{"id":27349,"date":"2021-11-03T09:33:00","date_gmt":"2021-11-03T08:33:00","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27349"},"modified":"2021-11-03T09:33:00","modified_gmt":"2021-11-03T08:33:00","slug":"la-busqueda-de-lo-escondido-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/11\/03\/la-busqueda-de-lo-escondido-2\/","title":{"rendered":"La b\u00fasqueda de lo escondido"},"content":{"rendered":"<p style=\"text-align: justify;\">Las fuerzas que podemos sentir en la vida cotidiana, es decir, la Gravedad y el electromagnetismo, aumentan con la cercan\u00eda: as\u00ed, cuando m\u00e1s cerca est\u00e1 un clavo de un im\u00e1n o una manzana del suelo, m\u00e1s se ver\u00e1n atra\u00eddos.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Gravedad - Concepto, medici\u00f3n, unidades y ejemplos\" \/><img decoding=\"async\" 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\" alt=\"El electromagnetismo de Maxwell\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Por el contrario, la interacci\u00f3n fuerte disminuye cuanto m\u00e1s cerca y juntas est\u00e1n las part\u00edculas en el interior de los \u00e1tomos, aumentando cuando las part\u00edculas se alejan las unas de las otras.<\/p>\n<p style=\"text-align: justify;\">El descubrimiento de esta extra\u00f1a propiedad, llamada <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a>, supuso toda una revoluci\u00f3n te\u00f3rica en los a\u00f1os 70 (se public\u00f3 en 1.973), pero ya plenamente respaldada por los experimentos en los aceleradores de part\u00edculas, aconsej\u00f3, a la Academia, conceder 30 a\u00f1os m\u00e1s tarde, el Premio Nobel de F\u00edsica a sus autores.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El descubrimiento de la libertad asint\u00f3tica y el nacimiento de la  Cromodin\u00e1mica Cu\u00e1ntica\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Bag Model of Quark Confinement\" \/><\/p>\n<blockquote><p>&#8220;Ha sido un gran alivio.\u00a0 He estado pensando en ello durante mucho tiempo&#8221;, coment\u00f3 al enterarse de la noticia Franck Wilczek.<\/p>\n<p>&#8220;No estaba claro que fuera un adelanto en aquel momento. La teor\u00eda que propusimos era descabellada en muchos aspectos y tuvimos que dar muchas explicaciones&#8221;, reconoci\u00f3 el investigador.&#8221;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Tanto Wilczek como Politzer eran aun aspirantes a doctores en 1.973, cuando publicaron su descubrimiento en Physical Review letters.\u00a0 Junto a su informe, la misma revista incluy\u00f3 el trabajo de David Gross, que unido al de los dos estudiantes ha dado lugar a la celebrada teor\u00eda de la Cromodin\u00e1mica Cu\u00e1ntica (QCD).<\/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;\">Siguiendo una arraigada costumbre de la F\u00edsica de part\u00edculas, los investigadores emplearon nombres comunes y desenfadados para se\u00f1alar sus nuevos descubrimientos y llamaron &#8220;colores&#8221; a las intrincadas propiedades de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Cromodin\u00e1mica Cu\u00e1ntica \u01c0 QCD \u01c0 AT\u00d3MICA - YouTube\" \/><img decoding=\"async\" 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\" alt=\"30 Part\u00edculas elementales - Din\u00e1mica - Cromodin\u00e1mica cu\u00e1ntica diagramas de  Feynman fundamentales - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Por ello, su teor\u00eda es conocida en la actualidad por el nombre de Cromo-din\u00e1mica (cromo significa &#8220;color&#8221; en griego), a pesar de que no tienen nada que ver con lo que entendemos y llamamos color en nuestra vida cotidiana, sino con el modo en que los componentes del n\u00facleo at\u00f3mico permanecen unidos.\u00a0 En este sentido, resulta mucho m\u00e1s intuitiva, aunque no menos divertida, la denominaci\u00f3n de las part\u00edculas que hacen posible la interacci\u00f3n fuerte, llamadas <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> (glue es &#8220;pegamento&#8221; en ingl\u00e9s).<\/p>\n<p style=\"text-align: justify;\">Al igual que en la teor\u00eda electromagn\u00e9tica, las part\u00edculas pueden tener carga positiva o negativa, los componentes m\u00e1s diminutos del n\u00facleo at\u00f3mico pueden ser rojos, verdes o azules.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Cromodin\u00e1mica cu\u00e1ntica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSWu1RyJTgVUnt04TUL49qNtmKVjJJj8Z2rFg&amp;usqp=CAU\" alt=\"Color, Carga de color, Quark, Antikvark, Up Quark, Cromodin\u00e1mica cu\u00e1ntica,  Carga el\u00e9ctrica, Quark abajo, antikvark, zona, bari\u00f3n png | PNGWing\" \/><\/p>\n<p style=\"text-align: justify;\">Adem\u00e1s, de manera an\u00e1loga a como las cargas opuestas se atraen en el mundo de la electricidad y el magnetismo, tambi\u00e9n los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> de distinto color se agrupan en tripletes para formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> del n\u00facleo at\u00f3mico.<\/p>\n<p style=\"text-align: justify;\">Pero estas no son las \u00fanicas similitudes, ni siquiera las m\u00e1s profundas, que existen entre las distintas fuerzas que rigen el Universo. De hecho, los cient\u00edficos esperan que, en \u00faltima instancia, todas las interacciones conocidas sean en realidad la manifestaci\u00f3n variada de una sola fuerza que rige y gobierna todo el cosmos.<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan la Academia Sueca, el trabajo premiado a estos tres F\u00edsicos, &#8220;constituye un paso importante dentro del esfuerzo para alcanzar la descripci\u00f3n unificada de todas las fuerzas de la Naturaleza&#8221;.\u00a0 Lo que llamamos teor\u00eda del todo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"1.636 fotos e im\u00e1genes de Instituto Tecnol\u00f3gico De Massachusetts - Getty  Images\" \/><img decoding=\"async\" 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\" alt=\"\u25b7 Instituto Tecnol\u00f3gico de Massachusetts (MIT) | Carreras y becas (2021)\" \/><\/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 Instituto Tecnol\u00f3gico<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan Frank Wiczek, que ahora pertenece al Instituto Tecnol\u00f3gico de Massachussets (MIT), su descubrimiento &#8220;reivindica la idea de que es posible comprender a la Naturaleza racionalmente&#8221;.\u00a0 El f\u00edsico tambi\u00e9n record\u00f3 que &#8220;fue una labor arraigada en el trabajo experimental, m\u00e1s que en la intuici\u00f3n&#8221;, y agradeci\u00f3 &#8220;a Estados Unidos por un sistema de ense\u00f1anza p\u00fablica que tantos beneficios me ha dado&#8221;.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Murray Gell-Mann, acu\u00f1\u00f3 el t\u00e9rmino quark y su clasificaci\u00f3n de las  part\u00edculas elementales introdujo el orden en el caos | Rinc\u00f3n Educativo\" \/><\/p>\n<p style=\"text-align: justify;\">Sabemos que los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> (hasta el momento) son las part\u00edculas m\u00e1s elementales del n\u00facleo at\u00f3mico donde forman <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.\u00a0 La interacci\u00f3n fuerte entre los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> que forman el <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> es tan intensa que los mantiene permanentemente confinados en su interior, en una regi\u00f3n \u00ednfima. Y, all\u00ed, la fuerza crece con la distancia, si los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> tratan de separarse, la fuerza aumenta (confinamiento de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>), si los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> est\u00e1n juntos los unos a los otros, la fuerza decrece (<a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>).\u00a0 Nadie ha sido capaz de arrancar un quak libre fuera del <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>.<\/p>\n<p style=\"text-align: justify;\">Con aceleradores de part\u00edculas a muy altas energ\u00edas, es posible investigar el comportamiento de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> a distancias muchos m\u00e1s peque\u00f1as que el tama\u00f1o del <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQj0avkWbDGmJH_v_QpkvRgJhYbYFEscqPKWQ&amp;usqp=CAU\" alt=\"Este es el mini acelerador de part\u00edculas dise\u00f1ado por el CERN\" \/><\/p>\n<p style=\"text-align: justify;\">As\u00ed, el trabajo acreedor al Nobel demostr\u00f3 que la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> act\u00faa como un muelle de acero, si lo estiramos (los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> se separan), la fuerza aumenta, si lo dejamos en reposo, en su estado natural, los anillos juntos (los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> unidos), la fuerza es peque\u00f1a.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Interacci\u00f3n fuerte - YouTube\" \/><img decoding=\"async\" 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alt=\"Fuerzas fundamentales de la Naturaleza: Fuerza Nuclear Fuerte\" \/><\/p>\n<p style=\"text-align: justify;\">As\u00ed que la Cromo-din\u00e1mica Cu\u00e1ntica (QCD) describe rigurosamente la interacci\u00f3n fuerte entre los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y, en el desarrollo de esta teor\u00eda, como se ha dicho, jugaron un papel fundamental los tres ganadores del Nobel de F\u00edsica de 2004 cuyas fotos y nombres hemos puesto antes.<\/p>\n<p style=\"text-align: justify;\">Trabajos y estudios realizados en el acelerador LEP del CER durante la d\u00e9cada de los 90 han hecho posible medir con mucha precisi\u00f3n la intensidad de la interacci\u00f3n fuerte en las desintegraciones de las part\u00edculas z y t, es decir a energ\u00edas de 91 y 1,8 Gev, los resultados obtenidos est\u00e1n en perfecto acuerdo con las predicciones de ACD, proporcionando una verificaci\u00f3n muy significativa de <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a>.<\/p>\n<p style=\"text-align: justify;\"><strong>Mini <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> a 100 metros bajo tierra<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"100 metros bajo la tierra | Festo ES\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Vale pero, \u00bfqu\u00e9 es un acelerador de part\u00edculas? - Quo\" \/><\/p>\n<p style=\"text-align: justify;\">Habiendo mencionado el CER (Centro Europeo de Investigaci\u00f3n Nuclear.), me parece muy oportuno recordar aqu\u00ed que est\u00e1 a punto de finalizar la construcci\u00f3n del LHC (el Gran Colisionador de Hadrones, el acelerador de part\u00edculas m\u00e1s grande del mundo ).<\/p>\n<p style=\"text-align: justify;\">Simular el nacimiento del Universo no resulta nada sencillo.\u00a0 Primero hay que excavar un t\u00fanel subterr\u00e1neo de 100 m. de profundidad, en cuyo interior se debe construir un anillo met\u00e1lico de 27 kil\u00f3metros enfriado por imanes superconductores cuya funci\u00f3n es mantener una temperatura bastante fresca, nada menos que 271 grados bajo cero.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Tel\u00e9grafo - El acelerador de part\u00edculas m\u00e1s grande del mundo explorar\u00e1  la misteriosa materia del universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQsRRu_w0mGTfLD0l5iYGX1dPQFLrIaOVjQdg&amp;usqp=CAU\" alt=\"Acelerador de Part\u00edculas - Qu\u00e9 es y para qu\u00e9 sirve un acelerador de  part\u00edculas - EspacioCiencia.com\" \/><\/p>\n<p style=\"text-align: justify;\">A continuaci\u00f3n, hay que a\u00f1adir a la ecuaci\u00f3n dos pu\u00f1ados de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, lanzados al vac\u00edo de este tubo subterr\u00e1neo en direcciones opuestas, y a una velocidad inimaginable que pr\u00e1cticamente debe rozar la velocidad de c. la velocidad de la luz en el vac\u00edo.\u00a0 Es solo entonces cuando los m\u00faltiples colisiones de part\u00edculas que se produzcan en el interior del anillo producir\u00e1n condiciones que exist\u00edan inmediatamente despu\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, ese descomunal estallido c\u00f3smico que dio el pistoletazo de salida para el surgimiento de nuestro mundo y de la vida inteligente a partir de esta materia inerte creada y evolucionada despu\u00e9s en las estrellas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Gran Colisionador de Hadrones - Ciencia y educaci\u00f3n en Taringa!\" \/><img decoding=\"async\" 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\" alt=\"El Gran Colisionador de Hadrones: qu\u00e9 es y para qu\u00e9 sirve \u2013 Un poco de  ciencia, por favor\" \/><\/p>\n<p style=\"text-align: justify;\">En el coraz\u00f3n de la cordillera del Jura, justo en la frontera entre Francia y Suiza, el Centro Europeo de Investigaciones Nucleares (CERN), est\u00e1 ultimando la construcci\u00f3n de esta maravilla que, cuando se finalice de instalar todos los componentes de esta fara\u00f3nica obra cient\u00edfica (cuyo coste est\u00e1 ya en 40.000 millones de euros y se ha tardado 15 a\u00f1os en construirse), unos 10.000 investigadores de 500 instituciones acad\u00e9micas y empresas esperan descubrir nuevas claves sobre la naturaleza de la materia y los ladrillos fundamentales de las que se compone el Universo.<\/p>\n<p style=\"text-align: justify;\">Por aquel entonces dec\u00edan:<\/p>\n<p style=\"text-align: justify;\">\u00bfPodremos encontrar por fin, en 2.008, cuando funcione este Gran Acelerador de Hadrones, esa esperada y so\u00f1ada part\u00edcula, a la que algunos han llegado a llamar La &#8220;Part\u00edcula Divina&#8221;, conocida por part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> y que se tiene por la part\u00edcula que proporciona las masas a todas las dem\u00e1s?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Inaugurado el acelerador de part\u00edculas pese a la aver\u00eda que lo mantiene  parado | Sociedad | EL PA\u00cdS\" \/><\/p>\n<p style=\"text-align: justify;\">Este acelerador tan largamente esperado, comenzar\u00e1 funcionar en 2.008 y, las part\u00edculas que se inyecten en su interior colisionaran aproximadamente seiscientos millones de veces por segundo, desencadenando la mayor cantidad de energ\u00eda jam\u00e1s observada en las condiciones de un laboratorio, aunque aun estar\u00e1 muy alejada de la energ\u00eda necesaria para comprobar la existencia de las cuerdas vibrantes.\u00a0 Pero eso s\u00ed, nos dejar\u00e1 ver otras part\u00edculas nuevas hasta ahora esquivas, pertenecientes al grupo m\u00e1s elemental de los componentes de la materia.<\/p>\n<p style=\"text-align: justify;\">El LHC producir\u00e1 tantos datos que necesitar\u00e1n una pila de CD de 20 km. de altura para almacenar tanta informaci\u00f3n generada por los experimentos y, una legi\u00f3n de f\u00edsicos para estudiar resultados. Ser\u00e1 fascinante.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\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alt=\"El gran acelerador LHC vuelve a generar datos cient\u00edficos | V\u00eddeos | EL PA\u00cdS\" \/><\/p>\n<p style=\"text-align: justify;\">El trabajo que se lleva a cabo en el CERN constituye una contribuci\u00f3n muy importante al conocimiento de la Humanidad para comprender el mundo que nos rodea.<\/p>\n<p style=\"text-align: justify;\">La pregunta clave: \u00bfDe qu\u00e9 se compone la materia de nuestro Universo? Y \u00bfc\u00f3mo lleg\u00f3 a convertirse en lo que es?<\/p>\n<p style=\"text-align: justify;\">Es incre\u00edble el logro de conocimiento y tecnolog\u00eda que el hombre tiene conquistado a principios del siglo XXI, este mismo artilugio al que llaman acelerador LHC, es la mejor prueba de ello: Por ejemplo, los sistemas criog\u00e9nicos que deben mantener ese inimaginable fr\u00edo de 271 grados bajo cero o los campos electromagn\u00e9ticos que deben asegurar que la aceleraci\u00f3n de los haces de part\u00edculas las recorran los 27 km del anillo subterr\u00e1neo a un 99,99% de la velocidad de la luz.<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n dec\u00edan:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Posibilidades del Acelerador LHC\" \/><\/p>\n<p style=\"text-align: justify;\">Si todo sale como est\u00e1 previsto y se cumplen todas las expectativas de los cient\u00edficos, se calcula que cada segundo, un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> dar\u00e1 11.245 vueltas al anillo del LHC.\u00a0 Teniendo en cuenta que cada haz de estas part\u00edculas tendr\u00e1 una duraci\u00f3n de 10 horas, se estima que recorrer\u00e1 un total de 10.000 millones de kil\u00f3metros (suficiente para llegar a Neptuno y volver).<\/p>\n<p style=\"text-align: justify;\">La energ\u00eda requerida por el haz de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> al viajar por el acelerador es el equivalente a un coche viajando a 1 .600 km\/h por el carril r\u00e1pido de una autopista imposible, o la cantidad de energ\u00eda almacenada en los imanes superconductores que mantendr\u00e1n la temperatura a-271\u00b0 ser\u00eda suficiente para derretir 50 toneladas de cobre.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/lchgrancolisionadordehadrones-110306075321-phpapp02\/95\/lhc-gran-colisionador-de-hadrones-31-728.jpg?cb=1299602526\" alt=\"LHC (Gran Colisionador de Hadrones)\" \/><\/p>\n<p style=\"text-align: justify;\">El LHC est\u00e1 dividido en 8 sectores de 3,3 km cada uno, y, de momento, s\u00f3lo se ha logrado el enfriamiento de uno de los sectores a la temperatura necesaria para llevar a cabo las colisiones que simular\u00e1n, en miniatura, las condiciones del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p style=\"text-align: justify;\">El Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, el tesoro m\u00e1s buscado, ser\u00e1 el premio.\u00a0 Una part\u00edcula que predice el modelo te\u00f3rico actual de la F\u00edsica, pero para el que hasta ahora no existe evidencia alguna.\u00a0 Se supone que este &#8220;ladrillo&#8221; fundamental del cosmos (cuyo nombre proviene del f\u00edsico escoc\u00e9s que propuso su existencia en 1.964, Peter <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>) es crucial para comprender c\u00f3mo la materia adquiere su masa.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u25b7 Doctor John Ellis, el hombre que hizo posible nuestra pasi\u00f3n. - Alfonso  Figares\" \/><\/p>\n<p style=\"text-align: justify;\">John Ellis, uno de los investigadores del CERN, ha dicho: &#8220;si no encontramos la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, esto supondr\u00eda que todos los que nos dedicamos a la F\u00edsica te\u00f3rica llevamos 35 a\u00f1os diciendo tonter\u00edas&#8221;.<\/p>\n<p style=\"text-align: justify;\">Espero que no sea as\u00ed y que la dichosa part\u00edcula aparezca.\u00a0 Herman Tey Kate, otro f\u00edsico del CERN, se atreve a predecir que, la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> aparecer\u00e1 antes de ocho meses a partir del comienzo de la b\u00fasqueda en los primeros meses de 2.010.<\/p>\n<p style=\"text-align: justify;\">Creo que me he extendido demasiado en el ejemplo, cuando me introduzco en temas de F\u00edsica se me va el santo al cielo, pero estamos tratando sobre nosotros y la manera en que evolucionamos para adquirir los conocimientos y sensaciones que tenemos.<\/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%2F2021%2F11%2F03%2Fla-busqueda-de-lo-escondido-2%2F&amp;title=La+b%C3%BAsqueda+de+lo+escondido' 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 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Por el contrario, la interacci\u00f3n fuerte disminuye cuanto m\u00e1s cerca y juntas est\u00e1n las part\u00edculas en [&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":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27349"}],"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=27349"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27349\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27349"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27349"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27349"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}