{"id":2850,"date":"2020-08-02T07:13:23","date_gmt":"2020-08-02T06:13:23","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=2850"},"modified":"2020-08-02T06:15:00","modified_gmt":"2020-08-02T05:15:00","slug":"el-lhc-se-pone-en-marcha-el-futuro-nos-acecha","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/08\/02\/el-lhc-se-pone-en-marcha-el-futuro-nos-acecha\/","title":{"rendered":"El LHC se pone en marcha, el futuro nos acecha."},"content":{"rendered":"<p style=\"text-align: justify;\">Cuando el Acelerador de part\u00edculas de Ginebra (el LHC), se pudo en marcha hace algunos, a\u00f1os os dec\u00eda:<\/p>\n<p style=\"text-align: justify;\">&#8220;El programa experimental del LHC. Demosl\u00e9 un repaso.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/tendencias21.levante-emv.com\/wp-content\/uploads\/2019\/06\/1033712-1300493.jpg\" alt=\"El LHC se pone en marcha el d\u00eda 10 a las nueve de la ma\u00f1ana\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Se pudo en marcha un d\u00eda 10 de Septiembre a las 9,30 horas del a\u00f1o 2008<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Es el mayor colisionador y acelerador de part\u00edculas del mundo, as\u00ed como el m\u00e1s potente (la energ\u00eda almacenada en \u00e9l podr\u00eda fundir hasta 50 toneladas de cobre.)<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;CERN entrar\u00e1 en funcionamiento. Actualmente ya ha empezado el largo proceso de enfriar su enorme masa a las bajas temperaturas que permitir\u00e1n el funcionamiento de los imanes superconductores a menos de 271 grados cent\u00edgrados bajo cero, menos de dos grados por encima del cero absoluto. De esta manera empezar\u00e1 la colisi\u00f3n frontal de dos haces de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> de una energ\u00eda jam\u00e1s alcanzada en ning\u00fan laboratorio.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRO8gaXvdlAOysZ08KYpHGIBhnBt77bUWv8CQ&amp;usqp=CAU\" alt=\"El LHC se quedar\u00e1 peque\u00f1o al lado de este nuevo colisionador de ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTXS9yLc7dy7GouLghud9lUeZIbID02UojU2w&amp;usqp=CAU\" alt=\"C\u00f3mo funciona el LHC y por qu\u00e9 deber\u00eda importarte lo que hace?\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;De hecho, sus medidas son sorprendentes: consta de un anillo de 27 kil\u00f3metros que se extiende entre el distrito de Gex (Francia) y el cant\u00f3n de Ginebra (Suiza), y que est\u00e1 enterrado a entre 50 y 150 metros de profundidad. Dicho anillo est\u00e1 compuesto de imanes superconductores que se encuentran a una temperatura cercana al llamado \u201c<a href=\"http:\/\/es.wikipedia.org\/wiki\/Cero_absoluto\" rel=\"noopener noreferrer nofollow\" target=\"_blank\">cero absoluto<\/a>\u201d (-273,15 \u00baC).&#8221;<\/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=\"C\u00f3mo son los imanes del LHC? | La Hora Cero\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo son los imanes del LHC? | La Hora Cero\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00bfC\u00f3mo son los im\u00e1anes del LHC?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;Esta temperatura es la necesaria para generar el vac\u00edo que permitir\u00e1 la circulaci\u00f3n de los haces de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> o de iones de plomo a una velocidad pr\u00f3xima a la de la luz. Gracias a estos procesos, los f\u00edsicos esperan descubrir los secretos m\u00e1s \u00edntimos de la materia, como si existe o no el hipot\u00e9tico <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>\u00a0\u00a0o si son posibles los viajes en el tiempo.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El LHC concluye sus primeros tres a\u00f1os de funcionamiento\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRSHcOhJB0T_Eb1my0OM3MwZqXuaxUrkeRilw&amp;usqp=CAU\" alt=\"CMS | Page 2 | CPAN - Centro Nacional de F\u00edsica de Part\u00edculas ...\" \/><\/p>\n<p style=\"text-align: justify;\">Consta de varios experimentos como el CMS<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;En general, un acelerador de part\u00edculas\u00a0es un instrumento que utiliza campos electromagn\u00e9ticos para acelerar las part\u00edculas subat\u00f3micas cargadas el\u00e9ctricamente hasta alcanzar velocidades (y por tanto energ\u00edas) muy altas, incluso cercanas a la de la luz.&#8221;<\/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=\"Primeras colisiones de baja energ\u00eda en los experimentos del LHC ...\" \/><img decoding=\"async\" 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\" alt=\"Primeras im\u00e1genes de colisiones a 13 TeV en el acelerador LHC\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Primeras pruebas a 13 TeV<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;El LHC, en concreto, se dise\u00f1\u00f3 para colisionar haces de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> de 7 Tev (teraelectronvoltios) de energ\u00eda, siendo su prop\u00f3sito principal examinar la validez y l\u00edmites del Modelo Est\u00e1ndar de la F\u00edsica de Part\u00edculas,\u00a0\u00a0que es el marco te\u00f3rico actual de la f\u00edsica de part\u00edculas. En su fabricaci\u00f3n han participado m\u00e1s de 2.000 f\u00edsicos de 34 pa\u00edses, y cientos de universidades y laboratorios, con una inversi\u00f3n de casi cuatro millones de euros.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El LHC se somete a su revisi\u00f3n anual | CPAN - Centro Nacional de ...\" \/><img decoding=\"async\" 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\" alt=\"Espa\u00f1olas en la 'catedral' de la f\u00edsica europea\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;Una parte clave del proceso fue la puesta a punto de los colimadores. Estos dispositivos absorben part\u00edculas desviadas fueron ajustaron a las condiciones de colisi\u00f3n de haces.\u00a0Esta configuraci\u00f3n le dar\u00e1 a los cient\u00edficos del acelerador los datos que necesitan para asegurarse de que los imanes y los detectores del LHC est\u00e1n totalmente protegidos.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20150521132158-15051315119_300.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0&#8220;Esta es una parte importante del proceso que permitir\u00e1 a los equipos experimentales que supervisan los detectores de ALICE, ATLAS, CMS y LHCb cambiar sus experimentos totalmente.\u00a0La toma de datos y la segunda puesta en funcionamiento de LHC est\u00e1 prevista para principios de junio.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"LHC, el gran colisionador de hadrones \u2014 Astronoo\" \/><img decoding=\"async\" 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\" alt=\"Europa construir\u00e1 un acelerador tres veces mayor que el LHC\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El hermano fantasma de la \u00abm\u00e1quina de Dios\u00bb\" \/><img decoding=\"async\" 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\" alt=\"EL LHC para tontos (III)\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">El LHC ya estaba presente en el horizonte cient\u00edfico del CERN cuando se aprob\u00f3, a mediados de la d\u00e9cada de los 70, la construcci\u00f3n de LEP. Ya entonces se decidi\u00f3 dimensionar la obra civil de forma que pudiera albergar en el futuro un colisionador hadr\u00f3nico. En 1984 las principales caracter\u00edsticas de la m\u00e1quina quedaban definidas: el LHC ser\u00eda un colisionador <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>-<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>, con una energ\u00eda en el centro de masas entre 10 y 20 TeV y una alt\u00edsima luminosidad (mayor 10<sup>33<\/sup> cm \u00b2s\u02c9\u00b9 y que posteriormente se aumentar\u00eda hasta 10<sup>34<\/sup> cm \u02c9\u00b2s\u02c9\u00b9).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/rafasith.files.wordpress.com\/2017\/11\/imagen-001.jpg?w=535&amp;h=363\" alt=\"LHC Tunnel\" \/><\/p>\n<p>LHCb es el m\u00e1s bello de los experimentos del LHC. La \u201cb\u201d es de \u201cbeauty\u201d o \u201cbelleza\u201d.<\/p>\n<p>La \u201cbelleza\u201d es uno de los \u201csabores\u201d de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/elhistoriadores.files.wordpress.com\/2018\/01\/15273574411.jpg\" alt=\"El Gran Colisionador de Hadrones | www.elhistoriador.es\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El acelerador:<\/p>\n<p style=\"text-align: justify;\">Un t\u00fanel de 27 km de circunferencia, a una profundidad media de 100 m, en la frontera franco-suiza alberga el LHC. Dado que la longitud total del acelerador queda fijada por la longitud del t\u00fanel, la energ\u00eda m\u00e1xima de colisi\u00f3n alcanzable depende cr\u00edticamente del campo magn\u00e9tico que pueda mantenerse de forma estable con los imanes bipolares de curvatura que lo configuran.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.lhc-closer.es\/webapp\/files\/1435504063_f394eac113fd9ac658d1f178b4c2d1ca.jpg\" alt=\"Acerc\u00e1ndonos al LHC - Dipolos magn\u00e9ticos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRV1dJezu5Xr4pXgFI42u7UQUAr8OO3mrw1Tg&amp;usqp=CAU\" alt=\"Acerc\u00e1ndonos al LHC - Fuerza de Lorentz\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Dipolo magn\u00e9tico<\/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=\"El origen del Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En su dise\u00f1o final los principales componentes del acelerador son 1232 dipolos superconductores, cada uno de 14,3 m, que operados a una temperatura de 1,9 K generan un campo magn\u00e9tico de 8,33 T. La red magn\u00e9tica se completa con m\u00e1s de 6000 imanes de \u00f3rdenes superiores (hasta dodecapolos) para focalizar el haz y mantenerlo estable. Bajo estas condiciones, la energ\u00eda de los haces ser\u00e1 de 7 TeV, por lo que la energ\u00eda en el sistema de centro de masas de las colisiones alcanzar\u00e1 los 14 TeV.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Los haces de protones ya circulan en direcciones opuestas en el ...\" \/><img decoding=\"async\" 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\" alt=\"Los haces de protones ya circulan en direcciones opuestas en el ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los dos haces que colisionan son <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> circulando en sentidos opuestos y no pueden acelerarse en un \u00fanico campo magn\u00e9tico. Por ello se opt\u00f3 por una configuraci\u00f3n \u201c2 en 1\u201c, en la que ambos haces comparten la estructura mec\u00e1nica y criog\u00e9nica, pero circulan por tubos de vac\u00edo y est\u00e1n sometidos a campos magn\u00e9ticos independientes.<\/p>\n<p style=\"text-align: justify;\">Un total de 2808 paquetes de part\u00edculas, con una intensidad nominal 1,15 x 10\u00b9\u00b9 <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>\/ paquete y una separaci\u00f3n entre paquetes de 25ns circular\u00e1n por el anillo, permitiendo alcanzar una luminosidad de 10\u00b3 4 cm\u02c9\u00b2s\u02c9\u00b9. La energ\u00eda almacenada en el haz alcanzar\u00e1 los 350 MJ, lo que impone severas condiciones para garantizar su funcionamiento de forma segura. Por otra parte, la energ\u00eda total acumulada en los imanes del acelerador ser\u00e1 de 10 GJ.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ae01.alicdn.com\/kf\/H12a0eeb1d769404c87173af356bf72ffh\/Imanes-con-orificio-avellanados-de-disco-de-neodimio-de-1200-piezas-imanes-de-tierras-raras-permanentes.jpg\" alt=\"Imanes con orificio avellanados de disco de neodimio de 1200 ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.google.com\/url?sa=i&amp;url=https%3A%2F%2Fes.aliexpress.com%2Fitem%2F4000688780115.html&amp;psig=AOvVaw0cpw9GJhk8faCFj2Q0Au7d&amp;ust=1596428892015000&amp;source=images&amp;cd=vfe&amp;ved=0CAkQjhxqFwoTCNjAyZvX--oCFQAAAAAdAAAAABAD\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCNjAyZvX--oCFQAAAAAdAAAAABAD\">\u00a0&#8220;Imanes con orificio avellanados de disco de neodimio de 1200 piezas, imanes de tierras raras permanentes fuertes de 0,98 pulgadas x 0,2 &#8230;<\/a>&#8220;<\/p>\n<p style=\"text-align: justify;\">\n<div>\n<div>\n<div><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Im\u00e1n de neodimio - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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idG2Gw1fMfpHSX6VFMThDX80WadQL3t2XPQvNyHucBfKST2C9rnq4jzCu4lMH5TaxtqO\/Uelj4ojBW1oKHNHmtxv+Sy9m6GmIkkqy4hgAjibcbx5+28e6xo421NxbpW2nq6dobHBu3NMYe7Jvhu3uJvGd7fPbTUaaqQIk6lcX5ANTwHhf5LxTM57R2j0KnmwmGNq8Rp2kXGWV38LfzKj2LYf7PXzQke499u4m49Ckqy8Ua1zQOxbrkywP2ilxQW1bAA0\/etIdPILXHDJHMa85WNeLsLzlzgcXNbYkt0POtbjrouqchGHNbS1Yc5hdJKbhrmuszLZpNugnMg4LhceubqWVjBzDuWVW0W4qaiI6ZJXDwvp6WRlE6d7IWWzSODAXGzQSeJPQBxPcoXS3Z\/BL7N1kxGrpg8d0eUfHMorhLA1je666G\/aNlLhTqERskgJfTGZr2ZnvIu6RkYfdzNbh3A6Ln1GyzQL3tpfuWoRg47GXysDeLgGjo1vbj4rcjZ2mjE15Wyuhbd7xPFExx4HcNcCZbHTt6tQtJjWjmHq\/NMMwqWtfI2EXMcMkxBP1Im3daw1J0AHWQgx8UiaLFma33rX8baFUpozLuom+89+UdPvOAHqVuKig3kVgOda47SOjyuvfJjQb\/FKRlrhsrJD3RnP8kkbzaTAWUNbU08dwxjmFlzc2MbXanvcVWel51+h3O\/i1Ul5WoLYlIftRxO\/ly\/5VpSPo4z923l\/wCVVdp5N5c2HxfdL2+TifmpOojyXH9RH+8f8lLlhBERBVERBRERAViuF43\/ALDvgVfXl7bgjrBCD5X2lov8aw1cc3iLfksWrqXOoKFruDHThvdne74ucpTjdNaV47SFqsWwkCnpmD3Wukd1GznSG3mQFoZXI5hbaqoxCncB9LRSsB6iZGWPgbHwXOalr2uLH3DmnIQeIy6W8LWXUuQo5MZlb1wSt7+fG75KL8o+EZMZqYIx784LR2z5X\/GRQaYkth7SAfPh6WVmgY4NLhwIcAe1tj52Kz8cjDXTNHBpa0fusYPkpphGDNk2dbMBzoq17yesSNbCR3as8lYF7kGp\/wC85A4i8cMhb2hzmXI7OB\/eVnlzwswV4nYNJWfzBRbk\/wAbdRYnBITzQ\/cv\/YfzDfuuD+6F07l8mb7NACOe6aw\/Za0k+paixyctqtqquOQOZO5rxFugbNOWO2XI0EHKLdXfxJWz2C2hNBU01RmtGXbuYdBjfYOuPu++P2O1aXAcObVYjTQP1bJNEx9jY5S4ZrEcNLrK2iwr2eSqprG0M0jW345WuOU+LbHxREl5W8K3eIvlb7swDr9FwLH5KD1Uxa5luN\/jzfmV1XD4TiuFQk6yxgxl19Q6Pmi57W5T4rlWLUjoakwv96Mhru\/3j6mykrK3T0UkhfM1hMcb2CRwGjN4SGX78p8lti3JIOp4\/mb\/AND6KY8nOGCXAsUJFznY\/wDADZh8\/NR11E6UZWi77OLB1ua0kDxtbxVhEax593gdTfUn\/wALo3+jzQZ6uqLh\/wClLPCV7fk1cxxR15XeA8mgLu3IhRbqtxFn2GUjf5XfksyOfUcZjc0dLXW8QbLbcmVAIdo920AMAmcwdAY+MvZ\/K9qt1NJaaU9AmlA\/dkcPkttsWR\/b9G4DV1K9ru0sZK0fyMYt1q3HKhT5q1ziNMkbfIE\/5gou9n0Q7H28wf8A8qd8qRG9bboGqhH+qP7bfg5Og61yZMtQt7XvPwHyUsWg2Ehy0MPaC7+JxK36wgiIgqiIgoiIgIiIOHba0u7q5W\/fJHjqPitViDLwxdzv6iptyp0NpmyDg9uve3T8lEXNvA3sc4fP5rfQazk\/G5xukfwbJvGHvMTwPXKs7lPo7bSU5H1\/ZZD3MdY+kSztkYI\/aojI2+V7XA8C1zTcEFOWdpjxijmB96nLfIyf8xSYWXP9o6K2+frcu8P+9F1HkppxPs7VRcSH1AH7QYyRvrZQjHaXOHt67roH+jq4GgqYz0VJJH7cUY\/ylJRxPaujMczXdEsbJB6sP8zHKc8oNca2noZOJbTMkNj\/AKyWRrP\/AK8vktZyn4aWMotOcI5oz3Rlsp06Lb4+qt7OvL6Ekn3JYIh2BrauS1++b4KdVWOTaP8AvqkB6JfUMJ+Sl\/K7hwZiMrgP8WOOT+Xdn\/hqLbE8zHaU9czf5mkLqXK9Q5qiB9uMLx\/A8f8AMSOZCO8jbjDPV0Tj\/s52D7r2i5\/hfEuezxe0VGIT8Q10jv4pub6BTvCX7nFKKcAAT0xgf2ui3rG+lPD5qJ7HU+akrCdS8038z5wf6ER0nkFpN5hFWxw0kmmb3gwRt+ZUJwpzo3Ry2vkc14HXlN7ei6D\/AKPDMtBUMPEVTr\/hRj5KL4lhpgyxuFiGtv2GwJCtK8nMdpsM3FXUxN92KRwB+5msw+LS1d+5L6R0eI4kXDSRtM9p6wN40+oXFtsahpmmcfekhpx4xhrHHx3d\/FfRWwNU18Jdpd1nX6bHXipYc\/2tomwzua3hcu8XuLifMlajZeTLjNE7qbP\/AMJ63228maoce1RjDpMuI0rups39BHzWpEt29qs8zlGWC8ZA4l7fg5Z+P1GeRx7V72cps8sY6M+Y9zBf5pI7Pg8G7hjjH1GNb5ABZi09FVFbcFYRVERBVERBRERAREQRjlCoN5Slw4sObw4H\/vsXLYReJ4+y4O8xb5BdyrYQ9haRcEEEd64zVUphqJIXdIIHb9Zp9PVapWzCwt+WQHtXjlnlzSYdL1F7SfGMj5ryBlcsDlKlMlJE7pjkB8xZU6L9TDd3iugckWCCn9okY\/mzbslhHuubnuQekHONOiyggkDg13WAfMXU92BrcpLei3\/fwSeRCHctkobJESOa2d9\/2ZWBrvRihmxkwNK6Pp3+fyjy\/MqV8uXOAP8A7l\/QqCbDyc9ze8+n\/RQ6pHQ4e9lbSVTG3Ec8O86w3etGa3UA469y7Vyh0QdCJOloc0dzspP9AUJ2NkDJmlT3bh96YgdOvoluKuHbTYluo6Z\/TDM9w6+duj8BL5rA2CqQYpIuvc+OR1Qf\/kHkrO3nutA6T+f5hYOwkmWoLTpfiO4OTqj6N5PMOjihe9gsZC0vHRmaLZuwkWv3KGbcWM7z2qWbF1doiO5QzaqW8ru9WFlyDbAfrH7vzJ\/zLuPJzW2pY9eMTPguH7Yn9ZI7G+oC6XsVWFtLF\/u2fBRIX9opc0ju9R9h\/XIj1Qynzc0La177uJ7VoJJrVZ+7C0eLnk\/IKydW3q33KluxdLYGQ9WUedz8B5KGh9yuiYRCY42N6gL9\/T6qKk1KVvouAUYpHFb6gkuLKSkstERRFUREFEREBERB5edFzXlJw5xy1MQu6O2cDpaDcHwPoV0mVlxZaqpgI4rVLUONTOBs4cHAEeK1m1gz0cg6gHfwkFS3anCtybgcwnS3AX1sohijg6J7esEeaspJgM28pYXdTMp\/cOX5KY7L1OR3guebDzERPid9VxI7jofUeql1BLlKQQwOV6TPET1Ob8woHseC2aN31XmRvi1l\/wDMFMeUKTNTP72f1BYmEYRbCWVVtYqqJxP3JLsd\/XH5KSSluES5XAqZ7QVmam49A9QoFSvsVu8QrM0WXuWmnNtsGZpKZo+tJbzc1WamkNPjU0XACea37Lg5zfRwW1q6cy4hh8Y1vUtv3B7CfS6zuV+g3GMQzgWbMIyT95pyH0ss9WE12ersjSFHsZlzSE9qrRVNgsStfqSrLV+Dn21lOTI+Tqe1h\/Da75qZbLT\/AKvF+w1V2jwAnCmVIbrLLNm7bPyxnyi9Vrdm3lsbWniGgKJZuqh6j4P0r39ZHk0WHwW9p4jNI2NvFzg0eJ4rb4nsC\/PeKUBp6HA3HiOKqxDW7JU2\/qWj6rRnd4cB4m3qupwU4Ud2bwAUrSAcz3WLnWte3AAdAFz5qS0t0VsKenvwC21LDlCsYcVnLMszIiIoiqIiCiIiAiIgK3Oy4VxUIQRXG6BszHRu4OFr9IPQR3LjOOYRUQOMb43HqLWlzXDrBHwX0BPRHoWsrcOJ6Fu7fBxjANnZI2Ple0tJ91vTYcSR0X6uxZjH2K6JJSW6FzjaKI08xb9U85h6x1eHBVJabbRxdAWjpt6EFdM2L2eE2CGBwt7RHIO6\/NYfDK0rl9U8ylrQLkkADrJ0AXd8Fe2OGOIfUY1vkLKSlnG8JqnOYM4s8aPHSHN0cPMFbWWo5qrtlQ+z1ry0WZN9KOq7jz\/5rn94LWOqNEGXsPS7\/GqfqhjmlPlkHq4KV8u2CGaiZOwXfBID25XaH1srHJFSAS1FQeNmxNPjncP6F0DG4WzwyRO4PYW+Y0PnqhZw\/DKi7FWpfe9tSteLwudG7RzXFp7wbLc7HQ76siB91p3ju5mo83ZR4qrDp1fgbf7ObR6XZCxoJ+2wDXxIPmuJSAxOc1wLXA2IOhBC7\/O\/MFrKnCmPN3xscetzGuPmQi2QPk3oS6U1DxzWghhP1nHQkdYAuO89i6XG0OWIymtoBYLNp4iEF9uG31AV1mHkdC2NM2zVdWJlm6zTQZQryIogiIgqiIgoiIgIiICIiAqObfiqog1GJUPSAozimDRzNyysDhxF9CD1gjUKeEXWJU4e1\/YVqJaiXPKDZaCF2eOPndDiXOI7rnRbyKMtW8bhbh1Kpw53YrdboNthhRqogG23jDdl+B62k9F\/iAoA3Aqy+X2eS\/cLfxcPVdvnwpw6L9ysuoXIjQbL0JpoWx3u7Vzz0Fx427BoPBbuRziF4EBB4La0tGXDUWS9llBsY2RhqX7x2Zr+ksIGbvBBF+1Z2CYBFSgiIG595zjdzrcLnq7Apc\/DivAw89SXLsSkiK3EVILapSUuXU8VlLMyzMsc0bV6ZTNCvIogiIgIiICIiCqIiCiIiAiIgIiICIiAiIgIiICWREHnIOoL0iICIiAiIgIiICIiAiIgIiIKoiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIP\/Z\" alt=\"IMAN CON FORMA DE HUEVO DE SERPIENTE\" \/><\/div>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En su\u00a0 momento se han produjeron m\u00e1s de 1200 imanes (de ellos, m\u00e1s de 1000 dipolos) todos instalados. Los servicios criog\u00e9nicos, que distribuyen y suministran helio l\u00edquido a los imanes se disponen en una l\u00ednea paralela a la l\u00ednea del haz, en los que constituir\u00e1 la mayor instalaci\u00f3n criog\u00e9nica del mundo con\u00a0 27 km de circunferencia (en una de las pruebas, se produjo una fuga de helio que dio lugar al retraso del Proyecto).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/_i6WEcwLl3M4\/SMf8ZqeRg5I\/AAAAAAAACws\/5UlWiVXvaYw\/w1200-h630-p-k-no-nu\/CERN1+final.JPG\" alt=\"El espacio y su grandiosa inmensidad: Inicia su operaci\u00f3n el ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El LHC tendr\u00e1 cuatro puntos de interacci\u00f3n en los que se ubicar\u00e1n los detectores ATLAS (A Large Toroidal LHC Apparatus), ALICE (A Large Ion Collider Experimental CERN LHC), CMS (The Compact Mu\u00f3n Solenoid) y\u00a0 (LHCb\u00a0 Large Hadron Collider beauty experiment).<\/p>\n<p style=\"text-align: justify;\">Los detectores:<\/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=\"Acerc\u00e1ndonos al LHC - Detectores\" \/><img decoding=\"async\" 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\" alt=\"LHC \u2013 Detectores \u2013 Parte 2 \u2013 by Vir \u2013 Kirai\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"CERN LHC Experimentos y Detectores: Atlas, CMS, Alice,LHCf y TOTEM ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQxUQ54abx1CBTDAjh9lPgyv2nW3neL6vVGmw&amp;usqp=CAU\" alt=\"About CDF\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El dise\u00f1o concreto de los detectores viene dictado por el programa cient\u00edfico que se pretende llevar a cabo, teniendo en cuenta cu\u00e1les son las exigencias experimentales que imponen las caracter\u00edsticas del acelerador.<\/p>\n<p style=\"text-align: justify;\">Para una energ\u00eda en el centro de masas de 14 TeV, la secci\u00f3n eficaz inel\u00e1stica <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>-<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> es aproximadamente de 70mb y esto supone que con la luminosidad nominal del acelerador, cada uno de los experimentos ver\u00e1 una tasa de colisiones inel\u00e1sticas de aproximadamente 10 exp9\/s. Sin embargo los procesos f\u00edsicos que el LHC tiene como objetivo, como son la producci\u00f3n del <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> o de part\u00edculas supersim\u00e9tricas, se generan con secciones eficaces de varios \u00f3rdenes de magnitud m\u00e1s peque\u00f1as, del orden de decenas de picobarns. Es pues imprescindible un potente sistema de filtrado (\u201ctrigger\u201c) que seleccione aquellos sucesos que sean potencialmente interesantes. El espaciado entre cruce de haces (25ns) es tan breve que el sistema de trigger no puede tomar una decisi\u00f3n en tan poco tiempo, y por tanto su arquitectura y la del sistema de adquisici\u00f3n de datos debe permitir el almacenamiento temporal de la informaci\u00f3n correspondiente a varios sucesos y su tratamiento en paralelo. De esta manera se reduce el volumen de informaci\u00f3n que habr\u00e1 que procesar posteriormente desde aproximadamente 10 exp9 interacciones\/s hasta poco m\u00e1s de 10\u00b2 sucesos\/s para su almacenamiento y posterior an\u00e1lisis.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Tesis presentada para optar al grado de Doctor de la Facultad de ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Otro factor a considerar es que a la luminosidad nominal se van a producir (en media) unas 20 interacciones cada 25ns. Los productos de la interacci\u00f3n \u201cinteresante\u201c emerger\u00e1n mezclados con los resultantes de las otras interacciones procedentes del mismo cruce de haces, dando lugar a una multiplicidad media de ~ 3000 part\u00edculas cada 25ns. Este efecto de acumulaci\u00f3n de interacciones, conocido como \u201cpileup\u201c, se puede paliar parcialmente con detectores muy finamente segmentados para mantener su ocupaci\u00f3n a niveles razonables y poder as\u00ed separar las part\u00edculas, pero a costa de aumentar considerablemente el n\u00famero de canales de lectura del detector ( hasta 10 exp8.-10 exp9.), con el consiguiente problema de sincronizaci\u00f3n entre los mismos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/vinculanteteoriadecolisiones-171107013338\/95\/vinculante-teoria-de-colisiones-4-638.jpg?cb=1510243019\" alt=\"Vinculante teoria de colisiones\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Este gran flujo de part\u00edculas procedentes de la regi\u00f3n de interacci\u00f3n provoca que los niveles de radiaci\u00f3n a los que se ver\u00e1n sometidas diversas regiones del detector sean significativos (superiores a 10 kG y\/a\u00f1o a la luminosidad nominal, en las zonas m\u00e1s expuestas). Esto exige que muchos de los materiales que se usen en los detectores y la electr\u00f3nica asociada deben ser resistentes a la radiaci\u00f3n. Asimismo, para cumplimentar todos los requisitos en materia de seguridad que esto impone, la fiabilidad de los detectores tiene que ser m\u00e1xima para as\u00ed minimizar las operaciones de mantenimiento de los mismos, que en muchos casos tendr\u00e1n que realizarse con dispositivos robotizados.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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0+KE\/Z7XsRXHrXbE+w87NPh4\/+HTjsPBP31Efwwwzeemh6bkWgJDmTMqSos6Wajz6g4B6Xl2Xp6lCG8Ua3GndBCaBvV3JO2njvgnqOWE3TMmF8QhJZ2bTpJWyo83mAC2TX298XL0mwBksqoQB0zmrbVpSOtVdvPf54snwsHgXMTRiYBYWI8RBViyKKMaOxO+22E0GUy8fT5c0fGZ45Y00+MQGDrzsSBv\/AA98R\/DvVMvKZFWPMLK0MoJaXVGFEbNuCdzt3\/fiNPCqd9vX+OIE501v2JO4A53\/AH\/YYIkA32\/cf498cE0tdzv+Xv8AvP2GNbUY1m1idRqcowNA7kkc0AoJHY3fqMK8\/wBNZFDsSb4tHU+25FHbFv8AgXosWZzEjuG8KIAokgHmLWbIZ1OxHKn0wV8fZUPJFEtUNzZr0v8AG29Yzt2rnUGfC\/VtPTsvGoN6iotp1BJkYfMtL37Yg6ln7c5RSC7ONLFnZYwNIVfmLA3uOBhTkI9hHHaxoQHfykpbHtyfMzHccDnBqQsBEhBrQCr7Of2gVYb58unTsaP53jTjxkRbriaNYTHlySyEgNKF8wUKQfkW3Aa9\/MRTc0MGZHKnKq+ZOZCtMN9JEYcEnZrC\/wCUbhfoLOM\/XI8q4y4Kyk6Y1bSpMKjVqLBPOyqD6k7EWSKxFkVfL5h5GzC\/tE01QCFKJAAnvTZ3u1rV2w6IY5LqY6mjq7TQEsRGsao4eMgaixbhvce1YDgWDLrqhQhUI3VGcFlkjkVWK\/iOki+14zpU364JjHKsBLEIJI3JkVmFujRkUQ2nvQsc3ifoDt09Ghgmcq5DSKNNuFkjtgDuP2Zcc4i5vXag\/wAGzSvK8mdy6SxORH4bMUMRYghuLA3APffBEuYyeWiiZI0iM0YcIp1MdZsbn0FCzXGAehddGczDxCRIF+cSSkBSVcMA7drNbDc+uB4PgxXdZZ3jdTsEgBVNKEr333q\/vgvX+nLnnSwRJmnt48s5VmZgVdSPMxPN\/b64zFQ6z0bLpM6sCxBG+o8EAgc9hQ+2MwdjVT6x\/vT9sBYb9ZyDiTgkMARsR\/HAf6g\/pjOw5UEcrDgnDT\/tDNtWgUK2X09ffA6dMfnb88P+nfAks+VmzKyIpjBYRn8aqLamvZh6EenF4MGwvPxdmyABIBXoowZ8NdYnEgZ53EatrKA1rP8ALfFVGC4+oyAUCKqvlX+mEb1j4HzSSa2al8xvURe+\/wCWLK+TBzrOW4jUIb2Nlro8X7Y8Ji69mF+V6\/8ASv8ATFj6X16U5J40Mjylr7ALvtVfnXrXFYud1N6i9\/G0QyuYgngjjEsiOhZhYutmoEWRhJ8PZQFEy8olMy65UNFo3QrvX+Ejnf8AnjXTOpfriZcTT3mYC4aKQaNSsNtLcs91t\/DE3Us\/4sMKRykAsyOqmmK6Nwa3rb6YcmeFbMupM51WaVoooZdcfkkEWyxs5J\/3hWmI2B+bbBObjZaSCX9ksiiXwSJIlekbSqvtLp3okFe13gfK5lMsqRyzF2Vo\/CGilhiB3MjDleaABPribKf93UaVgZptAMrAn9lYbykbrGe5G\/FYcyzqAyjcMTmAjGByIkEjmIaga1EV4b181bqv1BxNkpESx5CPIhKJaFFGz6t0sOdRJo7Hngc5fw4\/2kLeLHr8JSzzJGm5Ytp001VtYbsedsdTRuyha1gn9gxUgNGooIF8INpILHUxrY13JBHlfxt005bOMwFLIfEXuA1+YXQBIb023rtg3N6Jlj1NpWSrJPF72b9wMWn4o6WubjUvJ4YQ2ZChYgGlJqwSB8pHar9TiLI\/ouzE2VUpPGyWSrBTRXm6NYztxav5KdoFeFJFKkGJnUAhlBo6SbpWoHY77YuOR6jlB0UjRplMbKG1aNUiHcjs5B0k8335wvyf6OpgoUSWF2sRk\/wOGnUfgtoslFDPLGoy80kmplNHxQtAqOfp3sYWyjKK\/wBixLk880cgkifMRsGDBioVLIJ3sBmJ27HFd6DmMvrCJEgcwyefctfhOTxIV9tk\/LDvKSCLoWZ0KulcyKI1RhgSm+4DDnjf0wn+H\/i5pAMmUy+jwpRq\/wDNOmN25LUb9+w\/MFJfBBXih6nv\/XkffbviX4a+HWzsrIB+zjYGVxZu\/wDyx21dyd\/WuMbyyNmCmUiSpHIOo\/Kqjlt+a4A9SfQVeo54umZbwo9yaAqtz3J9+59NsVb8FITZicZSXMrElACNNggXYMa+TYUD27YrE0jTMpfZCaLKADYXagBRHIv\/AK4nzEpnkaVrpiSxB\/dxxtX2x0kqoB+Ly+VdvMoJsEfhAIU\/fGvHjjO1FFD4fIVQSFdeFo2oYcC\/nYEcH88TwZtmVI1NQyDUzgqxs0VADXQH4lKjccnEsKi0DHU+lfCCkfLRsEGr8gPPN8XviXqIkd4y40AnzR+YMrsEDU6EFitCtJN3hgPnJUiWOCFpHi1KA9M6ottrYHTpbc9j2NDDLLdLMWvMtMshlHhBDEChUNpGlJSx1bXtVWcIVzBWJFhRzE0mzAEqqAkMVJ2Ju9ucMoelFVfNF1m1L4axvFaEFwuyMzee\/MK2s8YVynOkuQzb5oztlFH7JiADIkTWzWpUMCCLUeUA\/bbHGR6E8EDjOxxTmZwLYtcZ9QQRqvc77DSPXGsnmVJlbKQu6wN5hFEWKiywGgUQpK0SSOO+O8p1CfMxzfrrPA6+aERoGF6TasjbAV3Nnc8VhVWfw3m\/U4Ungy4VnHm8OIBtFMKv6V7nFIzHUs3mHXL5W3RfLYQxk2xYhixsVddsXDpnwcvTw+ZinkEyfLIKGxIDDTuNxY3vG\/8AtnloIkE5Z57clStNbSMbYkAC+bwhbvqp9SnEUjRy5BDItBiGNE0LONYZ9Y6jJmJmmRI9L1VS2NlA7genpjWHoxWs9OFIVm3Arm6wA2ZT\/FgHqzEyMTgPGdokNznR64LZta+FrKg0edvyxX1W9hjbKQaOD9j\/AFMj05FPmcfni1Llem52eFVvLrQWTSAtni97W77gAEVYGKEDgjKZoxnUAL9ThaMeg9I6NlEnliAEyo5VXIHmr6WPywf1LLA5lwqCJVRRpA03ZJBx51lOtyRHUmx52JG\/ri19N+LJXy2ZMiJLK4AViLcHfitlAuxXB\/ffG5diOXHZlH9bg8CTKyQ0jsskbSUC2\/BFjZgCReJPh1P1VfCm8M5dizLKykSq4XgFbJFHYbA4h+GJY80cvHmMwY5o3fyuvl0su2+1mwO\/9cMulIc4sWhG0RysrONwDoPpvXvWK6p646ZMs4inLq2lVSRAp1REsQA4PN9iMHZLPNIXadp53k0hI1MaLYoarYeQhTQUUvN44+JLE6xQyeGjpG7GKh51Y6WJHzHYVfpiODrClnmalVY1AeRtUsjbBh4SCmZjTEiqob70V9j6MDMYWCK6yJGPDIEjukTMdTFkicBmA7XuRY7YkV1XyVqiYhqOksAPlLgGRgKshTQ33rcAWGZ4gqSWVWlVDYA1iy7RKy2+mvLJwcdtKbMsblkO7IaJWgOQQAW06b0ihsNXfCCHP5gobZFpvmKjY2K1CrBV15ruBsCMV\/pvxbPkJngh1MuoCnctEBKwJIXY6zfrWx2w\/nmV1N+bkr961Kx7XvV72N\/U0\/qWaCtLGVDFnh0v6BJL4\/8AWf4dsRYuV6n1TOzTQGbUVCtpqItGTYvkNW3574A6V06fNZaaKbxZFlcESM3isgVqIAaxvR59ucEhv+5PzQmFc1uu\/t2xB8IfE8sMM5kUxwQSEFwviE628lLV72RtfHvhfQ3fSvqecTKdJmgSnZ56UGPTpZHAKuqqtNpW+5wo+AfiPMT5iLJBIArK6g+Fpa9DFf2hViPMefT6Ya9ZXLZnIySpLOZBmjmAwhdNLGQqDqKhR5O3ZvcVhj8B9VY5gNJ+ty0p0szs0SsLsNtzQ22P54Qb6b8OzdLiaSUwmaQbtrPbaha7Ior\/AFNYpmczDSMXkawW4rdgAKoHhd+\/vfuV8RdXzGbkaWTUQTpVdwoHZQB+enn1woGWk1UQdXde\/wBDWyD\/AK4viVTLOSdjpqyT2UkHc3uW537fuxJlmoFQdjWpjubAbi9uNQ+w2rA4jGw5NbAdqvk+o\/mcSTsAwZqkN0V2o0T5d9txpI+pxr8M08MoHy8awSdVhGC2RRJbdtIHPHscdZptRV5XBYAq4Yrob5dbEMuwquSQvarwKSwIbkNvVXqFEKQT3sk0VPA98E5xohIioxdgtRkWWKAW2w3IIB3C7gfXAeuy\/jsrZTLkRvp1VpGlEZgTWrZt9hRBHBxDBkShLs4lQpoEbK6qF1VelZL1FhqoNW+4wzi6pmZmEmWiVCaVwSNSorHeiL1GxW3rt3wDBlwkhmdvFi0lQhDREANQa1ckPYvynCvYnTqKfLwFjBpVVcBqJC7b0x5Jtdibok4107PSZ2OZ1VVEYMmmR\/D1rTXpc8tvwB6YdZfL5fJqTlpfNIwEwD6y6kFiH5HqexNnAXXfiTL5qJ\/BDUjHU+n5QUZb0L5tO43rB50frnI9HzgkfMZ9jLEt64lfz1z5TWla2Nj0wZ0n4JykwGYId7kkBWSQtSo5VQDsTsOThRl\/jTMZx3g0JFHIrIH4UWDuzvsq1e9dxhTm8rnpACjGODW4VUmLozBjrI0ncFj9ME96OcbyuQ3+I\/hfLrmHCsqDy0oIoWoNb4zCjNwSIxV4Y3YAWwWgbAPp6Y1gwlY6kh1nbAoib0P5Y9Vf4HmNUw4rdK\/ngWX4Izg4CH938sR+sH7PO8vA92FP5YdxfB+bmhkzKqKjFlWNOVHLKOCBv37Yj6\/HPl5fDkGhvbGRfEkqwvH4jHUdxe3v9MLo9qvEVzgtunyAhSjAsLUEHzA8Eeo+mJ1z6d4xfriy5X41Mk0UssSFoqC0oAPuwvn3FcYUPaU9J+HRLy9fTFx+GegiLMMiWQFUt33N\/wBDhIvxXCs8kwjALuW07sBfO53wxzPxLBMks8cU0culQpjcgAi+34gfzxfG5U3T79IOVWJ8m6KA1upIG7ChhJl4\/wBUMU8JZNdo6qxVSSp0kgcnAfTOsDMmBM3mJ1ljdiLQMKYbaRWovdc7ViTo+dXMgxPPCpilLKHRhrAVhdg7c8YJILaLyWZaKHwGRHdQjQlVCyFNdvqcbaqBAsNyMEPkomb9mWj8ONZtL76B+INKo0KUoc0d+1YDyj+Kq5oNEVjAVlEnmHnqyCBt9+MTjJyoNAUkAq76WVlKtenZT5hYPbasV9UvuDsmZoVCsuqI2SwplZmG8hYeWWhVeJqXcGsdIEZvEgcxyGvIx5rtZ5rbf14VQt446bPMrEyAgnd2ZWQltOk2woHStAA2osbXWIsx1OCQnXHoN8rR5JPauNhZ1Hn12Mp63PPTNtpck2h2D+6+\/Br6VwKqvX2BkV1JPmW7FUdSbEdj39CKPNjDjOZoaaDCQdlbZh9Cd\/3HFez0hOoG9ipBb5gPEQVfcb98RyPi9VZmXJlGBEjvqXynQwAoUx3wvy8LL0zqOrY64mFb81uNj\/A\/TFgadJo2aQgGONUSzuSAeBzzW\/ucVjpZ\/wDDur8f71SePWt9uNvfEgR8CF16dnpCW0q0ZWkLHWrawNIQEjcdjyfSsB\/BfRJvGy8mhNC6zZdhJThxupCuTY4FED02xB02Av0HqEdquqaE2xCgftF70B+H++Ap\/R78M6c5l5jm8nsxPhCYGUjSy7LpK3337flhVQ79qI23FAEagQKFi11cAeoUk3V4AMnlpbZSbKqCqfc3bfbAmZzZQkKVOljR+bk9gBpH2GBFmZhvrPtVf6\/lh8YLR+uvmI07+VPof9a+uOvCJjsKAANiea1EcD\/Cb9qrAyO1HZVO3NG69b\/ft3OCJTGVYWzexBrkbEEVuAF+oONYyrJYFpBqtjflbfSwU2mmqICeqk7nucbDrpRB8j2V2NJV0pDUFJIO3r645ilCBgVJWRSpJHatnG531UNxwL9sdhXZWYIdKgmXzUQ1GtPkNjaycMzHKJnNQMYEcvMisfwB9qpSLbYbNYo+ox3luj1qzZYvDpKiM+RgA3zagWpw3m8vPHfA0T52d6WRVlQeciwGQPso01tvvsDtse2F6xSBixkYxkEFNhp83Pm1gMCLJonkd8KiDIMtDl\/EB0yJMQriUBzbfiF\/K1\/iG4GG3V1yiQSDIugZrjZYGPnDI9KxU7i6NE74Af4XMELSGVnWXSSfk0swsMNJ5BJAHG+COv8AwnDk8vM8VspUqwkOqrBpgBVPYAv64L9HtMM98TZGVJ4oyzsY22C6RdGua\/ERsMVGb4u8ECIKrkO7aw23nYtwBsR6YuEvwplIo2kgCpIiF0YtqIKrfc0fp74i+GOm5JssGdYg\/iyWzadZAc1d9qwpafV9qtT\/ABI7Gw0JFCjTjgAcHGYsPVugZFpWbxYlujSsgA8o4xmDSO4\/iJtII9PX74mj+IpCwFctX54qOQYhaPphjDIA67j5xhJ0l\/SlkWkzaAbswAx59ncv4blCbI7jHpX6UtayxTICQBsw4\/PFEfpc8weZY2ZV3Y+l965r3GJq5eioDHeg9sSrkZDwpw3k+E80kiRuqrrohy3kAbgkjthYZXlenu5paw+6LkmjcoSG2B24GIEyz5WVo5Spo0dLWPqMP5BCBLLFmR8goBbNixRH8we+L49VPKpPiGDSctIgpixRiNiwoHn74Ily5P6vJGul9eja+ChJH7rwo6R1SOUouaeQOj6lAFAgrX15AwT0md42AzEUrIzkwuWKgEBgLrk1vtgk47KWXMOut5NYMwkaALHNGhmX8LlWI3vCSGegoJT5TB+GxERRUen153xkTsUMUoQyEAxTEFmPmvfUdgDt7+mOXzsjANsutRFIEVVBYBqcBRtW\/wC76YrP8H\/ZjkupSj5QCSBekMOF0AeU9lrb1NmzRBZ6lOdXiRAbbazIouzt53+329d8LsnmiULMZGchTZJYWPKTQPOjcmv5UYuWkctTaFA8xACnje6oDe\/mPBHbBRoTOR6lOqKID11UPfcE4QwJAHcuLRUJAjckarUJyOA5B57Yc5hYRsi+M3difIPqTQP5H64RdQzHla2XdQQF2T50+UckbfMee2M7FR6MUpdOok7+ba9\/3bYhyEStkeplqJR46Y1Ypr\/n3rBD4h6cSMh1Y7jdCOdxfajfN8VhAojzgbpebywVdDmJnmDLoiIksBgGJs0B9xgH4B6PlUzmWkGfjaUPtCsb2fmFB12Brf8Adzhl0LPZd8hmMpmGmV59G6wyOUEb6h87m79iB7eu\/hP4ZySZyB4p8w7q9hXy6op7USX\/AHYS7Zc6Ic06W\/ms6v8AGR\/EDAYjHIW+3+8H54a9Tj0aqEjCzZK2Ab4IO\/N4Uqyt+FDv+Elf3HFcRz5S+ROiWa0bEe54Gw27\/h+pxKxfz+4G9Gm3BsfT5\/8ApyN4qLezWT+Lj7V7X9wMb8tk6LDcAcbVqA3s3RXj+mNIyooR2oJZaVWYISRQFDw+drJ133+mO8wrREqJAyaf2lEjxAwarp\/KB6fXAWXcB2skWW0b156tSdVCtNqb\/LB\/hQsCyyHSiExK905OvWDqvWRuRXre+GSTO9OzEBAE1SEFy41DUuoeUeawN9\/oO+BRlbbxi9xnUujexufMxLUWB+a\/fDD\/AGDrZYUzF2rSh6ViaZfIdNEC2PB9q2wvfI+dmZqiuSMxgGxRO5pgpOo79q9awjG5jos8MJmkm8RXVWQVaoWFgFXOnRvpqvTALdMbLLJcviHcqQo2dRYJ1baD5hp+mDZcpm1gY5iUNEyK8aBnK3sVjGxIFdydtPOAcz03NhJhmjSgFt5FANfgFizIb237HY4D7RL0IxSF2fxFq3pRZBGpgoN0e3\/TBMXwbNm08czDZzGqaQSFU7WV279sC5UZ\/wASnjlAfyqSindwNIJNCqI3xnTviXN5NPAhjtEZtReMnzX5qIO4wrZfD8vg7N\/DGZVivkeq8wjoHb2Fe2MwxX9I01DaHgcowN1v+L1xmDstVfrvWisjLFIGUEgEd98Jm6rKTes4BOObxnaqRZk+LpjGsb+YD1P8jY\/KsSy\/FknhOq6VDCgK3F80eRirxizjqYYe0sjr9Zb\/ABHBeX6pMu3iMRVVZO3oL4H0wurEkUhGFqsdSsWYtR3N4sPwblw0ulluxt\/fcYE6QpY7jb6YseVSeF3ljjU6UBtzVfQdze1Yvj6m8s8PvjjIKv6iI1VW8QgUKvjbGvi\/MRnL5aMOGkWUHSvmYDQ1nSN\/QYqkfXTmZE\/XGc6CWVBQXjjaiCTW9446Y8kE5MZ0RM34iPtvyWHb1wQrbbRrStIn6xGF0wrR1MLPm\/wjf7HBWV6cZrCW6mIyBmIi0uSyjY\/PZoVeBVVImI06jN5i5Y+Vb3XTwT7nEyZ+RnJ1B3jOtA5ryqrBdI\/EKG1bbYv31N\/wTDn449gA4JB2BWMHTosL82q79j6b45zGYdzqnfSo2CAUBvwFGwIJ7+vOFsGYA8yi7CsCdjRBDoa2rfgemA+pZ\/w++qUbXsVT2FbE1RBU0PTC8HqXq3VhGNFC+0fIX3kP4jVHR9z776hLkny58Nv250gs6N5t1JJY2EA3FL6VxWKuELNXcn\/U4LzsDRLoJ5F9tu4\/cb++M720Xb\/tdlVXRch2qwL597wf07rmWGSz8RzC68wq+Cuq2AHY9geTz3x5lF+D6j+P2\/jg3LPUqG+z\/ir8Pr4gr8x9+MGA\/wDhPOzW6qzHWCBbcCrsbnzgA7HbnDr4QzmXlzMMrtIsqSxhY0HkAYBkJJayfmsk7UMLPgWP9jm5AxDBfLR3+SRrI+oWvvzgHoHVp3zWW8UX+3QlqANludh7+hwg9B658QZd\/Pl93b5gaHHNb7n1HOK+xymYQh4jHILtl8t+nG2Kl41liNtyT3HPf1H+YbjvYxPDPflb09dx\/UYcTh9nPhmSJdSMZIidnsDfmveq4\/0wgcyIV1L8ptTwAdq425Go3uaOHMXVikAislQ+oV22r7YTdT6uCAN9id+OfcYqUkuXzS6mYig4YVdBba9eoDkOKoL3BvHecaMkSRqQSLUVRsBtey+aiADvW3piTouTizCMWYg6tO1DahtxVe9Xgv8A2U0aSSOusOg0SLpBjbcjdiObUGqs9sP9vgFkkAPkR2oecWQbIK2DQvk3ZP2xrwmZr1DQ2pTZ8NQTyWC33av4jBaZCPMOsMLaAEZv8RLqV1DUfMASb2OBx0+ancDRCGdG3BKvzZ1Gwu4HN7euHmCCf9o5uRHy8gdk0qyqiqdKJTCmO5FVVke+JM78YPmIZIpViRjWlheoU25rcA1tz32wtfNO6FPDIIVdDP5NY2UNTbEVe91vi0dX+IMrLC8kLBZkABuMaiGIUrdFdxf5bYA3lvjSCVGheGStBUspGltKVYsg71xziP4X6\/locusWYfw31s4Gk6aIAvYV24OOh8JZaWGOSJbPhqxVH2Z9IJ77XveEPSPhP9ZjaeN0W5CuhlLLWkG9XPfE+Kk2rhmD0yVjIcxFbUeQO2MxTMx0TOIxQsCRQvUOK2\/dWMxSNioyjfERwRsfXEseW9cZY1CrgmKEtvRNc0OMNcrBlvD83z+t\/wAsGZXqiQK6qgJK1fFX\/EfXFTj\/AFN5E8eUTlrGG0OWyQIdHY6QCQw7+nuMKM5n1I2BvveAIpKN4NkGWrB1nqcZZjEgj32UelfuxD0fOO9ozkjnc98K0dS1kcn1w1haONga00v54cvelZkw06t0uONIpE+cy0fpQI++JfD1xJGgLuJNWkelG9+PTA0XU48xpjkcRor6htuTXtjiGFoP20cjgGQLXqGuv4YY2iIWimQrJ4iSqKUAUF8w3u\/N+WCc5ITl4nNtMjsCw+YxgNZrsl1f2wF1EsdMiLq8NCWP+GyDv7+2AMzmh80ZkVSlPqb5jve3AG\/A2w7ZCz+CsxnPBUFGDG7D7qaK+ZCp\/CdXPesIZGPzH7YlLFjqb+6xmUgaRrANA7bE\/wAAcZ7q50ZdFygAMj7kC6vck\/Kv51gTqhLXZs8k+p7n9+G2Zcquiz5dzW9sRsNwOBv9e22E8\/fDwBYl+XbuO3+b6fzwwy3+9j3P4xyR+H\/iWvzH3xFGoKpsL1D\/AA2fP9GP5\/kcMo4T48PkqzINg+\/l3+WJSa9gfesBrH8JZmR4M4XUAMWcEIFBLRSaqofL5RsNhZ9cJ\/h\/q8omgjMWWAMqAkRgvu4\/ETqv3vDj4SU+FmRvtHsN9v2c3APGEvQs9nllhjOsR+KgI8EAVrF76LH1xJE7OQ5INEMcdFr3470O3qV\/muIpuT9TjIpK\/v8AvfFQCY8yR3+\/Y\/0++Bs8VYcUf3Y7Ub8C+47N9PQ9vzxy4sfu9wfTfsMNLvpM5QED1v8AcMMs311\/AMXY1z7EYUw2t9x9Nj+7bHeYXUhrYj8J\/liaeIlztrptlF3QJq9u3bgYcZDrUpLRAjw5dVrWsF3Gx8zWu9Dk1XfFXOCchNpkU+hGHosXfq2bZsp4LwSB40VFcEEOLC1V6gDZ2AP5Y66x03LrC+YypTYAMEalThdRW+VYg0RzgReuq6hXF7rew41C\/wB2COs5bLHLs8SIp2NBQCd7oHkb\/wAMH7\/1MAL0GaHTmElL64xI27RlS62d1O5F3\/LA\/S\/iHMZZKy6FodRDFhalgN6IAI2A9cddI+KJkPhSGMxUQFkBoADyrqUX2Asg4j6X1ZYohDISCWLXsR8oXejsdjh\/Suvlbcr8ex6Bry0RarJ19zv3TGYR\/wCycvP+1\/WIl1dtYFVtxftjWL7\/APVnpH1GKNHGkrR9MD9QlCMKN\/6YVySE844LXjPly2tOPHI7MmJDN5a7nA+OhidU5xgxNGl98OMsuXFWd6vjv9sEhWlGXAB81jFhy2ahZSqoxYit+MJeoOHkYqKF7DEvTbViSaFYrj6V\/p31vIxRxRGMDV4gBPHKg1+eN5WdZqhMgQBgxcmjtewvn64ijzkU5CSuEjU6qPJIX+GEjKuokfLe30w50XouLNuiuniMYydx672MDh9TCx5b2W62+vb3OImN\/THeZbSAB8xG\/t7f19\/piKqOc0+ptKkVfPA\/0\/v1w96bCkaF2KHSLrUlk+g8rbnCvo+XBN3v6aCcPs1M1CNTIQu7DQo8\/MfIvnb74qQrSzNS+vO5J23JO5FCjvtYPY4CmP8Af1+uCJweTe\/eit+n4uePzOA8wNv77YYjkHYAykAcAaj79tucG5WWO95LI2\/3KP8A\/O9\/fAkEQKq3ckCrUcsF4Ftx7fnh40RLQwNfh6mGm5D8q2OI1Jo77b+tYgx3w91nwElVkfQUI1BSaOhlBNDbcjn3xP0TrmZMkSHMu6FgpBdiPMeCaJvfv+7nDzoiXBmVcnw\/AYlnZ6BsDcSHvfIAoL74rPS5IQ8Q0KW8RfMJ+fOCDpB7bCu+AK9nLDsDyGIP2OIla8Nviooc1LoIIJvYg7n6bYUIMUE8XmNf39ft9cSopvexQu+PJx23s7DA8A8w2B9v7HH88EHM13v7garA9uBX97YpNbcC6Au9lGk8XsTff+uOJoNjXAomkG17c1tvtzjJGtjVWdzvekegr7be2CMhmtGpVUFWXSxuu\/I2u9XfB9gokX644Q0cMJ8urfJzVnzbWKuu93gYx22+lfrsNvYDa8TYetiQ47fNHSVvEYo+x+oxxKv9\/wBjEjHPi+uMIU4hIxq8BmydSkAA0x0AAP2a9hXpz798ZhVrOMxWljjGtONjEkZHfEKaWAngYNyvSywYnsL5GJIupBV0hQfrgefPMQRsBVYrouwbCjjNWNqhPAxKmUc9sI0mTjs7msOJIIQhJbU1bDCObLsraTiRVrFQq0iAY0Wv6YxjeOR+7CoTEaVDE88Dv9fv2xHlYy7gCySdgASfsBiJ2s4adNyzDt\/f5jBO6KfZbpUsUZlkSVUHfQy87DcgDk4XSRnSWcb3TlnN03yMANzV3gvNyMF0SMdGwIXc2R2snisAKpG1VIoOx3MiMN+bA8tm8XURDLtfAPsK9vc1d8kfMMCv39lP79sFPxsfcH2PB\/LbfuBxgY8N9h+X3\/liatLAf2Sb0LG17fOPVgP3H7YbzwVNFSg27DZQb8vtE1\/830HOFYFRX\/mHFgfOO+w\/5j9sOJ01zQcMDIw7P29hLf8AzfzxJrJ0qEnJ54FdH\/dzvpIA394k9ffFR6V06IvGxzMSsJFpKJJplqiAV343Pbf3u3QcqP1PqNrpH6q1nw9O32gjur9T9u9K6RDljJGTmCG8RaUQsQaZaGolas2ONq98BUs6lIdRveiR9r9sQisT55LeQf5m\/icCRcV6f3\/0xUCeM0frzXP0HGOnc3d0eCbND2374hLfbt\/0GJQBwdhp2UbWfUkbf64ZN+os6B32N\/64mhjZw1bKos2ORsvHpZB5xxGgDVILNEAVYU9jt2ut8ZBIwJN0K4G4IO1GxuNPb2wCulY3UQW6PavlA1AfWhzjZRCpBHm1FhW5K0PX747zMilVaEgELTbUdSgWQKumFH3+uB0VKOw1WSK50kAf1wycPGVWtC04DC9zXYg9vtiPwzoLVsNiL8w96PbE8mZOmipXSo0mrteP7OOuoZHQRTEggHv3FnCsMqbHOCk0U1kg1sRuCfcdhWIKxBucZjdYzAE+cyfh97wLibMTFiTiGsFz4E35ZjpcYEPpieHKMexwobIptODY+qGqGFwj3xMFAxUJ276iWOIXa8YzXjknBoYT2xyx7YxtsZFHZwjT5XLXveHuVjUVqYC9gObJ+hwvysFd\/wCGDJBq2RrIN+tEcnb2xpOkVqcaHeJiBGzGiBqOxNEYhZeEfZuUfc7miLvn29LxyJFGpHJIug55AB9N+3bGj5Rpcaoz6VYuuD+WxwBHM3Pbmx6H8Q+\/I98QBvKPqcTTX62SNj\/iA4+4\/liPbb0rsb\/lhKT+MBFVgG9+NXzKedJbtfIwwzXVIjKj27hZCxsOdqrh5dz7eX64TAAdrwSGNBa7\/wCEc\/XCGrl0D4jgSPMRGNws8LROVjAbfgjzHjfm+2BOm9MyZmiCfrZbWpFqtWDYuk42w2\/Rn0BMymaMhdTHHqTSQASb57nthTks3mUzseptREqqSRZIJCnf\/hOEVVjqbVLIP87D\/mOAC1G\/7\/jh11fKVmJ1PaVx+Tn19+5wtzWXof3v9Ad69+\/8FqnI57D37DG7Pbb\/ADHn+\/riOA2Ppt\/THYH3r8h\/TFEKgzFbqLJsMTtYYVYPrzzjpMql0zEkx2m++rYkbf8AqGIlj38zVdih6gcH1xy+il0g\/KL22DCr+lmvzwybaRjQUUQvcb0AP4iscrCKLH5gfX8NDcfe98Erql8NVpHVCB31BVtd\/psccQZING8l06NuL\/CQO3pqvBgQnNgrQ5QaRfcf19sSZnWoKOQwIDKR717cD0wXmPDfLIyVriUI4H4hZIJrkb89sL3zDMp1Agjg1+7255wATNkkZFZSAQi2PUhfN977YXwSBTZUMLsqRsfvgtIXQK4OpWA1XfJF16\/fEnTYVeJwQA2sUe4Fb\/bB7R4VSEWa2HYY1g+fIkMRzR59cZg\/U+y04mhGMxmIMUBieM+VvpjMZiuJUEManxmMwqEaYxcZjMII5ecTZXnGYzBBTvLqNtsLc0akNbb\/AMxjMZjbl4iGfV0AK0APJfH1xH0Q2zr+GuO35YzGYmen8Fr\/ACt\/xD+OJJxv9v5Y3jMI2L8n9+2DSPOv\/FjMZgN6h+h8Umd\/\/pH8Thz0eMFWJAJ1nkegjrGYzGXMcXmXxaP\/ABGb3zD3+ZxX7uJmO5LUSeSKur9MaxmGZcnzH6YNlFKa9\/8A4jGYzFQg0W+q\/Y\/uOG+TG5\/\/AM4\/\/HGsZi56mgAxDx0SN14+ox3lP\/1ZHYswI9RR2PtjMZg+T+KHm2C1tcW9bXZPPrgrqw3T\/g\/hjeMxI+WRn9mf+H+WFsbnWu559cbxmC+ieHMnOMxmMxsl\/9k=\" alt=\"La centinela de la memoria del CERN | Ciencia | EL MUNDO\" \/><img decoding=\"async\" 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\" alt=\"El CERN ampl\u00eda la capacidad de c\u00e1lculo y almacenamiento de datos ...\" \/><img decoding=\"async\" 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\" alt=\"Toshiba ayuda en los experimentos del Gran Colisionador de Hadrones\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Otro elemento rese\u00f1able de la experimentaci\u00f3n en el LHC es el desaf\u00edo que plantea en t\u00e9rminos de almacenamiento y procesado de datos. Cada experimento del LHC generar\u00e1 varios Petabytes de informaci\u00f3n cada a\u00f1o de funcionamiento. Un modelo de computaci\u00f3n centralizada no puede responder satisfactoriamente a estas exigencias y se ha optado, siguiendo el paradigma de los sistemas GRID, por un modelo de computaci\u00f3n distribuida, establecida en una jerarqu\u00eda de varios niveles (Tier 0, Tier 1, Tier 2) interconectados entre s\u00ed y distribuidos geogr\u00e1ficamente por todo el planeta.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Diapositiva 1\" \/><img decoding=\"async\" src=\"https:\/\/www.i-cpan.es\/fotos\/experimentos\/CMS-ordenador.jpg\" alt=\"CMS | CPAN - Centro Nacional de F\u00edsica de Part\u00edculas ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">ATLAS y CMS son detectores de los denominados de prop\u00f3sito general, con un programa experimental de amplio espectro. Han sido dise\u00f1ados como detectores de gran aceptancia geom\u00e9trica y hermeticidad; con una excelente resoluci\u00f3n en la medida de la energ\u00eda de <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y en la determinaci\u00f3n del momento de las part\u00edculas cargadas en general, y de los <a href=\"#\" onclick=\"referencia('muon',event); return false;\">muones<\/a> en particular. Tambi\u00e9n se requiere una medida razonable de la energ\u00eda de los sistemas hadr\u00f3nicos (jets). Asimismo es necesaria una excelente capacidad de reconstrucci\u00f3n de trayectorias en la regi\u00f3n cercana al punto de interacci\u00f3n para detectar la desintegraci\u00f3n de las part\u00edculas de larga vida media (quarks b y c y <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">lept\u00f3n<\/a>) cuya presencia pudiera ser signo inequ\u00edvoco de un proceso de inter\u00e9s.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.i-cpan.es\/fotos\/experimentos\/CMS-ordenador.jpg\" alt=\"CMS | CPAN - Centro Nacional de F\u00edsica de Part\u00edculas ...\" \/>,<\/p>\n<p style=\"text-align: justify;\">Ambos programas comparten muchas cosas y actualmente en tecnolog\u00eda de silicio en una disposici\u00f3n multicapa, calor\u00edmetros electromagn\u00e9tico y hadr\u00f3nico y detectores de <a href=\"#\" onclick=\"referencia('muon',event); return false;\">muones<\/a>. Se complementan con un campo magn\u00e9tico que permite la determinaci\u00f3n del momento de las part\u00edculas cargadas. La diferencia entre ambos experimentos se deriva de la opci\u00f3n tomada para el campo magn\u00e9tico.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Dise\u00f1o y construcci\u00f3n de un magnet\u00f3metro para la obtenci\u00f3n de las ...\" \/><\/p>\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\">\u00a0&#8220;<a href=\"https:\/\/www.google.com\/url?sa=i&amp;url=https%3A%2F%2Fupcommons.upc.edu%2Fbitstream%2Fhandle%2F2099.1%2F6583%2FPFC.pdf%3Fsequence%3D1%26isAllowed%3Dy&amp;psig=AOvVaw3W_MX5gbLC3DNEFkKhDiyv&amp;ust=1596430296499000&amp;source=images&amp;cd=vfe&amp;ved=0CAkQjhxqFwoTCKi5oLjc--oCFQAAAAAdAAAAABAP\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCKi5oLjc--oCFQAAAAAdAAAAABAP\">Dise\u00f1o y construcci\u00f3n de un magnet\u00f3metro para la obtenci\u00f3n de las &#8230;<\/a>&#8220;<\/div>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">ATLAS ha optado por un gran campo magn\u00e9tico toroidal en aire, en la parte exterior, donde se encuentran las c\u00e1maras que componen el detector de <a href=\"#\" onclick=\"referencia('muon',event); return false;\">muones<\/a> y un campo magn\u00e9tico solenoidal complementario, en la regi\u00f3n m\u00e1s interna, para la determinaci\u00f3n del momento del resto de las part\u00edculas. Como consecuencia, ATLAS es un detector de gran tama\u00f1o ( 25 m de di\u00e1metro, 46 m de longitud y 7000 toneladas de peso ). El calor\u00edmetro electromagn\u00e9tico es un calor\u00edmetro de muestreo de Arg\u00f3n l\u00edquido y plomo con estructura de acorde\u00f3n. El calor\u00edmetro hadr\u00f3nico es tambi\u00e9n de muestreo, con planchas de acero y centelleador.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2010\/09\/dibujo20100921_cms_2010_new_correlation_in_high_multiplicity_events.jpg\" alt=\"El experimento CMS del LHC en el CERN y nuestra ignorancia sobre ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">CMS ( Figura 5 ) tiene un dise\u00f1o mucho m\u00e1s compacto ( 15 m de di\u00e1metro, 21,6 m de longitud y 12500 toneladas de peso ) ya que ha optado por un im\u00e1n solenoidal superconductor de 4 T de 13 m de longitud y 6 m de di\u00e1metro interno, que ser\u00e1 el mayor im\u00e1n del mundo de sus caracter\u00edsticas. El campo de retorno se gu\u00eda a trav\u00e9s de una estructura de anillos y discos de hierro donde se albergan una serie de estaciones de c\u00e1maras de <a href=\"#\" onclick=\"referencia('muon',event); return false;\">muones<\/a>. En el interior del im\u00e1n se alojan en calor\u00edmetro electromagn\u00e9tico, compuesto por 76848 cristales de tungstanato de plomo y el detector de trazas de silicio, con m\u00e1s de 10 millones de canales de lectura, que ser\u00e1 el mayor jam\u00e1s construido y supone un \u00e1rea total de 250 m\u00b2 de detectores, dispuestos en 13 capas conc\u00e9ntricas.<\/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=\"Espa\u00f1a en el LHC | CPAN - Centro Nacional de F\u00edsica de Part\u00edculas ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por aquellos a\u00f1os se le\u00eda en la prensa:<\/p>\n<p style=\"text-align: justify;\">&#8220;Ambas colaboraciones est\u00e1n actualmente inmersas en un periodo de gran actividad: finalizaci\u00f3n de la construcci\u00f3n mec\u00e1nica de los subdetectores e instalaci\u00f3n de la electr\u00f3nica asociada, validaci\u00f3n en bancos de prueba, instalaci\u00f3n en su emplazamiento definitivo y pruebas adicionales \u201c in situ \u201c.<\/p>\n<p>Todo ello para garantizar su perfecta operatividad desde el primer d\u00eda en el que LHC registre colisiones.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.i-cpan.es\/sites\/default\/files\/noticias\/media\/LHCRun2.jpg\" alt=\"Los \u00faltimos resultados del LHC se presentan en Viena | CPAN ...\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Despu\u00e9s de haber producido 400 billones de colisiones entre <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, el LHC se prepara para comenzar esta semana las colisiones entre n\u00facleos de plomo, que permiten el estudio del llamado\u00a0<a href=\"https:\/\/www.i-cpan.es\/detallePregunta.php?id=7\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a>. La\u00a0<a href=\"http:\/\/lhcb-public.web.cern.ch\/lhcb-public\/\" target=\"_blank\">colaboraci\u00f3n LHCb<\/a>\u00a0participar\u00e1, por primera vez, en una toma de datos de dichas colisiones en el LHC. El detector del experimento fue construido espec\u00edficamente para medir v\u00e9rtices desplazados que se producen copiosamente a bajo \u00e1ngulo en desintegraciones de part\u00edculas que contienen los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> b (bottom) y c (charm).&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.i-cpan.es\/fotos\/experimentos\/LHCb-ordenador.jpg\" alt=\"LHCb | CPAN - Centro Nacional de F\u00edsica de Part\u00edculas ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTBFuwigt_hmf8rbnP7kwlegEUc9Hl7MeQ_mw&amp;usqp=CAU\" alt=\"Protons contre ions : nouvelle physique \u00e0 LHCb | CERN\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR7gqKigFs9LCB0DA-_6RTVisAarBhKD6le0w&amp;usqp=CAU\" alt=\"The LHCb Upgrade | EP Department newsletter\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">LHCb est\u00e1 dedicado espec\u00edficamente a estudios de f\u00edsica en el sector del <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> b : an\u00e1lisis de la violaci\u00f3n de la simetr\u00eda CP, determinaci\u00f3n de los elementos de la matriz CKM, etc. dado que la secci\u00f3n eficaz de producci\u00f3n\u00a0 del <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> b se extiende en la direcci\u00f3n hacia delante, de bajo \u00e1ngulo polar, el detector LHCb difiere del concepto sim\u00e9trico anterior y est\u00e1 dise\u00f1ado como un espectr\u00f3metro de un solo brazo. LHCb tomar\u00e1 datos en r\u00e9gimen de baja luminosidad ( 2 x 10\u00b3\u00b2 cm-\u00b2s-\u00b9 ), lo que le permitir\u00e1 almacenar del orden de 10 exp9. -10 exp10. <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> B por a\u00f1o.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/2a\/ALICE_all.jpg\/1200px-ALICE_all.jpg\" alt=\"ALICE experiment - Wikipedia\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.researchgate.net\/publication\/320697323\/figure\/fig1\/AS:554603873222657@1509239275801\/The-ALICE-experiment-during-LHC-Run-2.png\" alt=\"The ALICE experiment during LHC Run 2. | Download Scientific Diagram\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por \u00faltimo, ALICE es un detector dise\u00f1ado para explotar al m\u00e1ximo la fase de operaci\u00f3n en colisiones de iones pesados ( iones de plomo con una energ\u00eda de 2,76 TeV\/ <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucle\u00f3n<\/a> y una luminosidad inicial de 2&#215;10\u00b27 cm\u02c9\u00b2s\u02c9\u00b9 ) en las que se producir\u00e1 una transici\u00f3n de fase del estado de la materia, creando el Quark- Glu\u00f3n Plasma ( QGP ), una sopa de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> que se supone existi\u00f3 en el origen del universo, durante unos 10\u02c95 s tras el Big-Bang.<\/p>\n<p style=\"text-align: justify;\">El programa cient\u00edfico:<\/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=\"Los experimentos del LHC revelan c\u00f3mo interact\u00faa el bos\u00f3n de Higgs ...\" \/><img decoding=\"async\" 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\" alt=\"El descubrimiento del bos\u00f3n de Higgs | Investigaci\u00f3n y Ciencia ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El LHC permitir\u00e1 explorar todo el intervalo de energ\u00edas hasta aproximadamente 5\u00a0 &#8211; 6 TeV, y en \u00e9l se esperaba encontrar la respuesta a muchas de las preguntas que la f\u00edsica de part\u00edculas actual tiene planteadas, desde completar el Modelo Est\u00e1ndar ( ME ) de Part\u00edculas e Interacciones, con el descubrimiento y posterior estudio del <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, hasta dilucidar la existencia de simetr\u00edas superiores o teor\u00edas mas fundamentales de la Naturaleza.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/1\/1e\/Modelo_standard_particulas_subat%C3%B3micas.png\" alt=\"Modelo est\u00e1ndar de la f\u00edsica de part\u00edculas - Wikipedia, la ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Modelo Est\u00e1ndar es una teor\u00eda <a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a> renormalizable que describe las interacciones fuertes, d\u00e9biles y electromagn\u00e9ticas najo e grupo de simetr\u00eda SU (3) x SU (2) x U (1). Describe con gran precisi\u00f3n una multitud de fen\u00f3menos en el rango de energ\u00eda desde ~ 10 eV ( escala at\u00f3mica ) hasta ~ 100 GeV ( escala electrod\u00e9bil ). En el contexto del ME, las correcciones cu\u00e1nticas (electrod\u00e9bile y fuertes) pueden ser evaluadas sistem\u00e1ticamente, permitiendo una precisa comparaci\u00f3n de resultados experimentales con las predicciones te\u00f3ricas. La pl\u00e9yade de medidas realizadas en los \u00faltimos quince a\u00f1os en f\u00edsica de part\u00edculas con aceleradores ( colisiones e+e- en el Stanford Linear Accelerator de SLAC y LEP en el CERN, colisiones <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>-anti<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> en el colisionador Tevatr\u00f3n de Fermilab ) y en otros experimentos han confirmado la validez del ME (suponiendo la existencia del <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>) al nivel del 0, 1 % o mejor. El LHC proporcionar\u00e1 tambi\u00e9n la posibilidad de continuar esta serie de medidas de precisi\u00f3n de multitud de procesos f\u00edsicos conocidos. En este caso, las muestras estad\u00edsticas que se recoger\u00e1n superar\u00e1n con creces las producidas en los aceleradores anteriores. S\u00f3lo a modo de ejemplo, la producci\u00f3n del <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> top, \u00faltimo <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> descubierto en 1995, ser\u00e1 tan copiosa (hasta ~10<sup>7<\/sup>. \u2013 10<sup>8<\/sup> sucesos \/ a\u00f1o, entre 4 y 5 \u00f3rdenes de magnitud superior a la producci\u00f3n actual de este <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> en el acelerador Tevatr\u00f3n) que permitir\u00e1 validar y completar la caracterizaci\u00f3n del mismo en un r\u00e9gimen superior de energ\u00eda y de muy alta estad\u00edstica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/dorigo.files.wordpress.com\/2008\/03\/3nu.jpg?w=376&amp;h=371\" alt=\"El n\u00famero de familias del modelo est\u00e1ndar | Cuentos Cu\u00e1nticos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT9iqKQaF8X4itSTFjPE6kKC9YO8_yegHuVxQ&amp;usqp=CAU\" alt=\"NeoFronteras \u00bb Resaca Higgs - Portada -\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pese al \u00e9xito del Modelo Est\u00e1ndar hay argumentos que sugieren la existencia de una teor\u00eda m\u00e1s fundamental (o simetr\u00eda superior ) que englobe a la teor\u00eda actual de las interacciones fundamentales y de la que el ME es quiz\u00e1s una representaci\u00f3n efectiva en la escala de energ\u00edas accesibles actualmente. Entre los aspectos m\u00e1s insatisfactorios del ME podemos citar la existencia de hasta 26 par\u00e1metros libres en la teor\u00eda ( como son las masas de las part\u00edculas ); la no explicaci\u00f3n, en su formulaci\u00f3n original, de la masa de los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> ni de la raz\u00f3n de la existencia de 3 generaciones de part\u00edculas, o lo que se conoce como el \u201c problema de la jerarqu\u00eda \u201c que traduce el hecho de la gran diferencia que existe entre la escala electrod\u00e9bil ( ~ 100 GeV, dada por las masas de los <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a> <a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a> W+, W- y Z ) y la escala de gran unificaci\u00f3n o escala de Planck ( ~ 10<sup>19<\/sup>. GeV, energ\u00eda a la cual la intensidad de los efectos gravitatorios es comparable a la de las interacciones electrod\u00e9biles). Adem\u00e1s, el ME no describe la interacci\u00f3n gravitatoria, la asimetr\u00eda materia-antimateria observada en el universo; no sugiere ning\u00fan candidato natural para constituir la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> ni ofrece ninguna indicaci\u00f3n sobre la existencia y magnitud de la constante cosmol\u00f3gica o energ\u00eda oscura.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2011\/07\/dibujo20110727_flavor_physics_ckm_matrix_and_cp_violation.png?w=700\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Seg\u00fan nos dice la ciencia de la Mula Francis:<\/p>\n<p style=\"text-align: justify;\">&#8220;M\u00e1s all\u00e1 del M odelo Est\u00e1ndar de la F\u00edsica de Part\u00edculas elementales sin la <a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a>&#8221;<\/p>\n<blockquote>\n<h1 style=\"text-align: justify;\"><\/h1>\n<\/blockquote>\n<p style=\"text-align: justify;\">Hay multitud de modelos te\u00f3ricos, que van mas all\u00e1 del ME, propuestos para solventar algunos de los importantes problemas que \u00e9ste presenta. Ahora, con la puesta en marcha (esperemos que definitiva) del LHC, \u00e9ste nos transportar\u00e1 hacia el futuro de la F\u00edsica y nos descubrir\u00e1 el velo que esconde algunos de los enigmas m\u00e1s profundos de la naturaleza del Universo que nos acoge.<\/p>\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F02%2Fel-lhc-se-pone-en-marcha-el-futuro-nos-acecha%2F&amp;title=El+LHC+se+pone+en+marcha%2C+el+futuro+nos+acecha.' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F02%2Fel-lhc-se-pone-en-marcha-el-futuro-nos-acecha%2F&amp;title=El+LHC+se+pone+en+marcha%2C+el+futuro+nos+acecha.' 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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Demosl\u00e9 un repaso. \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Se pudo en marcha un d\u00eda 10 de Septiembre a las 9,30 [&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":[6],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2850"}],"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=2850"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2850\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=2850"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=2850"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=2850"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}