDY31zfJXI+4rmvD+NG2oA9j6jb\/wA1h1TWdnpOn8G0i+Qc4Ftf0EHx2JwtwG3ecEdCxZT6EHQirfa59U4XPlH5jNkyScsxPif9Pp30nrVC4hizcMnoSNo6nT5RHyNRLBg5uxH+faqcbtjB2z1dRo8GoKM459v+pbcVZxF8G7cuuSexKqPYDQUv4dzJicJc0c3F\/UjksCPQmSp9R969W+ONlKg6Zdo2I6+0a\/KkmLu5mJgjXr9KgvB3DrLRhVlbHkUVOi8Y5zzrbTCEZnUMzESbc\/ojbN+3zqt4\/BXgM5u3J3nO396Q4DEZGBpriuNs6lZ0BEaawRt7zUsjHIbaVYdImlVRjHHqYx5Z5zu2HW3iGL2SYLN8VuT8Wbqo6g\/Lsem8b4gmCs+O8OSQLag\/Ex1GvbrXA7p3q9c3YpzheGh5kWNffLa1rVp8hCkTm\/xPjTTr52IUT93IvEnuYtzevFcx7AKAOw\/8yaXYPiF3C3M9phI3BAII7enyg1oxmOXwwrKrH9OYSB3NQyyhAF279z1NTufPix4cE3O2cr4xcbZW8nlE5WXcqwiV21337EUp\/GPiBw\/DhaQx41wWj\/0QzsPnlg+hNJ\/wdxjJ+ZBBKTbP\/d5gfsB9Ka\/jXw9r\/DhdtjN4FxbrR\/JlZGPyzAn0BrZpzbqWnQY3OTDu9anKeCXV0mmHFsHmF07BEzbaHSYH7VUMHjMrKegIJ+RpxiOZA3jznK3EyoCRCHLlJiYEnXSvaPWxMQHpK\/fcgyCQQZBGhBGoIPQivqnlHihxWCw+IeM9yzbZ40GYqM0DoJmvlFVNxgqgkntX01ynhWwtjD2Wibdu2jRtIABjuJmsGto1Nun4FS2VHxuJFtC7bD79AKkVXecrkW7fYv8A\/VtP3+lea7bVJm7Cm\/IF7xRxTF4i8MyBZJgAkqqjXUxq3t69KXWMZeEkq9srpBYMrHrGuq9iYPoK9YniRtKryoQMPEnoh0kGdIJBMzoDUS3xIXAwLKXUnMF\/SCTlB9YifUGvPPPxes91MYHw1xHuH4uGSY8+0dJ7+1QeI8RFsr4rP5v5VYqo0GZiBCLruagYO4JPvUrF8Va2QIBV1ZRoSfEiVB11DCR02310m2Q5OGkRplxG0E9pxBl8yPmWT1zKYMH9txTI8TDKuTciTP6eke+lIXvLkAUpAAHkjKNAdANhqDHYitnD70AVFcrKCojfTY3piOZtv8TQO6M7qV3ZgyoSACQrHRiJ2H9K32uKNbIzEsnWdSPUf2qDxDiZzG2\/hmClxC40VAQLhYkwGXWG0+Na1Y26DRew2skMS5BtcS53rgt2\/Gb4dIHVidgPQ9+1Vriq3sQc4FvMTuw8qrqdhq3Qb9flXrimKb8thFJOgeflAX\/4k0i5kx9kYceMgcz\/AA1JIGeCASQRAAJrcWsTj9W23IUPQSVh7922S2Tw2BiJDg9zp07dfarbwXE\/mUzINQYYdjvv21rnfA1tpYhHDmSXI2zQNB6ARVt\/D7E5bt6T5Sq+0gmPsTTRjK9M5DV6SL+JmNKeFhRtHiv6mSqj2EMfpVbfiaWLXiFc2oEAgHXSrB+K+CYXrV8DyMmSezAs0fMN9jXP8ehdMg7g6+hr19PXliPPe8xhxPHq15rSjZc2YEEbgR9628vcRbD4m1dUxDgN6qSAw+n7CklnCBLrMoAUrAA7yD\/Sm3CMGb15EA3YT7Tr9qsy1tqRx3dzv4oqDw3EEypPqKK8eelI3NXBFxuGuWCYJEq38rrqp9p39Ca4DxPhOIw1w271pkYHscp9VYaEf5pX0HzDxZMJYe++yjQdWY6Ko9Sa5HiL+Ix7eJeuE7lUUkIg7Af1OtZNTt+c6HwQ5gGN0nv39pVMJgLt0hEQ6nt\/nerjieQnGEBTW+DmySIYRqs7Zuvbp61XMU93D3A9u46sNiGP07Eeh0q12uficL8I\/M5sm3liJ8WP\/r39KqxHGQd09HW49WGQ4KIJ+79pQb1h0JV0ZSNCCCCPrTDhXAr2JcBVME\/Iazqeg1pxiOGveBu3XZ2O7E\/t0A9BpSrh\/Fr+DuTafSfMh1R\/cd\/Ua1WpXdz0mt1yPiOwjcPpHXNfJb2VW7YBuKFAuAasCB8Sjqp+o\/aoBG2yn6V0Hi3ORvi3bwpKFlDXG\/UhP6F9e7e0Ug4hwSFzkkk6ySST7zvU8xQN8Mz6D8x5YGc1fTv85nlflO5iHDOCtsESf6D1\/ar\/AM18v\/mrAt24W4hBtdtoyegI+4FUDlnmu5hHCXGL2JgqdSgJ1ZTvp\/Lsa6pzBxRMFYF\/S47wLQnQkic3qANf\/wBrTg2FDOe8fTIrEZ\/7a4++84li7V6yxt3Lbo40KkEH+xHqNK9YLh97EMFRGJP+fL51YcbdfElrt+7mYbyQAoOwA2UUtsY65hnzWbhUwCY1Vh0zDYiihOEtA\/Q7Z07ljgwwlgW5liczEbSQBp6CKtOAthrRVgCpkEESCCIII6jekPKGOXHWBeHlIJV1H6WEEx6EEEe9WpEAEDYVpsVxOjxbdg29JxHnH8HLy3Gu8PKvbYlvBYhXSTOVDorKNgCQQOpqq2Pwz4mxhsM4\/wC63++avpqq3\/qvKua7h7tuQhAOXUsoYgaxpPvoZAq9dS4FRHECblK5K5ATCML14h7o1UDVUPck\/Ew+g9dCOg4GwWYHoD\/grbwnH28SpcW2EZfjUCcyhgQdjoaZARtVb5CxsyaqF6T1S\/jXD\/HtNbmDup7MNv7exNT6jcQxYtWy56bDuToBVTVXMsQsGG3rOaYpLto5LiMp9dQfY7EVHsYYsxyIQWOu+p32+fSrFxI38QJFwKZ3iQo1+Fdp239aW2fGQkvkUjRShJzDuQQIn+XX3NeaQAfadGmRitGt0lf8BItSp\/iDWOh9PelL3WUlWDAjpFWDDcYzJqPONPQ+tR8dhL1wApcCnUklc07Qu+g3nr2q3KuPjZKMGTMCfN6X9\/KJcDw9mhUUxpqZ6ACfoBTXH8Ia2qtbGaB5gN++Ydx0+nrWnDXr1sZmyq0\/CpLLHSSQJO\/QU2\/4nnVcmhO\/prED6ftSQYyp3dY8zZw67Kr76ysveJBBBMgjrsd6l8P4Y91gWkL1mpGOweIBLobbA6BGldI1YvBOaZ0iI9a92Me9mJMr1H7le1QUKG+LpLcjuyE46uNeKcO8W14awCIKE9CNI9iNKpuIW7aYpcRlYdCP8ketdBxF0WrQvNBBjIJ+InVfl1+VVriPi4iSbwUjVj5TkXXZTovTU9Jr0Hr0nHaoAt7xDasXLpAUGrnwXhwsW4\/UdT\/b\/O9Vezeu2jJdA3TwySGXuQd57agdzVv4BiDiUJAAKmG7TvI6wf70Y6i022\/eMLvDUxWHezdEqTAI3U7gr2INc04tyLi7LHKvipOjJM\/Ndwfr712C1ZCrlHbf+tV\/FcBxMg2sW0ayGzifIFGqsDuJ9JMa61cmVk6TWyBpzPD8rYliA1p1n+ZSv3MVduXeALhhJgueo2A7D+9On4BeZSGxbk5pGhgbafFqPi7RmkQQDTHD8KCqoZmYgAE7SQN+\/wB6m2csKkVxAG5r4Xbls3QD7mimVu2FEAQKKpMtlD\/GQt+Ttxt465v\/AGvH3rl9jizqmVCVJIEjeJ16H9q73zHwdMZh7mHfTMNG3ysNVb5GK4JxrlzFYVyl600DZ1BKMO4b+h1rFqEO7dOn8H1WI4DgfrdyLirrEeYmZO8zGkTOvfXrUe08Gal8P4NevMFRD8h\/kVdsVyB\/\/IAhH5hTmGvlIiChP3nv6VSuJmup6T+IYsBVWPtK0nG2yFROinTfWRH9aUY5\/O3uf30+1esTw+9aJW5adTOzL27HY+4pjwTli\/iGHkIXqTov1\/tUQh6SxtTixguCKMW4LEFCCKZ4ni7OD5jAA8ukazrtPbr1p\/zXyQyqtzCqXyqBcQfESP1qOvqo9I61Sjhbk5SjA9iCD96bYmQ8yOHW4NQgYdRNVwzV45uvP+V4ar\/psQffLa+9ReVeTrl1w95SqAg66T6D+\/Sr3zLwEYuz4SwrqQbZjQEaR7EafQ9K04MZ2kzmvxLmXVJ5Sdev\/k5U1wsWWDldUDEbDK2aT20kVGzELLaSFUA6aIo19iW+xrdxPhuIw7lL1p0IMSR5T6q2zD2r1wzgl\/EMAiGD1jT5nYU6M4QK\/wDYRLr+EGJdPzBiUJt+2bzTHrEfaur2rgYAjY1T+XuELhbItLqd2Pdjv8tAPlVo4WPJ7kxWkLQnvadCmMKZLrBUHpWaKJfCKKKKIQqu85vFu328T75W\/wDNWKofFsAL9prZ0nY9iNQahkXcpAluBwmQMZzfmHid21hmayYaVlhByrPmbY\/WDEzFQeA8RuXbTG42cByEbUkrA\/VkUPB\/UB+1Mcbhb9hsroR6jVT7GtNrD3LpgA153xdKnRqcdbgR+s2YO7v71KxXFjbe0uYBWzgzGpABUCes1LPAf4UKf4g1mdPY\/wB6SXbdxWGZGDAEdY1ifQ\/CNakcbJyRKky4s10ek2WsablpHJBLIpMbTGv3mt+AvwBWnD4G5dOxjvTPiHBiqq1rUgQw79ZHr6UDGzCwJJ8+JCEJ6yJjMe\/jIviBUYHy5QZIK6T6gsdNgPQmo+Nu1qNx9srA9iIqbw7hD3GDOIWkAzGoyyYhuJm7id9vy2EVp0Dz9sv2mqpzAxF1Ssxft+BcA7Z1YH6Ej610TiXDxdteGNDplPYjb5dPnVNxmFv2GKXLbKdp\/SfY7Gt7JQqcXrFJyFx6xNwqTcckaWkFhSf9rMdPkBV1\/D\/EZbt0mcpVQfcEx+5pDh8FdvEAAx\/n0q58J4eLKZRudSaaLIabGd1y2qwIkbVmoXCicp9DpU2pz0YUUUUQhRRRRCeLlwKJNa7N5XmNY0INa+I4dnUZCAwMidvnUfBcMIW4LjSbgynLIgQRod513rCcmo\/NBAv9OussCrsu+ZMfDoywAI9IqOvDR\/MY+VLk5WUMW8e9rl0BRVlfhOVVABGmvXKszFSMBy+lp1dbl0wzNDNIJZcpnTXofcT1M7pXGgsLAECB31rXiMIrekdqkUGiEqt3jeDtXhZuXjmzhPhbJm\/lLRln51ZvDU9BPsK5txL8Mrl3EOfzA\/LPca4V83iDMSzAdNydftV74hwkXRGd1GTIcpgkSG33Hw9DqCagpY3uE16lMCBfJYnjn9ZuvYAEyDH7V7w+DCa7mlSctKN716SdTmg9Y136nX\/c3c0x4dw4WS5VnIbLoxkDKMunyj6CpzJJbIDuAfek\/HuJYbDhReYqTJUKpYwIkwoOmop1VM535Qu4u4l6xdVHCeGwfNlKglgRAMHzNPfTaKRv0lWYuEvGLMd8OS1etreS5mtsJB29NZ1Ham6gRptSHlzlpcNhFwzMX82d2GktmDmOw0Ar0eWlhv41+WMzn1XRh5dPKfNM7yKdn1k0vaL6x7WJpHf5cDFD414BEtoAG1OQs0knU6sPmi1i5yxbMxcugERo3qWkGNGk7+1ElH1FL+F8LFgsQ9xswQQ7SBkGWR1EiJ9hTCiEK8u0V6rTibRYeUwR9KhkLBTt6xjrPSuGn7g1HvYVbgBQj0IiD9KzZwmjBjJYQY7ajT60nTlK2HVhevCFyxK6jy6fDoPLt6k9TKxFioLDmB7CTRw95iV+tMLOGVVyxPvSOxyhZRCguXiTm8xYEw2mX4YIA0AI06U\/s28qhZJgASdzAjX1q0m4pFxeBzarAP2pTevIjZbjRBgkAkDrqYqxmqzxLlu5cuMRdAtuZIg5hO8dKrdmA+GXYVxs39Q0I\/K2wFBy9hMa+3eod7h53UiPWs8Q4Ol4ICzLkBAyxMGJBkH+Uf5ERLPLFtTOe4RJMNlOpJO5EgazHcA1MSqTsLgIMt02Aqcyg7iaQ2uVbSmRcuzEasuvmDiRliQV0P8AuJ60\/oiiri7W0AJ0PQATMb6D96i4NVuJ4gdcmxaYiDEEGIPvWzmLgz38rW3COsjWYIO+2x0qIeEJhsG6OzNmdWdlyqcxa2oy5tABlX1+dAJlYLb6riWC2UQBZA6CSNf81raGB2P+bf0qk3b9t\/4ptYlgrMpDC2NCxJWIkruST0Ou2gy2L7JaNjEW4yWRlCBSvnyknt8UkdCwmCZJZLvRSvh3A0sv4is5OTJBIyxOaYAEsY1PXfrTSiEKKKKIQorNYY0QhRXO8FzlfRb35gMuItWL942GVVtXFSGVrF1VOZQuhkmZ+lixfM4w9hLt+2SfCF1whXbyyVEyfimNh1O0oGWthcGpYqKrnEecLVq69o2rreG1hXYBAq+O2RDqwJE7wKhYrmJrmNwtuyzC1+YxFm6YTK7WrLuQNM0BhvpJU+klxDExlwiiq0ecrQW8xt3P4NgYgxkMoS40OaMwyGRPzNQuZOa2XDXRaS7av\/lrt9J8IlURVIuHVhqWAy76HaixAYmJqpcqKT4vjIw2Hs3Lgdy5s2xlAJL3MqiZIAkmoQ5yt+C13wrgKNfV0OTMpsfGNGIY9RE+pFFxDGx6CWWikJ5mDXhYtWLrsbSXpm2qhLhygklpEayInQwDSzCcxPes8PuvntHE3RpbCMrAo7BHLaqIEyBPk6TRcflNLjRVQ4\/zE74C9iMN4iDwne1ehCDkYJsZiZJGmw6UybmW2LvgBLlxle1buFFzZGuAMCRvABUsdgGHrBcXltVx7RSblzmO3jc5tKwCQCWyggkuCjLOZHGSSGA0Zd6dU5Egg0Ziis0URTFFZoohMUVmtWJchWKxIUkSYExpJ6CiE2UVzezzViDh8SLly5ZxdjC3Lz2ntWwMy6q9o5SHtbqZJPw67mrKmJvG3gW8VpuR4nltDPNl7uvk8vmUDSNPrSsS1sLL1ljoqi8v8dxGIc4a9cuYfFeHcYobVsp8S5LlhspDoAYMkzPzqVypxLFYnLbuuyXMMzpioFvLceRkVPJ8JXzEiCJA1mQXBsLC79JcKKr\/AB7my3hXdGtXXNu0L7lAkLbzZC2rCY1MDtW25zLbF+3ZyuTcfw1YZYzeGb2omQCAQJ1npGtFiR8tquo7oqoYnnF2tJcs4dwrYlMPmuFAJN\/wHgKxJOhg7a9Yit9zmJbWIxIuNd8i4YC1lt5c95mRRbYGSWMA5oAgetFiPymlooiqzjeK3VxmGVi1q2RifEQ5CG8NQVYECY8079Nq8\/63s+Gbxt3hayWrguFfIVuvkBLfpK6MwOykH0ouHlt6S0RRUbhmMF60l0CAwkaqdO8gkEHeR3qVTlcxRWaKITFFZoohCsEVmiiESLythsuRlZ1FlsOud2YracQyqZkSABO+g1rXiuT8LcUK4uECz4H\/ADbstbmcrHNLaidaf0UqEn5jd4hv8o4Zy5Piefws38R9fBINrcz5SJnr1mspylhRd8YI2bxHu\/8AMuBQ9xcjsFDZZYTOmsmntFFCHmN3lbt8kYRVKBbkGx+XP8a6f4Uk5NWiBJA7A6VI4jyphr4XxVclbTWZFx1LW2gFWKkZhoN6eUUUIeY\/W5XuZuCvesWbNjKPDvWbnndx5bTh4DZWM+WJNe7\/AClhXAzIwIF4ErcdS3j63cxBGbMdde1PTRRUBkYDgxXgOX7Nm4LiZ8wtLZ8zsw8NZKg5iZgkmd9a0YflTDolhFFwLh3z2gbjtlMEdSZABIjbU08ooqLe3eIf9I4bwbmHAuC1cmUF25lAZsxCCYQE9BUm3wCyt4318QO2TPFx1VyghS6ggMQNJjWmtFFQ3t3i7hnBrVgsyA5mVEZmYsxW2CEBJ3jMdTqZ1JpjRRTiJJ6wooooihRRRRCFeL1oMpVtQQQR6HQ17rBohFNnlywJzKbhNn8uTcYufC6pr0PU7mBJMCt2C4PbtKijMy21y2w7FsgjLAJ1OmkmTHzpjRRJbifWK+H8Cs2WRlDFrdvwkLsWKJocoJ7wJJ1MDWvfDeD27D3biFs15s9yWkFoAmOmgA0pjRRFuPeVniHLrXsa164EOHbDiyy52DNDm55lywVMxGb94qU3KuGN3xsrhvG8cRcuBRcy5MwUNGo0I2NO6KVSXmN3iVeV8P4H5eH8MXfGHnbMLmfxcwYGR55PzrGK5Vw1w3mdXY3ltq8u3\/pa2ypmVZTqCNad1mihFvbvFP8Ap+yXtXGNxmtK6qWuO0i4AHzSTmkAb7RpFeMHy3ZtWxatm6EUjKDduMEAMhVDEgL0jtptTis06hvbvI3DsCli2tq0uVEEKPv\/AFqTWKzRIwoooohCiiiiE\/\/Z\" alt=\"Supersimetr\u00eda (SUSY para los amigos) | Matem\u00e1ticas y sus fronteras\" \/><img decoding=\"async\" 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\" alt=\"Superstrings, Ilustraciones De Ordenador Conceptual. La Teor\u00eda De ...\" \/><img decoding=\"async\" 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\" alt=\"El estado actual de la teor\u00eda M - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" 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\" alt=\"Teor\u00eda del todo o teor\u00eda unificada\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ah\u00ed tenemos unas matem\u00e1ticas ex\u00f3ticas que ponen de punta hasta los pelos de las cejas de algunos de los mejores matem\u00e1ticos del mundo (\u00bfy Perelman?; \u00bfpor qu\u00e9 no se ha implicado?). Hablan de 10, 11 y 26 dimensiones, siempre todas ellas espaciales menos una que es la temporal. Vivimos en cuatro: tres de espacio (este-oeste, norte-sur y arriba-abajo) y una temporal. No podemos ni sabemos, o no nos es posible intuir en nuestro cerebro (tambi\u00e9n tridimensional), ver m\u00e1s dimensiones. Pero llegaron Kaluza y Klein y compactaron en la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('planck longitud de',event); return false;\">longitud de Planck<\/a><\/a> las dimensiones que no pod\u00edamos ver; \u00a1problema solucionado! \u00bfQui\u00e9n puede ir a la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('planck longitud de',event); return false;\">longitud de Planck<\/a><\/a> para verlas?<\/p>\n<p style=\"text-align: justify;\">La puerta de las dimensiones m\u00e1s altas qued\u00f3 abierta y a los te\u00f3ricos se les regal\u00f3 una herramienta maravillosa: el hiperespacio; todo es posible. Hasta el matrimonio de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> general y la mec\u00e1nica cu\u00e1ntica, all\u00ed s\u00ed es posible <a id=\"_GPLITA_26\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>encontrar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> esa so\u00f1ada teor\u00eda de la gravedad cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSLLertfK9n1OBPjilo-pRUL5IFrQwJ7rGSGA&amp;usqp=CAU\" alt=\"Pronto las computadoras podr\u00e1n imitar el cerebro humano con ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Y si todos los extraterrestres se hubieran muerto? - Quo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a1Tiene tantos secretos el Universo! Arriba podr\u00edan estar los dos mayores<\/p>\n<p style=\"text-align: justify;\">As\u00ed que las teor\u00edas se han embarcado a la b\u00fasqueda de un objeto audaz: buscan una teor\u00eda que describa la simplicidad primigenia que reinaba en el intenso calor del universo en sus primeros tiempos; una teor\u00eda carente de par\u00e1metros, donde est\u00e9n presentes todas las respuestas. Todo debe ser contestado a partir de una ecuaci\u00f3n b\u00e1sica.<\/p>\n<p style=\"text-align: justify;\">\u00bfD\u00f3nde radica el problema?<\/p>\n<p style=\"text-align: justify;\">El problema est\u00e1 en que la \u00fanica teor\u00eda candidata no tiene conexi\u00f3n directa con el mundo de la observaci\u00f3n, o no lo tiene todav\u00eda si queremos expresarnos con propiedad. La energ\u00eda necesaria para ello, no la tiene ni el nuevo acelerador de part\u00edculas LHC que mencion\u00e9 en p\u00e1ginas anteriores.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2011\/07\/dibujo20110727_flavor_physics_ckm_matrix_and_cp_violation.png\" alt=\"El m\u00e1s all\u00e1 del modelo est\u00e1ndar de las part\u00edculas elementales sin ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La verdad es que la teor\u00eda que ahora tenemos, el modelo est\u00e1ndar, concuerda de manera exacta con todos los <a id=\"_GPLITA_27\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>datos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> a bajar energ\u00edas y contesta cosas sin sentido a altas energ\u00edas. \u00a1Necesitamos algo m\u00e1s avanzado!<\/p>\n<p style=\"text-align: justify;\">Se ha dicho que la funci\u00f3n de la part\u00edcula de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> es la de dar masa a las part\u00edculas que carecen de ella, disfrazando as\u00ed la verdadera simetr\u00eda del mundo. Cuando su autor lanz\u00f3 la idea al mundo, result\u00f3 adem\u00e1s de nueva, muy extra\u00f1a. El secreto de todo radica en conseguir la simplicidad: el \u00e1tomo result\u00f3 ser complejo, lleno de esas infinitesimales part\u00edculas electromagn\u00e9ticas que bautizamos con el nombre de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">electrones<\/a>. Result\u00f3 que ten\u00eda un n\u00facleo que conten\u00eda, a pesar de ser tan peque\u00f1o, casi toda la masa del \u00e1tomo. El n\u00facleo, tan peque\u00f1o, estaba compuesto de otros objetos m\u00e1s peque\u00f1os a\u00fan; los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quarks<\/a> que estaban instalados en nubes de otras part\u00edculas llamadas <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a>, y ahora queremos <a id=\"_GPLITA_25\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>continuar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> profundizando, sospechando que despu\u00e9s de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quarks<\/a> puede haber algo m\u00e1s.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/d7lju56vlbdri.cloudfront.net\/var\/ezwebin_site\/storage\/images\/_aliases\/img_1col\/noticias\/los-ultimos-resultados-del-lhc-se-presentan-en-viena\/5462620-1-esl-MX\/Los-ultimos-resultados-del-LHC-se-presentan-en-Viena.jpg\" alt=\"Los \u00faltimos resultados del LHC se presentan en Viena\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Con los \u00faltimos experimentos en el LHC, en busca de la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, pudimos <a id=\"_GPLITA_29\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>leer<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> declaraciones como \u00e9stas:<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u201c\u2026confirmaron que durante este a\u00f1o, tal y como se ha anunciado hace semanas, se ha obtenido una aut\u00e9ntica marea de <a id=\"_GPLITA_30\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>datos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que dejan poco o ning\u00fan lugar a dudas sobre la existencia de la part\u00edcula que la teor\u00eda considera responsable de la masa de todas las dem\u00e1s part\u00edculas y sin la que el Universo, sencillamente no existir\u00eda tal y como lo conocemos.\u201d<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 0px;\" src=\"http:\/\/ep01.epimg.net\/sociedad\/imagenes\/2012\/07\/04\/actualidad\/1341384264_933365_1341393734_sumario_normal.jpg\" alt=\"\" width=\"560\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<div style=\"text-align: justify;\">\n<p>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 En 1964 se predijo la existencia de esa part\u00edcula que ahora dicen haber encontrado<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">Bueno, la idea nueva que surgi\u00f3 es que el espacio entero contiene un campo, el campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, que impregna el vac\u00edo y es el mismo en todas partes, es decir, que si miramos a las estrellas en una noche clara, estamos mirando el campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>. Las part\u00edculas influidas por este campo toman masa. Esto no es por s\u00ed mismo destacable, pues las part\u00edculas pueden tomar energ\u00eda de los campos (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a><\/a>) de los que hemos comentado: del campo gravitatorio o del electromagn\u00e9tico. Si llevamos un bloque de plomo a lo alto de la <a id=\"_GPLITA_28\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>Torre Eiffel<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, el bloque adquirir\u00e1 energ\u00eda potencial a causa de la alteraci\u00f3n de su posici\u00f3n en el campo gravitatorio de la Tierra. Como <em>E = mc<sup>2<\/sup><\/em>, ese aumento de la energ\u00eda potencial equivale a un aumento de la masa, en este caso la masa del sistema Tierra-bloque de plomo. Aqu\u00ed hemos de a\u00f1adirle amablemente un poco de complejidad a la venerable ecuaci\u00f3n de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>: la masa, <em>m<\/em>, tiene en realidad dos partes; una es la masa en reposo, <em>m<sub>0<\/sub><\/em>, la que se mide en el laboratorio cuando la part\u00edcula est\u00e1 en reposo. La part\u00edcula adquiere la otra parte de la masa en virtud de su movimiento (como los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">protones<\/a> en el acelerador de part\u00edculas, o los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('muon',event); return false;\">muones<\/a><\/a>, que aumentan varias veces su masa cuando son lanzados a velocidades cercanas a <em>c<\/em>), o en virtud de su energ\u00eda potencial de campo. Vemos una din\u00e1mica similar en los n\u00facleos at\u00f3micos. Por ejemplo, si separamos el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> que componen un n\u00facleo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('deuterio',event); return false;\">deuterio<\/a><\/a>, la suma de las masas aumenta.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/djxhemary.files.wordpress.com\/2012\/07\/0.jpg?w=578&amp;h=430\" alt=\"\" width=\"578\" height=\"430\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero la energ\u00eda potencial tomada del <a id=\"_GPLITA_31\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>campo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> difiere en varios aspectos de la acci\u00f3n de los campos familiares. La masa tomada de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> es en realidad masa en reposo. De hecho, en la que quiz\u00e1 sea la versi\u00f3n m\u00e1s apasionante de la teor\u00eda del <a id=\"_GPLITA_32\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>campo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, \u00e9ste genera toda la masa en reposo. Otra diferencia es que la cantidad de masa que se traga del <a id=\"_GPLITA_33\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>campo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> es distinta para las distintas part\u00edculas. Los te\u00f3ricos dicen que las masas de las part\u00edculas de nuestro modelo est\u00e1ndar miden con qu\u00e9 intensidad se acoplan \u00e9stas al campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.lhc-closer.es\/webapp\/files\/1435504494_330cd50f29c0e32a6ca4a54881258612.jpg\" alt=\"Acerc\u00e1ndonos al LHC - Part\u00edcula de Higgs\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSigm_e0gHzmicoOpk7_dh_KnSzH6Y4HujZIg&amp;usqp=CAU\" alt=\"Documental: El Universo mec\u00e1nico. Del Atomo al Quark | Documentalpark\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La influencia de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> en las masas de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quarks<\/a> y de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a> nos recuerda el descubrimiento por Pieter Zeeman, en 1.896, de la divisi\u00f3n de los niveles de energ\u00eda de un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">electr\u00f3n<\/a> cuando se aplica un campo magn\u00e9tico al \u00e1tomo. El campo (que representa metaf\u00f3ricamente el papel de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>) rompe la simetr\u00eda del espacio de la que el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">electr\u00f3n<\/a> disfrutaba.<\/p>\n<p style=\"text-align: justify;\">Hasta ahora no tenemos ni idea de qu\u00e9 reglas controlan los incrementos de masa generados por <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> (de ah\u00ed la expectaci\u00f3n creada por el nuevo acelerador de part\u00edculas LHC), pero el problema es irritante: \u00bfpor qu\u00e9 s\u00f3lo esas masas \u00ad\u00ad- las masas de los W<sup>+<\/sup>, W<sup>&#8211;<\/sup>, Z<sup>0<\/sup>, y el up, down, encanto, estra\u00f1o, top y bottom, as\u00ed como los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a> \u2013 que no forman ning\u00fan patr\u00f3n obvio?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRIMWPiuT_o-wvTq5rxN2XxTaxBHj_c7BUTFw&amp;usqp=CAU\" alt=\"Particle of doubt: the Higgs boson and scientific uncertainty | ZDNet\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"IS\u00d3TOPOS Y RADIOACTIVIDAD\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las masas van desde la del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">electr\u00f3n<\/a> (0\u20190005 GeV) a la del top, que tiene que ser mayor que 91 GeV. Deber\u00edamos recordar que esta extra\u00f1a idea (el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>) se emple\u00f3 con mucho \u00e9xito para formular la teor\u00eda electrod\u00e9bil (Weinberg-Salam). All\u00ed se propuso el campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> como una forma de ocultar la unidad de las fuerzas electromagn\u00e9tica y d\u00e9bil. En la unidad hay cuatro part\u00edculas mensajeras sin masa \u2013 los W<sup>+<\/sup>, W<sup>&#8211;<\/sup>, Z<sup>0<\/sup> y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">fot\u00f3n<\/a> \u2013 que llevan la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza electrod\u00e9bil<\/a><\/a>. Adem\u00e1s est\u00e1 el campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, y r\u00e1pidamente, los W y Z absorben la esencia de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> y se hacen pesados; el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">fot\u00f3n<\/a> permanece intacto. La <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza electrod\u00e9bil<\/a><\/a> se fragmenta en la d\u00e9bil (d\u00e9bil porque los mensajeros son muy gordos), y la electromagn\u00e9tica, cuyas propiedades determina el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">fot\u00f3n<\/a>, carente de masa. La simetr\u00eda se rompe espont\u00e1neamente, dicen las teor\u00edas. Prefiero la descripci\u00f3n seg\u00fan la cual el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> oculta la simetr\u00eda con su poder dador de masa.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/1.bp.blogspot.com\/-giGVLA4ZfRo\/UJUKuN3LirI\/AAAAAAAABnw\/iAh6iBPGBU4\/s1600\/Copia+de+Bosones+electrod%C3%A9biles.jpg\" alt=\"\" width=\"580\" height=\"218\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las masas de los W y Z se predijeron con \u00e9xito a partir de los par\u00e1metros de la teor\u00eda electrod\u00e9bil, y las relajadas sonrisas de los f\u00edsicos te\u00f3ricos nos recuerdan que Hooft y Veltman dejaron sentado que la teor\u00eda entera est\u00e1 libre de infinitos.<\/p>\n<p style=\"text-align: justify;\">Todos los intentos y los esfuerzos por hallar una pista de cu\u00e1l era el origen de la masa fallaron. Feynman escribi\u00f3 su famosa <a id=\"_GPLITA_34\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>pregunta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>: \u201c\u00bfpor qu\u00e9 pesa el mu\u00f3n?\u201d. Ahora, por lo menos, tenemos una respuesta parcial, en absoluto completa. Una voz potente y segura nos dice \u201c\u00a1<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>!\u201d. Durante m\u00e1s de sesenta a\u00f1os los f\u00edsicos experimentadores se rompieron la cabeza con el origen de la masa, y ahora el <a id=\"_GPLITA_36\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>campo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> presenta el problema en un contexto nuevo; no se trata s\u00f3lo del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">mu\u00f3n<\/a>. Proporciona, por lo menos, una fuente com\u00fan para todas las masas. La nueva <a id=\"_GPLITA_35\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>pregunta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> feynmaniana podr\u00eda ser: \u00bfc\u00f3mo determina el campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> la secuencia de masas, aparentemente sin patr\u00f3n, que da a las part\u00edculas de la materia?<\/p>\n<p style=\"text-align: justify;\">La variaci\u00f3n de la masa con el estado de movimiento, el cambio de masa con la configuraci\u00f3n del sistema y el que algunas part\u00edculas (el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">fot\u00f3n<\/a> seguramente, y los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">neutrinos<\/a> posiblemente) tengan masa en reposo nula son tres hechos que ponen en entredicho que el concepto de masa sea un atributo fundamental de la materia. Habr\u00e1 que recordar aquel c\u00e1lculo de la masa que daba infinito y nunca pudimos resolver; los f\u00edsicos s\u00f3lo se deshicieron de \u00e9l \u201crenormaliz\u00e1ndolo\u201d, ese truco matem\u00e1tico que empleam cuando no saben hacerlo bien.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/m1.paperblog.com\/i\/79\/795116\/particula-que-explica-el-universo-L-84n4v5.jpeg\" alt=\"\" width=\"563\" height=\"414\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p 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 \u00bfSabremos alguna vez c\u00f3mo adquieren masa las part\u00edculas?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ese es el problema de trasfondo con el que tenemos que encarar el problema de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quarks<\/a>, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a> y los veh\u00edculos de las fuerzas, que se diferencian por sus masas. Hace que la <a id=\"_GPLITA_38\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>historia<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> se tenga en pie: la masa no es una propiedad intr\u00ednseca de las part\u00edculas, sino una propiedad adquirida por la interacci\u00f3n de las part\u00edculas y su entorno. \u00bfSer\u00e1 el efecto frenado en los campoos de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> la que le da masa a las part\u00edculas? Bueno eso dice nuestro amigo Ram\u00f3n M\u00e1quez.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.conec.es\/wp-content\/uploads\/Campo_Higgs.png\" alt=\"III) La part\u00edcula de Dios - Conec\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La idea de que la masa no es intr\u00ednseca como la carga o el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a> resulta a\u00fan m\u00e1s plausible por la id\u00edlica idea de que todos los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">quarks<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a> tendr\u00edan masa cero. En ese caso, obedecer\u00edan a una simetr\u00eda satisfactoria, la quiral, en la que los espines estar\u00edan asociados para siempre con su direcci\u00f3n de movimiento. Pero ese idilio queda oculto por el fen\u00f3meno de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">Una cosa m\u00e1s; hemos hablado de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a> <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a><\/a> y de su <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a> de una unidad. Hemos comentado tambi\u00e9n las part\u00edculas <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermi\u00f3n<\/a><\/a>icas de la materia (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a> de media unidad). \u00bfCu\u00e1l es el pelaje de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>? Es un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">bos\u00f3n<\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a> cero. El <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a> supone una direccionalidad en el espacio, pero el <a id=\"_GPLITA_37\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>campo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> da masa a los objetos <a id=\"_GPLITA_39\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>donde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> quiera que est\u00e9n y sin direccionalidad. Al <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> se le llama a veces \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">bos\u00f3n<\/a> escalar\u201d (sin direcci\u00f3n) por esa raz\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/palmera.pntic.mec.es\/%7Efbarrada\/profesores\/imp\/114.gif\" alt=\"\" width=\"425\" height=\"303\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La interacci\u00f3n d\u00e9bil, recordar\u00e9is, fue inventada por E. <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">Fermi<\/a> para describir la desintegraci\u00f3n radiactiva de los n\u00facleos, que era b\u00e1sicamente un fen\u00f3meno de poca energ\u00eda, y a medida que la teor\u00eda de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">Fermi<\/a> se desarroll\u00f3, lleg\u00f3 a ser muy precisa a la hora de predecir un enorme n\u00famero de procesos en el dominio de energ\u00eda de los 100 MeV. As\u00ed que ahora, con las nuevas tecnolog\u00edas y energ\u00edas del LHC, las esperanzas son enormes para, por fin, <a id=\"_GPLITA_40\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>encontrar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">bos\u00f3n<\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> \u201corigen de la masa\u201d\u2026 y algunas cosas m\u00e1s.<\/p>\n<p style=\"text-align: justify;\">Hay que responder montones de preguntas: \u00bfcu\u00e1les son las propiedades de las part\u00edculas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>? y, lo que es m\u00e1s <a id=\"_GPLITA_41\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>importante<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, \u00bfcu\u00e1l es su masa? \u00bfC\u00f3mo reconoceremos una si nos la encontramos en una colisi\u00f3n del LHC? \u00bfCu\u00e1ntos tipos hay? \u00bfGenera el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> todas las masas o s\u00f3lo las hace incrementarse? \u00bfC\u00f3mo podemos <a id=\"_GPLITA_42\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>saber<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> m\u00e1s al respecto? C\u00f3mo es su part\u00edcula, nos cabe esperar que la veremos ahora despu\u00e9s de gastar m\u00e1s de 50.000 millones de euros en los elementos necesarios para ello.<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n a los cosm\u00f3logos les fascina la idea de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, pues casi se dieron de bruces con la necesidad de tener campos escalares que participasen en el complejo proceso de la expansi\u00f3n del universo, a\u00f1adiendo pues, un peso m\u00e1s a la carga que ha de soportar el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/www.madrimasd.org\/cienciaysociedad\/ateneo\/dossier\/particulas\/aventura\/particle\/spanish\/images\/vglues.gif\" alt=\"Mediators\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Existir\u00e1n los campos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, o\u2026<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/lamemoriacelular.com\/blog\/wp-content\/uploads\/2010\/04\/celula.png\" alt=\"\" width=\"402\" height=\"319\" \/><\/p>\n<p style=\"text-align: justify;\">\u2026 s\u00f3lo ser\u00e1 una creaci\u00f3n de la mente con su desbordante imaginaci\u00f3n<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El <a id=\"_GPLITA_43\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>campo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, tal como se lo concibe ahora, se puede destruir con una energ\u00eda grande, o temperaturas altas. \u00c9stas generan fluctuaciones cu\u00e1nticas que neutralizan el <a id=\"_GPLITA_44\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>campo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>. Por lo tanto, el cuado que las part\u00edculas y la cosmolog\u00eda pintan juntas de un universo primitivo puro y de resplandeciente simetr\u00eda es demasiado caliente para <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>. Pero cuando la temperatura cae bajo los 10<sup>-5<\/sup> grados Kelvin o 100 GeV, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> empieza a actuar y hace su generaci\u00f3n de masas. As\u00ed, por ejemplo, antes del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> ten\u00edamos unos W, Z y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a> sin masa y la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza electrod\u00e9bil<\/a><\/a> unificada.<\/p>\n<p style=\"text-align: justify;\">El universo se expande y se enfr\u00eda, y entonces viene el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> (que \u201cengorda\u201d los W y Z, y por alguna raz\u00f3n ignora el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">fot\u00f3n<\/a>) y de ello resulta que la simetr\u00eda electrod\u00e9bil se rompe.<\/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=\"Fuerza Nuclear D\u00e9bil | \u2022Ciencia\u2022 Amino\" \/><img decoding=\"async\" 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\" alt=\"EL BOSON DE HIGGS \u201cLa particula de Dios\u201d Dionicio Cubul\u00e8 Boch ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tenemos entonces una interacci\u00f3n d\u00e9bil, transportada por los veh\u00edculos de la fuerza W<sup>+<\/sup>, W<sup>&#8211;<\/sup>, Z<sup>0<\/sup>, y por otra parte una interacci\u00f3n electromagn\u00e9tica, llevada por los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>. Es como si para algunas part\u00edculas del <a id=\"_GPLITA_45\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>campo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> fuera una especie de aceite pesado a trav\u00e9s del que se moviera con dificultad y que les hiciera parecer que tienen mucha masa.\u00a0 Para otras part\u00edculas, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> es como el agua, y para otras, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a> y quiz\u00e1 los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\">neutrinos<\/a>, es invisible.<\/p>\n<p style=\"text-align: justify;\">De todas formas, es tanta la ignorancia que tenemos sobre el origen de la masa que nos agarramos como a un clavo ardiendo, en este caso, a la part\u00edcula de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, que algunos han llegado a llamar \u201cla part\u00edcula divina\u201d.<\/p>\n<p style=\"text-align: justify;\">\u00a1Ya veremos en qu\u00e9 termina todo esto!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/_3c2YP7P-18s\/SeEX91ZV-wI\/AAAAAAAABa0\/0UDbuX2Hq0M\/s400\/rg.bmp\" alt=\"\" width=\"400\" height=\"285\" \/><\/p>\n<p 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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 S\u00ed, dudas hemos tenido todos<\/p>\n<p style=\"text-align: justify;\">Hay otras muchas cuestiones de las que podr\u00edamos hablar y, la F\u00edsica y la Astronom\u00eda, siendo mi gran Pasi\u00f3n, ocupa mucho de mi tiempo. La F\u00edsica, amigos m\u00edos, nos dir\u00e1 como es el \u201cmundo\u201d y digo mundo querinedo significar Naturaleza y Universo. La F\u00edsica encierra una belleza\u2026, que est\u00e1 presente en:<\/p>\n<ol style=\"text-align: justify;\">\n<li>Una simetr\u00eda unificadora.<\/li>\n<li>La capacidad de explicar grandes cantidades de <a id=\"_GPLITA_47\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>datos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> experimentales con las expresiones matem\u00e1ticas m\u00e1s econ\u00f3micas.<\/li>\n<\/ol>\n<p style=\"text-align: justify;\">El Modelo Est\u00e1ndar falla en ambos aspectos, mientras que la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> <a id=\"_GPLITA_48\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/12\/21\/%c2%a1tenemos-que-saber-y-sabremos\/#&#8221;>general<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> los exhibe, ambos, de manera bien patente. Nunca una teor\u00eda dijo tanto con tan poco; su sencillez es asombrosa y su profundidad incre\u00edble.De hecho, desde que se public\u00f3 en 1.915, no ha dejado de dar frutos, y a\u00fan no se han obtenido de ella todos los mensajes que contiene.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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%2F08%2F17%2F%25c2%25a1tenemos-que-saber-y-sabremos-eso-nos-decia-hilbert%2F&amp;title=%C2%A1Tenemos+que+saber%21+y%2C+sabremos.+%28Eso+nos+dec%C3%ADa+Hilbert%29' 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%2F2020%2F08%2F17%2F%25c2%25a1tenemos-que-saber-y-sabremos-eso-nos-decia-hilbert%2F&amp;title=%C2%A1Tenemos+que+saber%21+y%2C+sabremos.+%28Eso+nos+dec%C3%ADa+Hilbert%29' 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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