{"id":28341,"date":"2022-07-15T05:17:56","date_gmt":"2022-07-15T04:17:56","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28341"},"modified":"2022-07-15T05:17:56","modified_gmt":"2022-07-15T04:17:56","slug":"%c2%bfdonde-esta-el-origen-de-la-masa-4","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/07\/15\/%c2%bfdonde-esta-el-origen-de-la-masa-4\/","title":{"rendered":"\u00bfDonde esta el origen de la masa?"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\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alt=\"El Bos\u00f3n De Higgs - 2\u00aa Edici\u00f3n (QUE SABEMOS DE?) : Alberto Casas:  Amazon.es: Libros\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 fue del bos\u00f3n de Higgs? | Ciencia | EL PA\u00cdS\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Desde que dijeron que lo hab\u00edan hallado, poco o nada se habl\u00f3 del Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/p>\n<p style=\"text-align: justify;\">Todos los intentos y los esfuerzos por hallar una pista del cu\u00e1l era el origen de la masa fallaron. Feynman escribi\u00f3 su famosa pregunta: &#8220;\u00bfPor qu\u00e9 pesa el mu\u00f3n?&#8221;. Ahora, por lo menos, tenemos una respuesta parcial, en absoluto completa.<\/p>\n<p style=\"text-align: justify;\">Una voz potente y segura nos dec\u00eda: &#8220;!<a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>\u00a1&#8221; Durante m\u00e1s de 60 a\u00f1os los f\u00edsicos experimentadores se rompieron la cabeza con el origen de la masa, y ahora el campo <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> presenta el problema en un contexto nuevo; no se trata s\u00f3lo del <a href=\"#\" onclick=\"referencia('muon',event); return false;\">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=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> la secuencia de masas, aparentemente sin patr\u00f3n, que da a las part\u00edculas de la materia?<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El estudio del campo de Higgs en el futuro HL-LHC - La Ciencia de la Mula  Francis\" \/><img decoding=\"async\" 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\" alt=\"Que es el boson de Higgs y porque es importante? - EspacioCiencia.com\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>&#8220;El Campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/strong>\u00a0es un\u00a0<strong>campo<\/strong>\u00a0cu\u00e1ntico que de acuerdo con una hip\u00f3tesis del modelo est\u00e1ndar de f\u00edsica de part\u00edculas expuesta por el f\u00edsico Peter\u00a0<strong><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/strong>, permear\u00eda el universo entero, y cuyo efecto ser\u00eda que las part\u00edculas adquiriesen masa, debido a la interacci\u00f3n asociada de part\u00edculas elementales, con el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de\u00a0<strong><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/strong>\u00a0&#8230;&#8221;<\/p>\n<\/blockquote>\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=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> seguramente y los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> posiblemente) tengan masa en reposo nula son tres hechos que ponen entre dicho que el concepto de masa sea una tributo 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 &#8220;re-normaliz\u00e1ndolo&#8221;, ese truco matem\u00e1tico que emplean cuando no saben hacerlo bien.<\/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<img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Renormalizaci\u00f3n - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">Ese es el problema de trasfondo con el que tenemos que encarar el problema de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, los <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a> y los veh\u00edculos de las fuerzas, que se diferencian por sus masas. Hace que la historia de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/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=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> resulta a\u00fan m\u00e1s plausible por la id\u00edlica idea de que todos los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/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=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>.<\/p>\n<div><img decoding=\"async\" loading=\"lazy\" src=\"data:image\/png;base64,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\" alt=\"Qu\u00e9 es el esp\u00edn de una part\u00edcula?\" width=\"282\" height=\"180\" data-deferred=\"1\" data-iml=\"963.6000000000931\" data-atf=\"false\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSZDCQmlKcGaGY0cAswO0MveYAA6RefiC2Ju54o5aF5isi5wkJ9I-FP11-PQ01RjbjZUl4&amp;usqp=CAU\" alt=\"Qu\u00e9 es el spin de una part\u00edcula? - Quora\" \/><\/div>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<a title=\"Qu\u00e9 es el esp\u00edn de una part\u00edcula?\" href=\"http:\/\/lahoracero.org\/que-es-el-espin-de-una-particula\/\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwjH4-v7_Pn4AhUIXvEDHc6SApgQr4kDegQIARAx\">Qu\u00e9 es el <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> de una part\u00edcula?<\/a><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a1Ah, una cosa m\u00e1s! Hemos hablado de los <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a> <a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a> y de su <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> de una unidad; hemos comentado tambi\u00e9n las part\u00edculas <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermi\u00f3n<\/a>icas de la materia (<a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> de media unidad). \u00bfCu\u00e1l es el pelaje de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>? Es un <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> cero. El <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> supone una direccionalidad en el espacio, pero el campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> de masa a los objetos dondequiera que est\u00e9n y sin direccionalidad. Al <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> se le llama a veces &#8220;<a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> escalar&#8221; [sin direcci\u00f3n] por esa raz\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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NNQXChQrZvE3zhsceca+07bFp2YD83hX\/aZZo+8i6eZ0jH7THxUBYpMAq1L4HzD+4e93NkWz+jPQKXwgqGV5JUm8NHv+UA4iXelgnTzFTxheSli2fvHdD1mQ6G5evQwlMBCzuEAZ+4bxZqnLpC8lZ+Gx8TkcyxPqILMmXk1zKQdGJAND6cYWE0utIqb78AQA56QFcruTQUkjCoOZoaw3MmqV4iTxhTaKWUmtc4ZSpxAdRwiV544gu7B7octkMHOgcjrHYDoicQBgj74Ds3HkIVn4GG5ww4CFZgoYAewbQUWiWoB+8ARqFd1XkTHphHynDLHgW1wjz7slZSu0JV8svvk7x4B\/kx5GPQSC4ZvDrRqUbfWAGvA58KZt9IWJau\/T3TLlDCyw9fxv3fxC610oedavXDSg8oBO0YFsC\/H3hCqFO2JIcfaD2gn6vnhUkcOrwtKVVnGPnQHj1gGJqXFdRgaadPxpEL7B3+rh\/fnBJjtzx3N9Nd0BQltcM6ZkAc4D5SXq9fxlERNGePCovfUP7aJpIfP3n+IGtL1z++m77DkEVpoxG737yhaxLKVKRobycM8W4Fjzg5GAIq2WeopnCtpVcUFEYGu9JoodPQQHdsygtBmootJ76R\/3T\/ac9DFbYkgpWtmKikEbwSokce7FlaFlLrSQ453knXUQCYLoCEhnN5tFEuatwgHbC11QP5hSfQk+9foINYVHvvur75RCeH3v9oAU0p7iUPk51WApTjcKD\/bCaFF5jZhJ3sCQYOtTKRxP\/RUAkKvTlsAGQacSDTrAJW03ika\/Vh9IZTKUtSEIqpZCRzLcsYWtSbq06ZfaLPY9pRLny5i1FKUKegc1pQM1HeukB6JY+wFlQgJWFrW3eWFqTXO6kFm4gxjdvdnVWVZTfBQoEoJoSwJYgYGhrg4GDxv9q9pkIEv4K0LKxfwKh8NPicpPdO86Rl\/\/ACVahMXKQjvGWkqWR8nxCgICjkSx8tYDIpUm6Xe86WwZmVeca+FucfREpiUAef8AL+36mF1ihhq0YJ\/b9TCyxQwF32DSFItCTiLihyvj6tzjTgEBmpj+OLRmewUstOWz+FPIBSj6iNOVEqNCOPHGuX5gITXLlq\/kmu94TXUGpzxapLk5096Q6snA+8X984Tm4UpmORxfnAILJ7ztjzfAv7zisXMJWltC+eDeUWC2ZyTTnnT16QiiszcE+pGXAQFohYwZ9OZgagBhmxOeRrU4\/iIoJNNw9G6mJqS4wD0wGXHygA4U386dNBBCHx5N51038ogd7Y7+PQR8FV95ufpWA+mJpvFQfx78oVnoBxxENA5Y4+pPI0doEsu9d2oO7ygE7A90g4oLF\/0sSnk1ORgcohRvVclT9aOOkdLpmA5KZKq\/qHdfgqnOOyk3GA41P3gDyFG8W9+9d8fWlLcTy1\/HSISvFr9oYtKPY1q\/DCAp7cbpR+9vJT+sB2Y5M1YGiR75CI7cmMpAGQJ6lh6GGdkS1CSo5KJPQZjlAJbVRQHQ+vsR8gukE6QW2qdJc5Dr7EE7O7LNqnS5AJSkuVkZJS5Lb6MN5EAoiXipKiAlnIdheoHUMHwg0lF2uJ9vHrp7D2G5c+Dl4ryr763nx8t0ecbb2H\/pJi5Sl3qBculVIKrpCv0qHQsYCueJ3oA8EvQDs5NE8D6mAhGgg86YgAB3Z2hVc0gacaQGt7L2YyrOl6KWpaiCDhQD\/rFulZvYthhxIw1+0AlIWlEu8byriH4lCT9cIKjEE6fUmmFaCAipNCG9\/QMekITkvgfbiv4h+e7aO7Pnv4Zc4r1mp948OHlAILSBjn98CecKWdIKlkYC6N+ZJ6fWC2lrwLFmLvkQ5gezUD4ZXmpRPIG79D1gGCNMyfqPWO364v6aelY6oFs\/TFoCpNfocg9McIAqlOae6er1iCDiaNz0y6jGPgddMP5wP2iCXZ61enD6QEjllh0y9OULoWUlstN26DmuRwy3Uw4iF1pN7ljWtKMTADtyLybyccjoQQRzBELWdZW6mYUah7v6mJxrTlDa5l1F4gkOBTGr4h9xhOW6VLQDTxpO5VC3N+ogGpTXx7qcuvrDS0nP3lCqHcHIjrx1gloX8JC1vgmgqz4JYHAO3WAy+1Zt+asjAG6OCaerxb2BC1ISlRIQBgMVcTlFFMl3bj4kP1jXWa1MkAlOGDENzgK+fZUEKBDP4aVDZvygvY7acuzWhE1aikB0KAS4ZQIJJegBY4GC2pCVAqHqIoZIqsEZ4dYD25XaKX\/qESUFK7yUqdJeinZmpkMW8QaMJ\/5LtaZlpQlFfhi4tQwC1G9cJwcJS7b4x8pK0ElC1IejpJSWcHEEZgHlE5Uu7m5OsAa7E7sQBiV6Auu2GyxZprS1PLVUapP6Sc4zKyTG57R2eXKUuUVOk1S9SHwD7ox9ns5WpKBiogdS0B6YtToQpqFCQBmGAbyaIrNSP5341ag6xO03UskGiWHFsW6QG+D0Y0z37oCE19HFeOH4hOaOAYMMhDa1Amhr+OG6p3c4QW4Jx5sGyPo3WAp9orZCjRwFcGu4Hm0N2NF2UhJr3EdSATCm0AAhWL3eQiwQg3Ev+lNP9o5YwEA\/295QOYcNfvhypBbv2pEFlz75+vpABArh73b6RJBpy0zpSJb29l9PdI6gN5chAR5Nz9+30gEwsffTi8FSMm4Uxy9T5CAE4n8fyICciWFJKVAXTQim728JWiUELlnJlo4UvCvIw9Z6Aa8IX2qnuJLVvobPEhNOp6wEEZH37pAdtl0y5Y+dTn9qf5BgqcB73VgFrW9oSD8iP+Sifo0BXW9H9RDDMeRi7BQRUEU019Yq5p\/rILfMfKLK9q0AKcoBxQuKMOrxU2hZSspyUz8qCLK00bh9oorSrv8ASA0sq1SESSm5fWpCkkKHgWT3VpOZZjk1YqEiGhYFfB+KVJAyST3l966SgZsRWEwYAqTE+cCY6Y4RN4Ddo7Nld6daTcQHVdJYq3q\/SnzjH2i3ITOvy+6lJ7u9s2iw7T9oZ9pJSvuSwaIDtuvHFR9tGWVAevG3JtEmWpIwxIyLN9YCFJCsqHQ49GPKMP2Z2hNQtMoLuoWQS4+uQjYzgCS5Of0Y7sYCM61B7oxByGWDGjCkVs9RUXqHamegc+UOqmAOGCXBwqBSnOj8oXmTkoqcaNXPd0gKjaUkokrUqjDDVwwD8YtLrBtWcY0FCIptpTDNKAaJvoDDS+Mf8jF2s0pi\/XWvPzgBlGPCu7WusCmIc41HvD3hB3rvbHnWAqIbHd6N5PACus+XvHo\/lrHAlh7+8TJpzERSaUx9++sBEluOPvc0LFJIby8\/rDSxx\/j8wscdPfl\/EAaXLp76DmIDtOiQ\/wCtHkX9R5RJc0oSVNhlm38VhK0qWtCbwHjF01BYBRJLbwPZgArmOAK4x9NP9aYd6B0QDjzgoI097+sAmllzD\/cPJKYAV3+ojde9Gh4lvX2YNs\/ZK5igshkDM50y3RczrFLQGKcsd7fjOAzlqywwMZ20BlnjGntUsGqXpTiTkSNw8ozNp8RgHQkx8DHJSqAwR4CwVtW+JaFpHw5ZBKUAOaAKU5xUWdiW4CLP\/wBfs\/8A8KVzJfnWM6AIncGpgPaO1WzZcyzTSpCSpKFKSWDgpBIY8o8Mux+hNoyyuUtA+ZCh1SRGL2J2WlyWKgFrGKjgOAygM\/Y9liXYl2iYCFkMgGhGQ6xoOyOwiqzJXMUp1hwHNE5feLW37DVayi+q7JSQbgFVt6CNAiUEgJSGADAaAQGQt\/ZxYcy18j94zVrsM6WTeQT\/AHCvQR6bPLY0ijt+0UDu+InIVgMAsKmXRRJvAB3oSaE7hjF\/tLZ0+RVaDdzWjvJ5nLm2GcKbTUVEAyyi8QAohsSz+cemImg5wHlnx3dvWOib\/Ghjd7R7M2ea6kj4az8yKB9SjA8mO+MltPszaJLkALQPmRiAP1Ix30eAQcBuGVf5xjrkb6t79\/gCJvvH+RhBis6U91gBTcxTL31gaeuXnXhiYlM549NftziIL+w9fZ8oAiRlvr9fN4Xt62KQGau79IPkT0hgKY4exkIXtjFaTok03kpD+XnAJLBCmYnDpgKw9sfZ4nWkg+Ed5W\/Bh70hWYRyH8j3ujXdmrH8NClnFbYg+EAYHqecBbosADBw2AHr0EUHaCWUFncGH9ibTM+0TUJHclkC9kTmkb3foIW7VgCoNcAOteTQGN2dLE20KBdki9R+7dUkqUTpdB5kRUbRH9RTZl+oBhnZcwhSy7ApZWjO9d1PSErQu+tStTTgKDyEAezVTBgGiFmQQkY190gopAduxOsfARN4D3S0LUR3E3vIczApVhJYrNR8qfDz1hmbakpzij2hthdQmg1gLubPSgVIEZ\/aHaMJBuBzqftFJNtSlO6jCAQZighOJLQE7btqat3VyFI2mxtmIloSopBWQCpRqXO+MLb7ImRMSld6hSVlqMTujZz+01nQmi71MAIDPf8AkWfVCBixVwyEV2zu2SCwWooVnewJ3K+7Qpt61m0zStmDMBoIxUwMojQmA9ssG2ryXHf0ukMeeDQftFtEIssxeBUm4Nby+7TgCTyjxGy2tcs3kLUg6pJH8xoD2mnTZfwpqkrS4LlICnGDEU8oBmShs\/dM\/eMMLQ496UhOTaQWD03fbdjDt8EBuX0gArSRTTj7zgeJ9+xB1lzlgf596xy65cj+YCN04nSE7aj+oE6BPqt\/SCWlExKwUVS1WAObMx4PSBFV5aicQW4MlL8neA+RIUrupSVEuQAKlj6VMahaLVPR8KXKTJ7oda1ktT5EJGOOMVfZyYlMwhSyglLCgLvWtCx0jUIrjaWTvYKG4v8AaA+CZdjs6ZaE1AZhVS1HFRbFRMZrblp+CjvkGapJKhj8MKy45bzF5OtEmWb0sqmzA93NlYPQMOMecbctpWsi9eLutQwKsGGqUim9yYCrvFmcscd\/GC2STfV1PSBNDtjSU96Au5cxCEJqFoJPdKnJSLoN5PynQ0LvCC5HfKBkc9NTygaSh3Y8KNw1bdBJUzv3jma61DFusAzJsqFFgspOSlDu54l+6KYxCZZVpJSUlwWNRiKGAypKwsu5GNHIIybWL+VbEhIBVUAA1GIFcoDd2hbPFdPIUCUkFsYRkzlEF1E93MmEuzx7k79xgCz6DUwhLmqQoFJLjOLCbCS8YCVptMyakoWXBLqUcSBgOEANnKvAkka5dY0OwJSTNDpBpmAY7t+iy1K5QGL2sm0yEpWpFxK6JLg\/xGaVUvG57ULJsyHJPez5xiTADaOpU0dMdgG7PaWh+Vafr5RTIhqTAXKbTV93q8MyJ76+rakcnimRiOUWFhxMBaox9edfSM9ZlXryhmpR6qLeUaBeKtwpuih2b4EcT6mAPOQ2\/LjEVWpaQkoWUuCCzfKcnBbKGLR4U8T\/ANRCXy81fSABabTOmBlTlkYXXYNwSwivmWW6HeLHXjAp\/hPKAVsFjXNWlCA6lEAc4anSChSkKxSSC2opBtjqImFi3cXh+2BrxMBAIIZxjhv4R1KTGj7TykhFkZIDy1OwFe9nGfTASlqUMCQOJrHzwaz\/AFi2TJSw7o6CA\/\/Z\" alt=\"Enrico Fermi - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Enrico Fermi - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">La interacci\u00f3n d\u00e9bil, recordareis, fue inventada por E. <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">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=\"#\" onclick=\"referencia('fermi',event); return false;\">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=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> origen de la masa&#8230; 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=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> y, lo que es m\u00e1s importante, cu\u00e1l es su masa? \u00bfC\u00f3mo reconoceremos una si nos la encontramos en una colisi\u00f3n de LHC? \u00bfCu\u00e1ntos tipos hay? \u00bfGenera el <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> todas las masas, o solo las hace incrementarse? \u00bfY, c\u00f3mo podemos saber m\u00e1s al respecto? Como es su part\u00edcula, nos cabe esperar que la veamos 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=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/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=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>.<\/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<img decoding=\"async\" src=\"https:\/\/i.gifer.com\/origin\/4e\/4e45a47190854335bdb55aca50139737_w200.gif\" alt=\"Higgs boson GIFs - Get the best gif on GIFER\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00bfAcaso entran las part\u00edculas en el campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> y adquieren masa por el efecto frenado?<\/p>\n<p style=\"text-align: justify;\">El campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, tal y como se lo concibe ahora, se puede destruir con una energ\u00eda grande, o temperaturas altas. Estas generan fluctuaciones cu\u00e1nticas que neutralizan el campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>. Por lo tanto, el cuadro que las part\u00edculas y la cosmolog\u00eda pintan juntas de un universo primitivo puso y de resplandeciente simetr\u00eda es demasiado caliente para <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>. Pero cuando la temperatura caen bajo los 10&#8242;<sup>5<\/sup>\u00a0grados kelvin o 100 GeV, el <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> empieza a actuar y hace su generaci\u00f3n de masas. As\u00ed por ejemplo, antes de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> ten\u00edamos unos W, Z y <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> sin masa y la <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza electrod\u00e9bil<\/a> unificada.<\/p>\n<p style=\"text-align: justify;\">El Universo se expande y se enfr\u00eda, y entonces viene el <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> (que engorda los W y Z, y por alguna raz\u00f3n ignora el <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a>) y de ello resulta que la simetr\u00eda electrod\u00e9bil se rompe.<\/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<img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Bosones W y Z - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"IFCA | Instituto de F\u00edsica de Cantabria Producci\u00f3n de dos Bosones  vectoriales d\u00e9biles, W+W-, en el LHC\" \/><\/p>\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=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>. Es como si para algunas part\u00edculas del campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> fuera una especie de aceite pesado a trav\u00e9s del que se moviera con dificultad y que las hiciera parecer que tienen mucha masa. Para otras part\u00edculas, el <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> es como el agua, y para otras, los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> y quiz\u00e1 los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>, es invisible.<\/p>\n<p style=\"text-align: justify;\">De todas las maneras, es tanta la ignorancia que tenemos sobre el origen de la masa que, nos agarramos como a un clavo ardiendo el que se ahoga, en este caso, a la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> que, algunos, han llegado a llamar:<\/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 \u00a0<img decoding=\"async\" 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\" alt=\"La Part\u00edcula Divina. Si el universo es la respuesta, \u00bfcu\u00e1l es la pregunta?\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a1Ya veremos en que termina todo esto! Como las observaciones contin\u00faan habr\u00e1 que ver lo que dicen los f\u00edsicos experimentadores del LHC o del Acelerador que est\u00e9 de moda para entonces, sobre todo esto.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Steven Weinberg - EcuRed\" \/><img decoding=\"async\" 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\" alt=\"Octubre 10, 1979 - Londres Profesor Abdus Salam gana premio Nobel: el  Premio Nobel de f\u00edsica ha sido premio en forma conjunta al Imperial College  de Londres, el Profesor Abdus Salam de\" \/><\/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<strong>Steven Weinberg y<\/strong> <strong>Abduz Salam<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Peter <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, de la Universidad de Edimburgo, introdujo la idea en la f\u00edsica de part\u00edculas. La utilizaron los te\u00f3ricos <strong>Steven Weinberg y Abduz Salam<\/strong>, que trabajaban por separado, para comprender como se convert\u00eda la unificada y sim\u00e9trica <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza electrod\u00e9bil<\/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=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> carente de masa y la interacci\u00f3n d\u00e9bil con sus W<sup>+<\/sup>, W<sup>&#8211;\u00a0<\/sup>y Z<sup>0<\/sup>\u00a0de masa grande. Weinberg y Salam se apoyaron en los trabajos previos de Sheldon Glasgow, 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 Martines Veltman y Gerard&#8217;t Hooft. Tambi\u00e9n hay otras a los que hab\u00eda que mencionar, pero lo que siempre pasa, quedan en el olvido de manera muy injusta. Adem\u00e1s, \u00bfCu\u00e1ntos te\u00f3ricos hacen falta para encender una bombilla?<\/p>\n<div><img decoding=\"async\" loading=\"lazy\" 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\" alt=\"De izquierda a derecha, Steven Weinberg, Sheldon Lee Glasgow y Abdus Salam,  ganadores del premio N\u00f3bel de F\u00edsica en 1979.  http:\/\/www.nobelprize.org\/nobel_prizes\/physics\/laureates\/1979\/ - Conec\" width=\"329\" height=\"154\" data-deferred=\"1\" data-atf=\"true\" data-iml=\"1172.1999999997206\" \/><\/div>\n<p style=\"text-align: justify;\"><a title=\"De izquierda a derecha, Steven Weinberg, Sheldon Lee Glasgow y Abdus Salam,  ganadores del premio N\u00f3bel de F\u00edsica en 1979.  http:\/\/www.nobelprize.org\/nobel_prizes\/physics\/laureates\/1979\/ - Conec\" href=\"http:\/\/www.conec.es\/mundo\/particularmente-pesadas\/attachment\/weinberg_glasgow_salam\/\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwiHp8LLgPr4AhUI5hoKHbclBeUQr4kDegQIARA9\">De izquierda a derecha, Steven Weinberg, Sheldon Lee Gla<\/a>sgow<\/p>\n<p style=\"text-align: justify;\">La verdad es que, casi siempre, han hecho falta muchos. Recordemos el largo recorrido de los m\u00faltiples detalle sueltos y f\u00edsicos que prepararon el terreno para que, llegara <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y pudiera, uni\u00e9ndolo todos, exponer su teor\u00eda relativista.<\/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<img decoding=\"async\" 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\" alt=\"Martinus Veltman, co-ganador del Premio Nobel de F\u00edsica 1999 posa en su  casa en Bilthoven Octubre 12. Veltman y Gerardus 't Hoeft recibieron  conjuntamente el premio por dilucidar la estructura cu\u00e1ntica de\" \/><\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Veltman<\/p>\n<p style=\"text-align: justify;\">Sobre la idea de Peter <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, Veltman, uno de sus arquitectos, dice: <strong>&#8220;Es una alfombra bajo la que barremos nuestra ignorancia&#8221;<\/strong>. Glasgow es menos amable y lo llam\u00f3 retrete donde echamos las incoherencias de nuestras teor\u00edas actuales. La objeci\u00f3n principal: que no ten\u00edamos la menor prueba experimental.<\/p>\n<p style=\"text-align: justify;\">Ahora, por fin la tendremos con el LHC, y \u00e9sta pega, se la traspasamos directamente a la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTVb2q8Q86AQ86b9ZmwoV6op227--LtgJj6GzcpWXwAxwv8PugQ0crUHu0wezMygksr2-0&amp;usqp=CAU\" alt=\"Bos\u00f3n de Higgs - Wikiwand\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSqynmr75ar2ewKtspDpRju6uRfb5LyFsrDAw&amp;usqp=CAU\" alt=\"La masa del bos\u00f3n W m\u00e1s precisa jam\u00e1s medida es diferente de la predicci\u00f3n del  modelo est\u00e1ndar\" \/><\/p>\n<p style=\"text-align: justify;\">El modelo est\u00e1ndar es lo bastante fuerte para decirnos que la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> de menor masa (podr\u00eda haber muchas) debe &#8220;pesar&#8221; menos 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=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, el modelo est\u00e1ndar y nuestra idea de c\u00f3mo se hizo el Universo dependen de que se encuentre el <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>. Y ahora, por fin, tenemos un acelerador con la energ\u00eda necesaria para que nos la muestre y que con su potencia pueda crear para nosotros una part\u00edcula que pese nada menos que 1 TeV. Para ello contamos con energ\u00edas de hasta 14 TeV.<\/p>\n<p style=\"text-align: justify;\">\u00a1La confianza en nosotros mismos, no tiene l\u00edmites! (Mi amigo Ramon me dice siempre que la masa es el resultado del efecto frenado cuando las part\u00edculas se adentran en el campo de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>. Las part\u00edculas que deambulan por los oc\u00e9anos de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> interaccionan y toman masa a trav\u00e9s del efecto frenado.)<\/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<img decoding=\"async\" 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\" alt=\"Esto de la F\u00edsica! \u00bfQui\u00e9n lo entiende? : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">De la nada, de pronto surge un destello cegador, un conjunto de energ\u00eda que dura unos segundos. Cuando se desvanece, all\u00ed queda la serena figura de un hombre.<\/p>\n<p style=\"text-align: justify;\">\u00bfDe d\u00f3nde ha salido? \u00bfDe d\u00f3nde viene?<\/p>\n<p style=\"text-align: justify;\">Bueno, estimo que ser\u00eda conveniente que me formul\u00e9is esas preguntas dentro de algunos miles de a\u00f1os. Ahora es pronto.<\/p>\n<p style=\"text-align: justify;\">De la misma manera es pronto para contestar\u00a0otras muchas preguntas. Sin embargo, cuando dijeron que la hab\u00edan encontrado con un nivel de garant\u00edas muy alto, todos lo celebraron por todo lo alto y el Nobel fue a parar al CERN y\u00a0 a los autores de la teor\u00eda del Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>. El futuro nos dir\u00e1 si todo aquello estuvo justificado.<\/p>\n<p style=\"text-align: justify;\">\u00bfPasar\u00e1 igual con las cuerdas? Su verificaci\u00f3n va para largo, ya que, seg\u00fan dicen los expertos, se necesitar\u00eda la energ\u00eda de Planck <strong>(10<sup>19 <\/sup>GeV) <\/strong>para llegar hasta ellas, y, esa energ\u00eda no est\u00e1 a nuestro alcance&#8230; Por el momento.<\/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%2F2022%2F07%2F15%2F%25c2%25bfdonde-esta-el-origen-de-la-masa-4%2F&amp;title=%C2%BFDonde+esta+el+origen+de+la+masa%3F' 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%2F2022%2F07%2F15%2F%25c2%25bfdonde-esta-el-origen-de-la-masa-4%2F&amp;title=%C2%BFDonde+esta+el+origen+de+la+masa%3F' 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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