{"id":11455,"date":"2020-07-12T08:50:23","date_gmt":"2020-07-12T07:50:23","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=11455"},"modified":"2020-07-12T07:51:06","modified_gmt":"2020-07-12T06:51:06","slug":"la-imaginacion-%c2%a1mucho-mas-rapida-que-la-luz-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/12\/la-imaginacion-%c2%a1mucho-mas-rapida-que-la-luz-2\/","title":{"rendered":"La Imaginaci\u00f3n: \u00a1Mucho m\u00e1s r\u00e1pida que la Luz!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/%c2%bffilosofia-%c2%a1buscando-la-verdad-del-mundo\/\" rel=\"prev\">\u00bfFilosof\u00eda? \u00a1Buscando la verdad del mundo!<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/-8klqO8dcM5A\/UbN8koWgvuI\/AAAAAAAAcj4\/tp9-vtH7qNY\/s400\/dama+cara+luz.jpg\" alt=\"\" \/><\/div>\n<div style=\"text-align: justify;\">Nuestras Mentes est\u00e1n conectadas con el Universo (del que formamos parte) por los hilos invisibles de la imaginaci\u00f3n. Los pensamientos nos llevan a recorrer caminos inimaginables hasta que pretendemos comprender el Ser, entonces, ni la filosof\u00eda es suficiente y tenemos que echar mano de la Metaf\u00edsica.<\/div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/%c2%a1nuestras-mentes-esas-desconocidas-2\/\" rel=\"next\">\u00a1Nuestras Mentes! Esas desconocidas<\/a><\/div>\n<div><\/div>\n<h3><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRVJR3H6KniYrRTAouYNQB9_Ttb7sGKqDDQrA&amp;usqp=CAU\" alt=\"C\u00f3mo los cient\u00edficos quieren impedir que te puedan hackear el ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ-FX_8a5UkVMc54I2DcudUlwtQGCG1WnABUA&amp;usqp=CAU\" alt=\"Red de neuronas y conexiones neuronales, las c\u00e9lulas del cerebro ...\" \/><\/h3>\n<p>Si cont\u00e1ramos una sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s cada segundo, tardar\u00edamos 32 millones de a\u00f1os en hacer el recuento<\/p>\n<blockquote>\n<h2 style=\"text-align: justify;\">&#8220;Tanto Estados Unidos como la Uni\u00f3n Europea tienen en marcha proyectos de investigaci\u00f3n para lograr el m\u00e1ximo conocimiento sobre cerebro humano y su funcionamiento.&#8221;<\/h2>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/51\/Gravity_Probe_B.jpg\/308px-Gravity_Probe_B.jpg\" alt=\"File:Gravity Probe B.jpg\" width=\"308\" height=\"598\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sat\u00e9lite <em>Gravity Probe B<\/em>. Dedicado a medir la curvatura del campo gravitatorio terrestre debido a la teor\u00eda de la R<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">elatividad<\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>. La gravedad ha sido medida y comprobada de muchas maneras pero\u2026 \u00a1Gravedad cu\u00e1ntica! \u00bfqu\u00e9 es eso? La imaginaci\u00f3n anda m\u00e1s r\u00e1pida que los conocimientos. Sin embargo, as\u00ed hemos ido avanzando en el transcurrir del Tiempo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/bp3.blogger.com\/_DvHSK-p7zDo\/SAIj4NNXG_I\/AAAAAAAAAgY\/dXnOAdCX588\/s320\/Quantumgravity.gif\" alt=\"Gravedad cu\u00e1ntica\" width=\"320\" height=\"263\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La llamada gravedad cu\u00e1ntica trata de fundir en una sola las dos teor\u00edas f\u00edsicas m\u00e1s soberbias con las que contamos, la R<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">elatividad<\/a> general y la Mec\u00e1nica cu\u00e1ntica, que en el estado actual de nuestro conocimiento parecen incompatibles. Su estudio, ahora mismo, es en algunos aspectos an\u00e1logo a la f\u00edsica de hace cien a\u00f1os, cuando se cre\u00eda en los \u00e1tomos, pero se ignoraban los detalles de su estructura.<\/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=\"Existe la quinta dimensi\u00f3n? Teor\u00eda de Kaluza- Klein - ... en Taringa!\" \/><\/p>\n<p style=\"text-align: justify;\">La Teor\u00eda de la quinta dimensi\u00f3n de <a href=\"#\" onclick=\"referencia('kaluza klein',event); return false;\">Kaluza-Klein<\/a><\/p>\n<div><\/div>\n<p style=\"text-align: justify;\">Desde aquel d\u00eda en que Kaluza, le escribi\u00f3 a <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> una carta con su teor\u00eda de las cinco dimensiones, en la que un\u00eda la Gravedad con el Electromagnetismo, 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 R<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">elatividad<\/a> general y la mec\u00e1nica cu\u00e1ntica, all\u00ed s\u00ed es posible encontrar esa so\u00f1ada teor\u00eda de la gravedad cu\u00e1ntica.<\/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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/actualidad.rt.com\/actualidad\/public_images\/8f3\/8f3510add9a51a2acf2b90d29508e029_article.png\" alt=\"\" width=\"545\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Claro que saber, lo que el Universo es, leyendo una ecuaci\u00f3n, por muy ingeniosa que \u00e9sta sea y por mucho que la misma pueda abarcar\u2026 Parece poco probable. \u00bfD\u00f3nde radica el problema? 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, la m\u00e1quina m\u00e1s potente del mundo hasta el momento.<\/p>\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 datos a bajas energ\u00edas y contesta cosas sin sentido a altas energ\u00edas. \u00a1Necesitamos algo m\u00e1s avanzado!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_nbADpD65WD4\/S7pYo8DgcEI\/AAAAAAAAaQs\/FMVUtVW1iso\/s1600\/100330c.png\" alt=\"\" width=\"440\" height=\"292\" \/><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcRa8XQ7TwNtCh-vNBzyvLv62uwaqJJ_TpdsHmWQOIGlBWOfld3n\" alt=\"\" name=\"hpeX3IcUXEHLHM:\" data-src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcRa8XQ7TwNtCh-vNBzyvLv62uwaqJJ_TpdsHmWQOIGlBWOfld3n\" data-sz=\"f\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A pesar de su grandeza, se queda corto para que nos pueda decir, lo que necesitamos saber: Nos habl\u00f3 del Bos\u00f3n de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>\u00a0y supo contestar otras muchas preguntas. Ahora, entre otras cosas, est\u00e1 afanado en buscar la part\u00edcula oscura que conforma esa supuesta materia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Bos\u00f3n de Higgs o Part\u00edcula de Higgs - (Explicaci\u00f3n Breve ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Se dec\u00eda que la funci\u00f3n de la part\u00edcula de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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 a la comunidad cient\u00edfica, 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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">quarks<\/a> que estaban instalados en nubes de otras part\u00edculas llamadas <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a>, y ahora queremos continuar profundizando, sospechando que despu\u00e9s de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">quarks<\/a> puede haber algo m\u00e1s.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/img01.lavanguardia.com\/2011\/12\/13\/En-busca-de-la-particula-de-Di_54241053305_53699622600_601_341.jpg\" alt=\"\" width=\"457\" height=\"260\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nos dicen que existen lugares que llaman los &#8220;Oc\u00e9anos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>&#8220;, y, por ellos, circula libremente el dichoso Bos\u00f3n que, tambi\u00e9n seg\u00fan nos dicen, proporciona la masa al resto de las part\u00edculas. Todo el Universo est\u00e1 permeado por esa especie de sustancia -como el viejo \u00e9ter- que los griegos llamaban Ylem c\u00f3smico y que, a medida que el tiempo avanza, le vamos cambiando el nombre. Pues bien, ah\u00ed, en ese \u201coc\u00e9ano\u201d dicen que est\u00e1 el Bos\u00f3n dador de masas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/-hNwTrf8C58g\/VxkTvTgTbsI\/AAAAAAAAAEA\/efkoGg-NQaA60-wGCi6aLnG6Ww0VNm3gwCLcB\/s1600\/foto%2B2.jpg\" alt=\"J.Camargo en la UNADAM\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Hemos sabido montar un escenario completo de como podr\u00eda haber sucedido todo<\/p>\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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a><\/a>) de los que hemos comentado otras veces, tales como: del campo gravitatorio o del electromagn\u00e9tico.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-WOJv-yZfdsk\/Tf6U8gWbA4I\/AAAAAAAAADc\/aYdhlDODQ4c\/s1600\/torre-eiffel+copia.jpg\" alt=\"\" width=\"408\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si llevamos un bloque de plomo a lo alto de la Torre Eiffel, 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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Acelerador de part\u00edculas - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQytZ-wb-c311c11CTRrYUshg0i9gFIAyeLPA&amp;usqp=CAU\" alt=\"13 Relatividad\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La part\u00edcula adquiere la otra parte de la masa en virtud de su movimiento (como los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">protones<\/a> en el acelerador de part\u00edculas, o los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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>) en los aceleradores, 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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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;\"><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 campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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 campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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 campo 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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>.<\/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=\"Un modelo did\u00e1ctico para comprender el bos\u00f3n de Higgs como parte ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La influencia de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> en las masas de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">quarks<\/a> y de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">electr\u00f3n<\/a> disfrutaba.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" 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;\">Hasta ahora no tenemos ni idea de qu\u00e9 reglas controlan los incrementos de masa generados por <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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, extra\u00f1o, top y bottom, as\u00ed como los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\" 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\" alt=\"Mass Spectrometer\" \/><img decoding=\"async\" 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\" alt=\"Din\u00e1mica. Sistema de part\u00edculas - Monografias.com\" \/><\/p>\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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">fot\u00f3n<\/a> \u2013 que llevan la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> y se hacen pesados; el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">fot\u00f3n<\/a> permanece intacto. La <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> oculta la simetr\u00eda con su poder dador de masa.<\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"Dibujo20120707 higgs potential and particle state\" src=\"http:\/\/francisthemulenews.files.wordpress.com\/2012\/07\/dibujo20120707-higgs-potential-and-particle-state.jpg\" alt=\"\" width=\"361\" height=\"267\" \/><\/div>\n<div style=\"text-align: justify;\">\u201c\u00bfQu\u00e9 hace que el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">bos\u00f3n<\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> sea una part\u00edcula especial? No, no es que un editor le pusiera un t\u00edtulo llamativo a la biograf\u00eda del premio Nobel Leon Lederman. Tampoco lo es que encontrar esta part\u00edcula nos permita entender la condensaci\u00f3n del campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> que llev\u00f3 a que las part\u00edculas ganaran masa. Incluso en las teor\u00edas sin <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> o con un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> compuesto, la condensaci\u00f3n del campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> y el proceso de ruptura espont\u00e1nea de la simetr\u00eda se da igualmente y de forma muy similar (pues hay muchas pruebas indirectas de este fen\u00f3meno).<\/div>\n<p style=\"text-align: justify;\">Tampoco el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> es una part\u00edcula especial porque sea una excitaci\u00f3n del del campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> que nos permita explorar sus propiedades, porque en las teor\u00edas sin <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> o con <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> compuesto tambi\u00e9n hay excitaciones del vac\u00edo que nos permiten explorar el campo.\u201d<\/p>\n<p style=\"text-align: justify;\">Eso nos dicen en el magnifico Blog de <a href=\"http:\/\/francisthemulenews.wordpress.com\/\">Francis (th)E mule Science\u2019s News<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<table>\n<tbody>\n<tr>\n<th>Part\u00edcula<\/th>\n<th>S\u00edmbolo<\/th>\n<th><a title=\"Masa\" href=\"http:\/\/es.wikipedia.org\/wiki\/Masa\">Masa<\/a> (en <a title=\"GeV\" href=\"http:\/\/es.wikipedia.org\/wiki\/GeV\">GeV<\/a>\/<a title=\"Velocidad de la luz\" href=\"http:\/\/es.wikipedia.org\/wiki\/Velocidad_de_la_luz\">c<\/a><sup>2<\/sup>)<\/th>\n<th><a title=\"Carga el\u00e9ctrica\" href=\"http:\/\/es.wikipedia.org\/wiki\/Carga_el%C3%A9ctrica\">Carga el\u00e9ctrica<\/a><\/th>\n<th><a title=\"Esp\u00edn\" href=\"http:\/\/es.wikipedia.org\/wiki\/Esp%C3%ADn\">Esp\u00edn<\/a><\/th>\n<th><a title=\"Interacciones fundamentales\" href=\"http:\/\/es.wikipedia.org\/wiki\/Interacciones_fundamentales\">Interacci\u00f3n<\/a><\/th>\n<\/tr>\n<tr align=\"center\">\n<td><a title=\"Fot\u00f3n\" href=\"http:\/\/es.wikipedia.org\/wiki\/Fot%C3%B3n\">Fot\u00f3n<\/a><\/td>\n<td><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/0\/5\/5\/05515638e50e5fa233d1d0c2f66201f7.png\" alt=\"\\ \\gamma\" \/><\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>1<\/td>\n<td><a title=\"Interacci\u00f3n electromagn\u00e9tica\" href=\"http:\/\/es.wikipedia.org\/wiki\/Interacci%C3%B3n_electromagn%C3%A9tica\">electromagn\u00e9tica<\/a><\/td>\n<\/tr>\n<tr align=\"center\" bgcolor=\"#EFEFEF\">\n<td><a title=\"Bosones W y Z\" href=\"http:\/\/es.wikipedia.org\/wiki\/Bosones_W_y_Z\">Bos\u00f3n W<\/a><\/td>\n<td>W<sup>\u00b1<\/sup><\/td>\n<td>80,4<\/td>\n<td>\u00b1 1<\/td>\n<td>1<\/td>\n<td><a title=\"Interacci\u00f3n d\u00e9bil\" href=\"http:\/\/es.wikipedia.org\/wiki\/Interacci%C3%B3n_d%C3%A9bil\">d\u00e9bil<\/a><\/td>\n<\/tr>\n<tr align=\"center\">\n<td><a title=\"Bosones W y Z\" href=\"http:\/\/es.wikipedia.org\/wiki\/Bosones_W_y_Z\">Bos\u00f3n Z<\/a><\/td>\n<td>Z<sup>0<\/sup><\/td>\n<td>91,187<\/td>\n<td>0<\/td>\n<td>1<\/td>\n<td>d\u00e9bil<\/td>\n<\/tr>\n<tr align=\"center\" bgcolor=\"#EFEFEF\">\n<td><a title=\"Glu\u00f3n\" href=\"http:\/\/es.wikipedia.org\/wiki\/Glu%C3%B3n\">Glu\u00f3n<\/a><\/td>\n<td>g<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>1<\/td>\n<td><a title=\"Interacci\u00f3n fuerte\" href=\"http:\/\/es.wikipedia.org\/wiki\/Interacci%C3%B3n_fuerte\">fuerte<\/a><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\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 pregunta: \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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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 campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">mu\u00f3n<\/a>. Proporciona, por lo menos, una fuente com\u00fan para todas las masas. La nueva pregunta feynmaniana podr\u00eda ser: \u00bfc\u00f3mo determina el campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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;\">Es cierto que la masa aumenta con la velocidad<\/p>\n<div>\n<div id=\"main\">\n<article id=\"post-10429\">\n<div>\n<div id=\"penci-post-entry-inner\">\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"2. Equivalencia masa-energ\u00eda\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<div>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0La famosa ecuaci\u00f3n\u00a0<em>E = mc<em><sup>2<\/sup><\/em><\/em>\u00a0que, en resumidas cuentas, refleja que la energ\u00eda contenida en un objeto equivale a su masa, multiplicada por la velocidad de la luz al cuadrado. Como la velocidad de la luz es una cifra inmensa (ronda los 300.000 km\/s) esta ecuaci\u00f3n sugiere que hasta los objetos m\u00e1s peque\u00f1os encierran en su interior cantidades enormes de energ\u00eda.<\/p>\n<p style=\"text-align: justify;\">Pero tambi\u00e9n coment\u00e9 que, originalmente, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> hab\u00eda escrito la ecuaci\u00f3n \u00abal rev\u00e9s\u00bb, colocando la masa en funci\u00f3n de la energ\u00eda:<\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<div>\n<p><a href=\"https:\/\/3.bp.blogspot.com\/--tDWBCBnGbM\/WxlPV7T3nUI\/AAAAAAAAJYw\/vkAIOIhL-n4wc7oOsH5pEalvS2pgkhcswCLcBGAs\/s1600\/einstein%2B2.jpg\" data-rel=\"penci-gallery-image-content\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/--tDWBCBnGbM\/WxlPV7T3nUI\/AAAAAAAAJYw\/vkAIOIhL-n4wc7oOsH5pEalvS2pgkhcswCLcBGAs\/s1600\/einstein%2B2.jpg\" alt=\"\" border=\"0\" data-original-height=\"261\" data-original-width=\"567\" \/><\/a><\/p>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;Este matiz es importante porque demuestra que <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> no intentaba reflejar la enorme cantidad de energ\u00eda que hay contenida en un sistema que tiene una masa concreta, sino se\u00f1alar que\u00a0<strong>la masa de un objeto (o su inercia) es una manifestaci\u00f3n directa de la cantidad de energ\u00eda que lo compone<\/strong>, que es el concepto que conviene tener presente durante la entrada de hoy.<\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<div><a href=\"https:\/\/2.bp.blogspot.com\/-oLlEkMzVn2M\/WxlGlH8grxI\/AAAAAAAAJYg\/M1apFVFO5I4cTD6iRoTXQuKxlNZNK7-EQCLcBGAs\/s1600\/ecuaci%25C3%25B3n%2Bcompleta%2B2.jpg\" data-rel=\"penci-gallery-image-content\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/2.bp.blogspot.com\/-oLlEkMzVn2M\/WxlGlH8grxI\/AAAAAAAAJYg\/M1apFVFO5I4cTD6iRoTXQuKxlNZNK7-EQCLcBGAs\/s640\/ecuaci%25C3%25B3n%2Bcompleta%2B2.jpg\" alt=\"\" width=\"640\" height=\"344\" border=\"0\" data-original-height=\"431\" data-original-width=\"800\" \/><\/a><\/div>\n<div>\n<div>\n<blockquote><p>&nbsp;<\/p>\n<p>&#8220;En esta ecuaci\u00f3n, el t\u00e9rmino\u00a0<em>pc<\/em>\u00a0representa el\u00a0<em>momento<\/em>\u00a0del objeto (o, lo que es lo mismo, el producto de su masa por la velocidad a la que se desplaza), multiplicado por la velocidad de la luz. De hecho, la versi\u00f3n de esta ecuaci\u00f3n que todos conocemos (<em>E = mc<em><sup>2<\/sup><\/em><\/em>) representa la energ\u00eda que posee un objeto cuando est\u00e1 quieto (cuando v = 0 y, por tanto,\u00a0<em>pc<\/em>\u00a0= 0, as\u00ed que\u00a0<em>E = mc<em><sup>2\u00a0<\/sup><\/em>+ 0<\/em>).&#8221;<\/p><\/blockquote>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/article>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">\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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">fot\u00f3n<\/a> seguramente, y los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">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;\"><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;\">\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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">quarks<\/a>, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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 historia de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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.<\/p>\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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">quarks<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/francisthemulenews.files.wordpress.com\/2011\/11\/dibujo20120530-quark-up-in-spanish2.jpg\" alt=\"\" width=\"438\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Una cosa m\u00e1s; hemos hablado de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a> <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a><\/a> y de su <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermi\u00f3n<\/a><\/a>icas de la materia (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>? Es un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">bos\u00f3n<\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a> cero. El <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a> supone una direccionalidad en el espacio, pero el campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> da masa a los objetos donde quiera que est\u00e9n y sin direccionalidad. Al <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> se le llama a veces \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMSEhUTEhIWFhUXGBgYFxcYFxcVGBYWFxcXFxUXFxgYHSggGBolHRUVITEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OGxAQGislICY1MC8tMzAvLysrNjcrLS0tKy8yLS0wLy8tLS0tLTUrKy8tNS01LS01LS8tLS0tLS0tLf\/AABEIALkBEAMBIgACEQEDEQH\/xAAcAAACAgMBAQAAAAAAAAAAAAAEBQMGAAECBwj\/xABDEAABAwIEAwQFCAkEAgMAAAABAAIDBBEFEiExQVFxBhMiYTKBkZPSIyRCUmKhsfAHFDM0coKSwdEVQ1NU4fEWY7P\/xAAaAQEAAwEBAQAAAAAAAAAAAAAAAgMEAQUG\/8QALREAAgIBAwIDCAIDAAAAAAAAAAECAxEEEiExQRMiYQUUMkJRcZHwoeEVscH\/2gAMAwEAAhEDEQA\/APXj2fpP+pB7mP4UJ\/odL\/1YPcx\/CmIKMIQCw9n6S37pB7mP4UKMDpf+rB7mP4UxadkYQgFjuz9JY\/NIPcx\/ChRgdL\/1YPcx\/CmLTqEW4aIBa\/s\/SWPzSD3MfwoZuB0v\/Vg9zH8KYMOo6hFuGiAWv7P0lj80g2\/4Y\/hQzcDpb\/usHuY\/hTFh1HUIp40KAWP7P0lj80g9zH8KHbgdLcfNYPcx\/CmLDqOqKeNCgFr+z9JY\/NYPcx\/ChmYFS3HzWDf\/AIY\/hTGM6jqipBoUAsk7P0lj81g9zH8KHZgVLcfNYN\/+GP4UxjOoRUg0PRALJOz9JY\/NYPcx\/Ch2YFS3HzWD3MfwpjGdQiZRoUAtl7P0lj80g9zH8KgjwKluPmsHuY\/hTGI6hESjQoBbLgFJY\/NYPcx\/CoI8Cpbj5rB7mP4UxhOoREo0KAWy9n6Sx+awe5j+FQRYFS3HzWD3MfwpjEdR+eCIlGhQCybAKQD91g9zH8KhjwKluPmsHuY\/hTGE6j88FPMNCgFs2AUgH7rB7mP4VDFgVLcfNYPcx\/CmUG4U0w0KAWzYBSAfusHuY\/hUUWBUpI+awe5j+FMYN1NPt+eaAWzYBSAfusHuY\/hUUOBUpP7rB7mP4Uxg3U0+yAWzYBSAfusHuY\/hUUOBUpP7rB7mP4Uxg3Us40QHZaOSEzea0EaUBpzdNkJm81pu4RpQGnNFjohA7zWN3CMcgOXtFj0QrXa7rGbjqEW7ZAae0WPRCtOo1WM3HUIt+x6IDUg0PRDNOo6rUe46ot+xQGpBoeiGYdR1WR7jqipNj0QHMo0KHYdR1WR7hEybHogNSjQodh1CyLcImXY9EBqUaFDxnULItwiZdigNTDQqCM6hZD6QREuxQGphoVBEdQsh9IfngiJtigNTDRQRHULIfSH54KebYoDUwsFDEdQsg9IKebYoDU40UMJ1CifVMj8Uj2tAB1JspW1TJGXY9rhodCDv+CADx\/G4aVre8d4nuyxsaM0kjuTGjU\/2QtJjeaVkL4pIpJGvdH3li12QXcPCTYi4NiqgaF83aF+aZ8Xd0rTAWiM3DjaTKJGuG5N7C+ytwo4IZmGSZ8tS4FrDI7M5rdC\/KxoDWDQXIAvogO5o68D06b+mT\/KKwkT3PfmM8sgcBbzzIun3UtR6KA7cEJdaCNKA04aIS603cI0oDThoUICsbuOqMdsgNPGh6IRpWM3HUIx2yA1IND0QjTqFke46hFv2PRAakGh6IZp1HVaj3HVFv2KA1IND0QzDqOqyPcdUVJseiA1KNChmHUdVkW4RUmx6IDUo0KGYdQsi3CJl2PRAalGiHjOoWQ7hEy7FAamGhUEZ1CyH0giJtigNTDQqCI6hZD6Q\/PBETbFAamGigiOoQMeI5nWhYZDqL+iwG3F53\/lBW61hyk1Mwa3TwNORu+xPpOQBNdXxt8IOZ\/1WDM77tupQsXfyEXIiby0fJ7fRb9\/VRUUx0FPBZpv4nju29ctszj1AvzU9XR3aXVExI4tB7uP2A3PrKA88\/TJL3UMTISSHuPeSZsziQPC0u4cfYqB2FxCWGugMJN3PDXNF7Oa7RwI46XPqXt1XR09TGYBTd7GddB3bAeDg8\/i26G7P9goKR\/fNaA4bDV9gftO4+YAQFjxfCoZg0yxtcWnwnZzb72I1CjwvDYoXfJxtaTudyepOqLg3U0\/olAanGiihOqyn3U1R6KA6KDWBHFAcu2QaxvBGlAadsUIFjNwiZ5Q1pc4gAC5J2AQHT9j0Qjd1VqntvA11mNc+3HQD70yw3thTzaElh+1a3t4Kx1TSy0VxthJ4TLC\/Y9EK3cJZW4\/TwtD3SNOugaQ4n2JYP0gQk27p1udwuRrlJZSOzsjB4ky4SbHohW7jqgcOxiGUZ2vAAIvmIbbrdMo6yN4OR7XafRcHfgoNYeGTXKyuhNJseiGZuOqyPcdUVJseiA1LsUMzcdVke4RUmx6IDUuxQzNwsi3CKl2PRAcy7FDx7hZDuFzXYixl2aufb0GDM718G+shAFTbFBS1TI7F7g0X4nc8gOJ8glkla8uAc8RfYb8rMb+Q0b1sUZRUtiX9zbQ+OR2aU\/jlHleyA7lrJZB8lHlH15Lt9jPSPrsoIi6J4zGWZ7hsAAwef1W+skqf9fja\/LfM76rRmdtxA29dlLLLM8GzBGObzmd\/SNPaUBHOyZ7SXPbE3kzxO\/rOg9QQNJJC14MTHTP+sPGfP5R3hHQH1Jh+qteWiQB9tdRoTbfLsjpWgNsAgAJmzvGpbEOTfG72mwHsXFNhsYcHOBe76zznN+YB0HqARcHpBETeiUBzPsoYfSC3Bupp\/RP54oDU+yih3CyDdTT+iUBqfZRQ7rKfdTVHooDolB2WBG3QGnHRJcXxJtOzO4Ek6NaN3HkFrFcWipmh0h6Aal3QKm4p2qbPIHGI2aLNBdtzOymqpyjmKORsrU0pslxDtPWuu4ObE3kGh2nmXblJcQ7RzzMDJHAjc6WzdbKbFMRilZlAcPVcf+Uja2\/HT88Fbo1Xnl5kPaXi48sMQ+uP9hVPGJLgM1twTRmBgDxalCYJiTad+bLn66K3YfiUNSbN8Djs07HoU1ldkn6D2dqKqo4+Z\/uCqVGDj6OhSwwkGztLbr0DEoGRftHNb1OvsSLuYnyEh7TcdNfWstTtqy4Lg9G96fUYja1lfn7CaHudnuPrBsi24cBZ8Ti07hzTb7wmU2GjkhaKAxStb9B5DbcidiPWszy3lm+MoqOIcenYuPZHHHzMdFN+1YN\/rt2v1T1g1HVULE2vpJRIxwa+1tgd+YKlw7txIHZZwHDYkCxHnpoVtpqnOGTwtXbXC3C78noMh0KGYNR1QjMSiDWvLxZ2o5noN1DVY0512xstodXAud6om6\/1FqiRHFQ8BpJIAA1JNgEodig3jGYA6vJyRjq92nsul\/6s4kOneG8QZSHu\/kjb4Gnz8R5o5sYOrInyutpJKcrR\/CCNB\/A2yAnbiL3s8DM7uYu2MfzO1d6gh5InDxTylrbjwxBzfUXDxn1WRdDFJmBkeP4Wts0dSbknz06JjLsUApiLg0iCARj6z\/Dfmcou4nrusjw8uI72Rz\/sjwM9g1PQkhHQ+kERLsUBEIWsblY0NHIAD8FxENQsh3H54IibYoDUx0UEW4WQ+kPzwRE2xQHM2yhi3CyD0gp5tigNT7KGHcfngtwbqafY\/nigNT7KGHcLcG6mn9EoDU+yhh3W6fdd1UrQ3VwHUgICVzhzSfEsSip25pXZb7DcnoBui3Gwudhr7FT6yidM8zya5vRHBreAChOTXQvorjN+Z8FY7TYmamd0lnZNm3GzRtoiMCwkStz3BA3HI8LppNh\/kg6cOpZWyt2uA9vBzSdQVyWoscdj6GuvR0Qn4lfxeryGSYaBwSuvwrS4GoXpMuFNdq3Y6+1AVuENaxznO0AUHBrk7DVJ8M8ocLLuCQtcCDYgp1i2HsBDWAl5F3Dgy+oB87W0QLaGRhuMp8iLr0\/foKKTy33PH\/xN05txwlnjLIsUlc6Que4uJsbk33Cip2uJ8N0bK0Skl9o3gcfRcB9Xz8k77D0LHvcCQVZLULwd0PsUQ0coajZcuOv3ATDOWgGVwHIGyhDpo3NdmMga4Os7yN9DwV4q8ILeFwlsuHeS8aUW3ln0td8MYSWCrYziD6p+e1hyJQdZC4NYSDcgg+rb8VPjVIYn8r8FDSVhBs7UL2KtzoWzhnzmo8OOrasy4\/1x+C09jflInizpHNsA1rgzR175ibHLptrvsrTTUEmgJbE3TwxDX1yOFz1ABVFjDqd7aiLSxBPJzeIPqXqTJQ5gcNnNuPWLrz\/Ec29y5PQt08aktjzF9CBlBGy5DQXfWPicT1Oq2wahZFuETIdD0XSk1KdEPGNQsi3CJkOhQGpToVBGNQsh3CIlOhQGpjoVBENQsh3H54KeU6FAZMbgqCMahZDuPzwW8Qq44oy+R7WNG5cQ0D1lASzHRQxDUKvxdoXyn5lTul3+VkvDD1DnDM8fwtI81PJg9TM29TVuA4x047pvQvN3n2hAM8WxWCFt5ZmM\/icAfUN0oi7SZiP1emqJvtBndM\/rlygjpdGYTgNNC67IW5vruGZ56vdco6sxKFjhG6VjXu2aXAE8dAeh9hQCiaXEZRpHTQD7Tn1D\/wCluQD2lRxYHUvI73EJR5RMjhHtLS7700w7EoZHlscrHOAuQHAm217ctN0xnOhQFfm7JwEeOSolP26iV33Zrfcsp+yVECL0zD5uBcfa4p1BupZ9kALjFbHFC90jgBYjmSSLAAcSg+z0jJYGje2iW4rRGolI4RAWHMnc+yyGp43xOux2W+mu3rVeW5GpQiquXz1LDNg7TsUk7Q0McURLjc8Am4qKojSNnXNoq12ipD6VXMGjg0ak+QCnGCm8FcrnUtzYwwntK+SO7IrhoA5W5fghsTq5ZfS0aNco\/ugsD7SU0Bc0NdlNhw2Hkpu0naCFsbTB4nP5jRvXz8lbPTT3YiuCqnWVpbp4z6BtPg94xINS7V3VCTYf5Jn2Oxpj4wwkAhWGSBh1ICzuHY1e8NP07HmeLYZdtwNQgOzeJ\/q81ztdegYoGSOEEVrn0j9UcVWa\/sPICchuFo0yjiUZPhmfW2zbhOK5Wfwy9UeJxytuHDoo67EI2DSxcdgNSSqlheBkR5rk2JB15Iqja6F2YC58\/wDKozzgu8NKO5dfoV3tBh1RJIXOYUJQ9npXG7m2aNyV6P8A65HbxtIPRVntJ2raWlkQ1\/BehTZLChFHk31xcnZJhUlJEKa5cCbWsDcg8ioOz3aZzZGw1AAaSAx40twAd\/lUynrXNN735qxSUgmhzNG49hWTU0Sre9Hp6DUV3Q8Ka5PTJHAg6odjTcaIXBXOMURdvlbc+dt0zkOhUUVSWHg1KbhQMFiLrIhqERIdChw1KbgqCMWIusiGoU8p0KAyY3BQFXWxwN7yZ7Y2DdzjYffufJKTjrpXmOiYJHC4dM64gjOxGYftHD6rfWQiqTs80O76oeaifg99srPKKPZnXfzQED8VqaoWpYu7iP8AvTAhxHOOH0j1dbouqHs1E14knLqiQG+ebxBp+wz0WeoXTmHcfngl3afFHQsDYheR+g4ho4uK43hZJQg5y2oa1MjQ3Uj2hRQnUHh\/4XmdThjnnNK5z3cyb+zko6UTUxzQPI5tJu13kQqvF9Dd7imuJcnq8xuNFQe09CySvoqUi\/eTPqpQeLIYsob0uW6dVauz+JCojbIBbcOH1XDcKpUmSsxeolJkaIoY4qdwZIy5uXzOaXNy8Q035K1PJglFxeGFYjIZcdp2RejTU0pmI2+WIEbD62XsrlELEXQWD4XHAXZGm7yXPe43c93Nzjv02CZzbFdOGpjcaKKIWOqyAaqWfZAVfH8ZFHM59s5kaLNvxGhvyGyqFX2tnkNzlA5Bot96M7ZUEj5XSgEgeHoB+Sq\/h9A6UkAbLbXCuuvfLkxynbdaoR47FowjtaRZrnZeuyr3aCqklmc+Um\/DkG8AE1ZgrW20ueasRwSOqiHB40VdGojucmsGjWaPZCKjLJ5qiKV9zkOx+7kU0xnAm07rPlaDy3d7AucKZTA3dL4uALS0e0rVLU1LuYoaLUPlQeBdG6SJ2lwU0hx2pf4QSfameNV3fG0ETWtGneOFy7zA2ASuKSoiN2uafIsb\/i4WKzV1SfMcnp0+ztTGPE0vT96D+iY9oDwfFxTR\/aN8bSXgWA3Q2FY7Svh+VPdPZYOadc3m3mgMWEdUzLTuLrXJ0I223UK05SyvhO6hxgsT+NL8jvsjizJA5t93Ei\/mU\/loGO4LxqGaSB+l2kJ9F21mDbKyzSyT8qyiivVQksyeH3Lji9NHGywF3u0aPMrzaooHOkdl1Fzrw9XNPaGvllvI\/Q7A8gdDb2qwSYHkaMo0ss78SptLhm6t1WRTnyu2eh57JhzxyKtfZerzw\/qzG2kJ8V\/ot4uvyU82H+SEpKd0VTE9vF2U+bXaFVuyzo3lGl1UPzRik10xwegMYGsDW8AAPUuGNII0WRjUIiRwsVaeYalcCNCoGNIIuFkQ1CDx7G2QAMDTJNJcRxN9J55n6rRxcdEARjGKRQRF8rwBsBu5x4Na0auceQSCKhnrSHVIdBT30gBIfIP\/AL3D0Wn6g9Z4IjBsEd3oqasiSf6I\/wBuAH6MQPHm86ny2VikOhQETIWMYGRta1oADWtAAAHAALmNtiLhZENQp5ToUBqV1xpqkvch1SWvH+2LX6lNYhqEoxitiM7I45WGpAJEYN3OYPSuB6Pr4nzUZFlbwzVVgxG2oS+TCHH6KeQY5HtJ4HcQ7RR1OL5\/BAM7jxGw8yVFqJfGdq7AHZOlMbZm\/bBA9WqfxNsRcWQ+FUvdAA76lx5k7o2Y3Gn51UorCKLZ75tmTG401UUQsRfRZCLHVTTG40Uis1MbjTVRRCx10WQix1Us5uNEAqqA1kjs1jHJ9zuN0JHQxxVLcoGV7T7eKbviuLFtx0Va\/VnvHeMNmhxLPs2On3JOXGCdMPNn95HGIYYwAuuGtGpJ0A9arTMWaHFtO+79hYacr+aV9ssWmkyxu0a0agbOdzKWdmpg2dpP51C0LT4qdnco95buVT6ZHhwggkvu551cTqSUNUYYDwXos1GyQBw48UDJgl+KwOs9aGs+pS8BjIeYDqLFzPK24TWbD\/JMaShayrZqLta4n16KwzCMC7rJGHBy3UeZNdzy3HcOyjNbgbqHstiIhmF9jonPbDF43uEbfR20\/FJf\/jkxAIFwdQeYXpaWKjU1Lozx\/aFjndFxXKXJ6JPhNPUjNYXKXu7JU8ficdAlmGUM0LQHPOuw5BZiVW9gDiSTfQb3KqnZ4fG7gnTp3f8AKskuNysp4c2WxeQ2Nu1mjUuKsXZ7F2TRgXF7KgYvNUVJBlLQANABslsbpoDdp08v8KiVtcvqn\/BvjorYprhrtjqexSRR7kBKGhs07cg+TjNyeBdwH915+cXqZBlBJvyurt2IgeyOQPOpN\/WR\/wClZKhpZeDJHURztjnP4LPI4EGyga0gjRZGLEITtBjAgYA0d5NIckUYOr3\/ANmjcngFAEWP413WWKJve1El+7jB5bvefoxjifUNVFgOCdwTLI4yTyWMkpFujGD6EY4N\/us7PYOYCZJTnnk1lkI9jGfVjbsB6908kcLHVAakcCCAoWNIIuFuIWIuppHC26A1K4EWChjaQRcLI9Dc6DmeiQ1WJSVpdFSOyQg2kqRu48WU\/wBY837Dhc7AIP0p4lWSxmDCnudIy5qBGASGW0bn4Pv9Ea2PBGfow7G\/6fDnmu6pms6Z51I00Zc62F\/WVaMJw6OnaI42ZWi56k7ucTuSeJTCVwINkBFURtcNgT0BXEEeUjSw6WXUIsdUPjmMwU0Rknlaxu2upJ5ADUnogyGym4sNVFE2xBOiT9nO09LVuIgmDi3dpBabc7OAuFX\/ANJ+Jzulo8Pp7j9ac4yFrshMUdi5gcNW3vuEBdXV0TzkbKxzvqhwJ9gKWnHGseQYKnQkXFPKQehDdQlLOz73mFgp4aWKKRj8zXZpTkNw1pyjLe1iSTcEq4TG40QC6mxdsxyNjnabXu+GSMaebha+uyMiFjroshFjropZjcaIDp0g5hJsDdkL4H6EE2vxadimAYeR9i4r6FktjfK4bOBFx\/kLjROElymJa\/BmTPkjcLG+Zp8iqtV9jpo3XZryVxdh9QXNJkBy7OykG3IqdmIShxjyBzgL6HgdjqtELpJGayiLef5QrwmqqoWWkjuB52\/FTVPaN5Fmx2PMrdfUSOcwSDK0uAI\/yj6vCAdW+xZp4+U21vo7EVwYa+ZhkY896Dr5pDXtrB4XZlb5A6lBlOjQPFfl5earOKduJXn5NjWN8xmcf8LXRHcuIpmLU2uDfna+wjbhspILmm5PFMZcMcQA97nWGgubDoOC7o+07s4MrQ\/S21tPK3FWqnpmzMEkXiafaDyPmqtXCxvMuhq9nX0wjiPxd2+pUaV01M7PE4m27HatI4jXb1Iqt7SRSPDu6IAA0J2PFPpMJcfoqkY5S93IR1VWlgpWbZLKNGvuxU7IPEl\/0slFVxTaN0PI\/wBlLPh1+CpMMpaQQdV6rSYjGaZkjgM5ba3Eu22V2p0yr5XQyaPXzn5X1FHZduRj4+7zPDzk02BAOvrurRQUpjAvve7j5qHB6VzG3cLOcczvK+w9QTR7hY68FVF+XBK3ErHIFxbEY4IXyyOs1oubakngAOLibADzSbs\/h0heaupbaZ4s1p1EEW4jH2uLjxPRQUrf12p7w\/u1M8hn1ZZxo555tZsPtX5K1PcLHVCBqRwIsClWKYrFTAOlda+wGrj0CPaLG5GgXknaaokkne+S+p8PIN4AK6irxJclF9vhx4Lke38R07p1udx+Cb0WNwPYZe8DWMF3l2mUDifJeQI\/B610cjSNRfUHUEcQQtU9LHHlMterlnzHoThJiOrs0VJwZq2WpHN\/FkX2dzxsNE+poAwNa1oa1ugAFgBwAHBKqmsq84FPTMc2wPeSS5G6jg0NJWn0ddIDnq4ogfowxZndM0h\/svPPRH0rgQbJPiuOQUrXPlkYC1pIaXtaXEDYXO5QrOyzHEGeWol555XMaf5Y8oTCnwGkiaRFTxNJ0JaxuY87u3KA8\/oP01Q1LhHFQ1L3nZrMrz9yV\/pfZPI2mmfC+NmVwLXWOR5OmbKSLkL1DAMBp6MZaeBkTeNm2J6uOpTOsiZIwsc1rwd2kBwPqO6A+ff0YU0r8QhMQNm3LyNgyxGvrsvZ8c7PiofDMHGOaBxdFJa4FxZzXA7tI4Jjh1BHD+zibGDvlaGg9bBD1GODVognNjbSO97HhqgIpsNmmsJ6i7QQe7ib3YdbUZnXLiL8AU1jbY3Oiiw+bOA8sey99HjKRw1CKldcaIDUpuLDVRxtsbnRZCLHXRSzG40QHRkHNDd2eSwMPIonOOYQGjIOaS1odDK2axy2yv8ALkeiZBh5FEPLSCDYrjWSUZbWKsdIkhGUjVzdeXmoKXGTF4J2kEbO4FdSYIPol7ByHo+wqSKoYR3c4FxpfgfMFdSyvUOai8dUJ+1VQKuMRROvrmPnbYLzqeBzCQ4EEL1Wrp4Y7PisHA7cxxUk+F09SM1hda6bvDjh9DDdUrJZR5Cr1+j2s7sPEhswi4vzH5+5NH9kqePxOOgXEvZ7v2XYcjb+EDS45qdt0ZxwiFNLhNNjasxlp8EPiedBbYeZPBV\/Euxb5Dmz3cd13R9lJInZzKRz1TuifM5t2vba9hmvc25WWaK2PdFmuclZHY44RWIuxwi8crtuHMq04VhbYw1xZ4t7nW3TkpYaJxcHSkuIO1rNHn5pk9wsdQlljn1OVVqHK4NPeCCAVX+0tTI1rIITaac5Gu\/42DWWU\/wjbzLU6a0g3OgSTALVEs1YTcOvFAOUTDYuH8bwT0AVRaOaGljhhbDFo1jQ1o6c+ZO9101hBuQsY0ggkKmzVFScSjp2zkZoZZagA5g1pkAgbGDo11gRcDWxQF3mIc0gHcWVZfgkdQwseLSMJCGwSpeMVqKdr3ugjgic4Pc5+Sd7nbOdci7LG17KzVtIHHOx2V\/McfIjipwlghOO4odT2FkB8JuFNTdlO6sXm7ibNHmVbwanbw9dVJT0YBLnuzv4ch0CueonjllC08M8IBqMSnjuz9TdIwWDXRyMJIFtSx1iFBH2pha75aOeG25kheGj+ZtwnsbSDcqWVwII0PksxqF9Pj9LMLRVMTzyD25v6b3RN8niccrRqSdABzJ4IOpwSnlPy1PG8faY0\/iEj7R9hoZaaaKkc6F72FoDZZRH4tCHRgkEW4WQFtdK17fCQ4HUEG4I8iuGNIIJ2XlHZb9HmL0Lh3OJRtZxY5j5GH+V1reohemySSERROe0PeDnewaXba4YHXte\/G+xQB05zNIB1PLceapn6P66RzKqeed74W1ErYnyZRlii8JddrQLE5uHBWAGUCZjXBz2tOR50Bc5pyh1tLg2vbmEh7P9k3sooaSpewxxjxRxkkTPLs7jI42JbmJOUDqTsgDextbPUxzVErjkmlc6mjIALKdtmsOgv4rF2vMKwRtINzoFVu0E0\/63SUsXgje2V8hzOjzCINyxBzQS0HNc21s1OsIiyiVveBxzg5GuL2xaAZAXana58yUAzlcCLDVRxtsblbiFjropJSCLDVAbMo5ofujyXIRyAjMg5qDuzyXDdwjSgOHSDmhX09\/Sbceeq2zcdUY7ZACNpYh6LGg9ENJhoJvYtPEtNkQzcdQjDsu5Zzaha3DYuJLzwzG\/3bKJtDIz9m8gcjrboi49x1CLfsei7uZzahWaIv8A2kub7IFgeqKZFltpYBaj3HVFv2PRcbydSSOXvBFgVA2MggkLUe46oqTY9Fw6Iu2FaRB3UR+VqHCCO24MnpP\/AJWhzv5UfRUYiYxjW2YwNaPIN0SXF\/32g\/jm\/wDxcrRJseiA4e8EWCruE4HJHXVVXIQRKImRgXu2KMXId55y46J3FuEVJseiAqeEYBJFNUuL2kT1BnLwTnc0NaI4iLWDW2OtzcKyNYQbkLmHcIqXYoDiR4IsN1ExhBBI0WofSCIm2KA5keCLDdRMYQbkaLUO4\/PBETeiUBzI8EWG6iYwg3I0WofSH54Iib0SgOJHAiw3Q8lKHWEjQR5ruD0giJtigIGRMa3LGAByH3rI2kEE7LIN1NP6J\/PEIAeupo5gA9jX2NxcXt5jktUlM2Owa0NaOQsPuXcG6mn9EoDmVwIsNVxG0g3Oy1T7qao9FAf\/2Q==\" alt=\"Fuerza Nuclear D\u00e9bil | \u2022Ciencia\u2022 Amino\" \/><img decoding=\"async\" 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\" alt=\"Fuerzas fundamentales de la Naturaleza: Fuerza Nuclear D\u00e9bil\" \/><\/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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">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, encontrar el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">bos\u00f3n<\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> origen de la masa\u2026 y algunas cosas m\u00e1s.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"\" src=\"http:\/\/ep01.epimg.net\/sociedad\/imagenes\/2012\/07\/04\/actualidad\/1341384264_933365_1341393072_noticia_normal.jpg\" alt=\"\" width=\"560\" height=\"367\" \/><\/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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>? y, lo que es m\u00e1s importante, \u00bfcu\u00e1l es su masa? (Bueno, parece que, en el \u00faltimo experimento apareci\u00f3 se localiz\u00f3 un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">bos\u00f3n<\/a> con ~125 GeV que, seg\u00fan parece, podr\u00eda ser el esquivo Hihhs)\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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> todas las masas o s\u00f3lo las hace incrementarse? \u00bfC\u00f3mo podemos saber 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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Sobre la noticia que afirma que no hay materia oscura en el ...\" \/><img decoding=\"async\" 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\" alt=\"Descubren la 'part\u00edcula de Dios' que explica c\u00f3mo se forma la ...\" \/><\/p>\n<p style=\"text-align: justify;\">El <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, como la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; es una idea que libera a los cosm\u00f3logos al camuflar su ignorancia<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tambi\u00e9n a los cosm\u00f3logos les fascina la idea de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">El campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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 campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> ten\u00edamos unos W, Z y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a> sin masa y la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza electrod\u00e9bil<\/a><\/a> unificada.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/-0ieu1WLtAL0\/T_42_yyO9gI\/AAAAAAAAJqc\/al9PNlzRsyY\/s1600\/buble2.jpg\" alt=\"\" border=\"0\" \/><\/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\u00a0\u00a0\u00a0\u00a0 No, esto no es el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, es, simplemente, una burbuja multicolor<\/p>\n<p style=\"text-align: justify;\">\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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">fot\u00f3n<\/a>) y de ello resulta que la simetr\u00eda electrod\u00e9bil se rompe. 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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>. Es como si para algunas part\u00edculas del campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a> y quiz\u00e1 los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">neutrinos<\/a>, es invisible.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La part\u00edcula divina - Leon Lederman y Dick Teresi\" \/><img decoding=\"async\" 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\" alt=\"2014 noviembre 21 : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Algunos dicen que las part\u00edculas se ven frenadas en el campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> y toman sus masas\u00a0 al rosar con esa sustancia c\u00f3smico que forma el oc\u00e9ano de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>. Por imaginaci\u00f3n que no quede.<\/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\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, que algunos han llegado a llamar \u201cla part\u00edcula divina\u201d. Lo mismo nos pasa con la dichosa \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>\u201d para ocultar lo que no sabemos sobre la expansi\u00f3n del Universo.<\/p>\n<p style=\"text-align: justify;\">Ya veremos en que queda todo esto<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.wissenslogs.de\/wblogs\/gallery\/49\/1971-lhc-discussion2.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Arriba tenemos nada m\u00e1s y nada menos que: a John Mather, Carlo Rubbia, Martinus Veltman, Gerardus \u2018t Hooft at the Lindau Nobel Meetings 2010. Si cient\u00edficos\u00a0 como ellos no vienen a nuestro rescate, y nos sacan del atolladero en el que estamos inmerso y hasta el cuelo de ignorancia\u2026\u00a1Mal hir\u00e1n las cosas!<\/p>\n<p style=\"text-align: justify;\">Peter <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, de la Universidad de Edimburgo, introdujo la idea en la f\u00edsica de part\u00edculas. La utilizaron los te\u00f3ricos Steven Weinberg y Abdus Salam, que trabajaban por separado, para comprender c\u00f3mo se convert\u00eda la unificada y sim\u00e9trica <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza electrod\u00e9bil<\/a><\/a>, transmitida por una feliz familia de cuatro part\u00edculas mensajeras de masa nula, en dos fuerzas muy diferentes: la QED con un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">fot\u00f3n<\/a> carente de masa y la interacci\u00f3n d\u00e9bil con sus W<sup>+<\/sup>, W<sup>&#8211;<\/sup> y Z<sup>0<\/sup> de masa grande. Weinberg y Salam se apoyaron en los trabajos previos de Sheldon Glashow, quien, tras los pasos de Julian Schwinger, sab\u00eda s\u00f3lo que hab\u00eda una teor\u00eda electrod\u00e9bil unificada, coherente, pero no uni\u00f3 todos los detalles. Y estaban Jeffrey Goldstone y Martinus Veltman y Gerard\u2019t Hooft. Tambi\u00e9n hay otros a los que habr\u00eda que mencionar, pero lo que siempre pasa, quedan en el olvido de manera injusta. Adem\u00e1s, \u00bfcu\u00e1ntos te\u00f3ricos hacen falta para encender una bombilla? La verdad es que, casi siempre, han hecho falta muchos. Recordemos el largo recorrido de los m\u00faltiples detalles sueltos y f\u00edsicos que prepararon el terreno para que llegara <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> y pudiera, uni\u00e9ndolo todo, exponer su teor\u00eda relativista.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/neofronteras.com\/especiales\/wp-content\/photos\/materia_oscura_hst2.jpg\" alt=\"\" width=\"275\" height=\"306\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcQ_B3HQIucCyPj-xGFZdlhwnUITB37P-NmQ8t3IIgBE1nHhq191aQ\" alt=\"\" width=\"407\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_Vea_3vg0ArY\/SUhXWEKdhaI\/AAAAAAAACkI\/7vgY5Rose6o\/s400\/darkenergy_right.jpg\" alt=\"\" width=\"400\" height=\"283\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo cierto es que (al menos de momento), la materia y energ\u00eda oscura, las supercuerdas, y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">bos\u00f3n<\/a> de Higss, s\u00ed son la alfonbra que dec\u00eda Veltman, aquel f\u00edsico ser\u00edo y Premio Nobel que, no confesaba con ciertas ruedas de molino. \u00c9l, quer\u00eda hablar de cosas tamgibles y, tampoco le gustaban las part\u00edculas virtuales. (Claro que ya nos han dicho que el Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> ha sido encontrado y, hasta le han dado un Nobel al suceso pero&#8230;).<\/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=\"Simetr\u00eda CP y otros aspectos de la F\u00edsica : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQBv6Aa9TzrZkfajYuaukV_Nim5MwtNBjR8cw&amp;usqp=CAU\" alt=\"El miedo se nutre de la ignorancia - La Mente es Maravillosa\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Desde siempre, el miedo se ha nutrido de la ignorancia a lo que no conocemos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sobre la idea de Peter <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, Veltman, uno de sus arquitectos, dice que es una alfombra bajo la que barremos nuestra ignorancia. Glashow es menos amable y lo llam\u00f3 retrete donde echamos las incoherencias de nuestras teor\u00edas actuales. La objeci\u00f3n principal: que no tenemos la menor prueba experimental. Ahora, por fin, la tendremos con el LHC. El modelo est\u00e1ndar es lo bastante fuerte para decirnos que la part\u00edcula de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> de menor masa (podr\u00eda haber muchas) debe \u201cpesar\u201d menor de 1 TeV, \u00bfpor qu\u00e9?; si tiene m\u00e1s de 1 TeV el modelo est\u00e1ndar se vuelve incoherente y tenemos la crisis de la unitariedad.<\/p>\n<p style=\"text-align: justify;\">Despu\u00e9s de todo esto, llego a la conclusi\u00f3n de que el campo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>, el modelo est\u00e1ndar y nuestra idea de como surgi\u00f3\u00a0el Universo no dependen de creamos haber encontrado el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\">bos\u00f3n<\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/07\/27\/la-imaginacion-%C2%A1mucho-mas-rapida-que-la-luz\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>.\u00a0 Ahora, por fin, tenemos un acelerador con la energ\u00eda necesaria para que nos pueda responder muchas preguntas planteadas que no ten\u00edan contestaci\u00f3n, y que con su potencia pueda desvelar para nosotros cosas nuevas que intuimos que est\u00e1n ah\u00ed. Sin embargo, se necesitar\u00e1n muchas m\u00e1s energ\u00edas\u00a0 que 14 TrV.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F12%2Fla-imaginacion-%25c2%25a1mucho-mas-rapida-que-la-luz-2%2F&amp;title=La+Imaginaci%C3%B3n%3A+%C2%A1Mucho+m%C3%A1s+r%C3%A1pida+que+la+Luz%21' 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%2F07%2F12%2Fla-imaginacion-%25c2%25a1mucho-mas-rapida-que-la-luz-2%2F&amp;title=La+Imaginaci%C3%B3n%3A+%C2%A1Mucho+m%C3%A1s+r%C3%A1pida+que+la+Luz%21' 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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Nuestras Mentes est\u00e1n conectadas con el Universo (del que formamos parte) por los hilos invisibles de la imaginaci\u00f3n. Los pensamientos nos llevan a recorrer caminos inimaginables hasta que pretendemos comprender el Ser, entonces, ni la filosof\u00eda es suficiente y tenemos que echar mano de la Metaf\u00edsica. \u00a1Nuestras Mentes! [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[7],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11455"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=11455"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11455\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=11455"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=11455"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=11455"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}