{"id":27220,"date":"2025-10-21T06:46:27","date_gmt":"2025-10-21T05:46:27","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27220"},"modified":"2025-10-21T06:46:17","modified_gmt":"2025-10-21T05:46:17","slug":"la-busqueda-de-lo-desconocido","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/10\/21\/la-busqueda-de-lo-desconocido\/","title":{"rendered":"La b\u00fasqueda de lo desconocido"},"content":{"rendered":"<p>&nbsp;<\/p>\n<p><iframe loading=\"lazy\" title=\"Colorful Collapsing Magnets (UNCUT)\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/TCA6NFWmSJU?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00bfC\u00f3mo pueden unos simples imanes formar una imagen tan bella? La respuesta se encuentra en una de las interacciones fundamentales que hacen de nuestro universo lo que es.<\/p>\n<p style=\"text-align: justify;\">&#8220;Click. Con un leve toque, las piezas de colores comienzan a saltar y bailar. Como si tuvieran vida propia, en apenas unos segundos, todas los peque\u00f1os c\u00edrculos se unen uno tras otro, orden\u00e1ndose bajo una fuerza misteriosa. O no tanto, porque es obvio que la fuerza no es otra que la <a href=\"https:\/\/es.wikipedia.org\/wiki\/Ferromagnetismo\">atracci\u00f3n magn\u00e9tica<\/a>. Estos curiosos imanes fueron lanzados en una campa\u00f1a de crowdfunding bastante exitosa, como un juego. Pero las posibilidades que parecen ofrecer unos sencillos imanes van mucho m\u00e1s all\u00e1. \u00bfQu\u00e9 hace que\u00a0<strong>unos pedazos de metal ferromagn\u00e9tico recubierto de pl\u00e1stico se conviertan en algo tan bello<\/strong>?&#8221;<\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/imgs.hipertextual.com\/wp-content\/uploads\/2017\/02\/imanes.gif?fit=480%2C270&amp;quality=70&amp;strip=all&amp;ssl=1\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<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<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/imagenes.elpais.com\/resizer\/v2\/T5T5YCVYD5HUVHZHNB2H555JM4.jpg?auth=6b999a0fbe9c8a1b7e886801630ffe3e64997d098018db114c871b741a0fd948&amp;width=1960&amp;height=1103&amp;smart=true\" alt=\"\u00bfC\u00f3mo afectan al tiempo los agujeros negros? | Las cient\u00edficas responden | Ciencia | EL PA\u00cdS\" width=\"581\" height=\"327\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><span data-huuid=\"9832330505348618616\">La ralentizaci\u00f3n del tiempo cerca de un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> se debe a su intensa gravedad, que deforma el espacio-tiempo,\u00a0<\/span><span data-huuid=\"9832330505348618616\">un concepto descrito por la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general. <\/span><span data-huuid=\"9832330505348618391\">Esta deformaci\u00f3n implica que el tiempo transcurre m\u00e1s lentamente cuanto m\u00e1s cerca se est\u00e1 del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, un fen\u00f3meno conocido como dilataci\u00f3n gravitacional del tiempo.<span class=\"pjBG2e\" data-cid=\"f9d84f0e-b42d-48ae-874c-9bbdfeb829bf\"><span class=\"UV3uM\">\u00a0<\/span><\/span><\/span><\/p>\n<p style=\"text-align: justify;\">Claro que me llama poderosamente la atenci\u00f3n que esa intensa Gravedad\u00a0 act\u00fae sobre el Tiempo que no es material, y, lo mismo me pasa, cuando leo que la luz (hecha de <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> sin masa), tampoco puede escapar a la fuerza de Gravedad que genera el Agujero negro. Esta fuerza decrece con la distancia, cuanto m\u00e1s lejos estemos del objeto que la genera, menos la sentiremos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Las fuerzas fundamentales de la naturaleza y su part\u00edcula mediadora.: Las fuerzas fundamentales\" width=\"491\" height=\"352\" \/><\/p>\n<p>&nbsp;<\/p>\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. As\u00ed, los Quarks confinados dentro de los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> (<a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>), cuando tratan de separarse son retenidos por la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> que se vale de emisarios de la familia de los Bosones que se llaman Gluones.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/static-1.ivoox.com\/audios\/4\/1\/5\/8\/8341485938514_XXL.jpg\" alt=\"El Color de la Fuerza Quarks y Gluones (Margarita Garc\u00eda P\u00e9rez) - Astronomia en podcast - Podcast en iVoox\" width=\"474\" height=\"474\" \/><\/p><\/blockquote>\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<blockquote>\n<p style=\"text-align: justify;\">&#8220;Ha sido un gran alivio.\u00a0 He estado pensando en ello durante mucho tiempo&#8221;, coment\u00f3 al enterarse de la noticia <strong>Franck Wilczek,<\/strong> uno de los premiados. \u00e4 <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> de los Qurks e<b>s en el l\u00edmite de distancias peque\u00f1as entre <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> o, equivalentemente, de altas energ\u00edas, que los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> interact\u00faan d\u00e9bilmente entre s\u00ed<\/b>. La\u00a0<span tabindex=\"0\" role=\"tooltip\"><span class=\"c5aZPb\" tabindex=\"0\" role=\"button\" data-enable-toggle-animation=\"true\" data-extra-container-classes=\"ZLo7Eb\" data-hover-hide-delay=\"1000\" data-hover-open-delay=\"500\" data-send-open-event=\"true\" data-theme=\"0\" data-width=\"250\" data-ved=\"2ahUKEwjfh8D9guKFAxVnUKQEHbVJCg8QmpgGegQIHBAD\"><span class=\"JPfdse\" data-bubble-link=\"\" data-segment-text=\"interacci\u00f3n fuerte\">interacci\u00f3n fuerte<\/span><\/span><\/span>\u00a0puede estudiarse aproximada-mente en el l\u00edmite de altas energ\u00edas.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Bag Model of Quark Confinement\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRhtU4FFbLN23b_n2emWIxFmLkUTiZz9tQiqA&amp;usqp=CAU\" alt=\"Trabajo de metodolog\u00eda 1\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/francis.naukas.com\/files\/2011\/02\/dibujo20110226_qcd_frank_wilczek_physics_today.png\" alt=\"Ocho piezas f\u00e1ciles de Frank Wilczek - La Ciencia de la Mula Francis\" width=\"651\" height=\"317\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;Frank Wilczek es Premio Nobel de F\u00edsica 2004 por sus contribuciones a la <a href=\"#\" onclick=\"referencia('cromodinamica cuantica',event); return false;\">cromodin\u00e1mica cu\u00e1ntica<\/a> (QCD), la teor\u00eda de la interacci\u00f3n fuerte, junto a David Gross y a David Politzer. En 1973, Wilczek, estudiante de doctorado, y Gross, su director de tesis en la Universidad de Princeton, descubrieron la <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> que afirma que mientras m\u00e1s pr\u00f3ximos est\u00e9n los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> menor es la interacci\u00f3n fuerte entre ellos; cuando los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> est\u00e1n muy pr\u00f3ximos entre s\u00ed se comportan como part\u00edculas libres lo que permiti\u00f3 confirmar su existencia en los experimentos. Politzer descubri\u00f3 la <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> de forma independiente.&#8221; Fuente: <strong>Ciencia de la Mula francis<\/strong><\/p>\n<p style=\"text-align: justify;\">&#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>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"El Nobel de F\u00edsica premia la explicaci\u00f3n del comportamiento de los quarks | Sociedad | EL PA\u00cdS\" width=\"320\" height=\"213\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.ecured.cu\/images\/thumb\/3\/39\/David_Gross.JPG\/260px-David_Gross.JPG\" alt=\"David Gross.JPG\" width=\"156\" height=\"209\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 Politzer\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0\u00a0Wilczek\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0David J. Gross<\/strong><\/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;\">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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"30 Part\u00edculas elementales - Din\u00e1mica - Cromodin\u00e1mica cu\u00e1ntica diagramas de Feynman fundamentales - YouTube\" \/><img decoding=\"async\" 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\" alt=\"F\u00edsica de part\u00edculas quark color carga cromodin\u00e1mica cu\u00e1ntica gluon, texto, logo png | PNGEgg\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 Los Quarks confinados dentro de los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> (<a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>) sujetos por los Gluones<\/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;\">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;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Cromodin\u00e1mica Cu\u00e1ntica - StuDocu\" width=\"372\" height=\"526\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR5CA145Wh0RgyzPxjTOFtcSx6pYfMoGukU4Q&amp;usqp=CAU\" alt=\"El confinamiento de los quarks | Investigaci\u00f3n y Ciencia | Investigaci\u00f3n y Ciencia\" \/><\/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;\">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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBISEhgSERIREhISERERERERERIREhISGBgZGhkaGBYcIy4lHB4rHxgYJjgmKy8xNTU1GiQ7QDszPy40NTEBDAwMEA8QHhISH0ArIys0MTQ0NDQ3ND04OjQ2NjQ0NTE2NDE0ND00MT0xNDQ0PTY0NDQ0MTQ0NDQ2NDQ9NDQ0Mf\/AABEIAJ8BPgMBIgACEQEDEQH\/xAAcAAEAAgMBAQEAAAAAAAAAAAADAgQBBQYABwj\/xABEEAACAQIEAwUFBAcFCAMAAAABAgADEQQSITEFQVETYXGBkQYiMlKhQmJysRQjgpKywfBDU2Nz4TN0orPCw9HxFkST\/8QAGgEBAAIDAQAAAAAAAAAAAAAAAAEEAgMFBv\/EACgRAAICAQQBAwMFAAAAAAAAAAABAhEDBBIhMUETFFFxgbEFYZHB0f\/aAAwDAQACEQMRAD8A6BYiw1jLAJrFWEojLAEWMkJYqQCT1CiFwAWGVUU7NUY2QHuvqe5TEw1IIoW5Nrksd2Ym7Me8kk+cFveqBeVFcx\/zXH5qlv8A9DLawBFjLCWKsAmsVYaxFgElkxICTEAlJCRkhAPCZEg1VV+IgeJmrxXtNg6Zs+Ipgjdc65vS95g5xj2yVFvpG5npz9P2wwBNv0imPFgB9TNpheJ0KovTqo46qwI9YWWL6ZLhJdouT0wDM3mZienp6egHp6enoB6QmZiAeMiZIyJgETIGSMr4vE06SGpUYIi7s35d57oBNjzOnU900r46piCVwtlpgkPimF1vzFJT8Z+9sO+Y\/R6mL96urUsNumGOlSqOTVrfCv3B59I\/FMaKCKqKGqOQlCkthduWnJRzgGtq4Smai4dAWa61cVVc56hQH3VLHmx5DkDNy5lfh2D7JLM2eo7Z6r\/PUO\/kNgOgjtANbxLDFgKiHK6WYMBci19bc7XOnMEjpbOGxHaJmtZgcrre+VxuL8xzB5ggy281FcdjUzjSm+j9AOv7JP7pPyiAXWgmK8IwCgsVYYiqIBNRFWGsVYAixUIGrGyqC7noiglj6Aw1kcVrTyf3rpS\/ZJLv\/wACOPOALgQ2TM4s9QtUcdGc5reVwv7MtrILEUQBViLIKIiwCaxBICTWATWSEiJMQDIlPinEFw6ZmuSSFVRqzuSAqgdSSAO8y6JxftliStXDt9kVg9uV1DBfqbzXOVVFeWkSlw2\/CbMcTYOT2wFRtQVzN2Y7gotmHe2+4A2nI8V4dhyf1SLTYXuqXy+nLym1xuOLXscvQA6zRu9t9TO2tFhWOpJf2cda7M52n\/hUbhFVWRWRga2XstrPmNhY+JHhebPhfDTQxDispWpSAKpe12J0a4+JdPCWuFcZamQKqdtTVldEY606i\/CyHlruOd\/XR8RxNTOHZmJIABJOgB0F+6eRk3HM4+E3yeu0EVlkt\/HF\/c33FOJlQSS2cj3chKuveGGqzp\/Yb2ifEBqFZs9RFDI50Z02Ib7w01537rz5lVdWYNqLDbe575f4Li6lOr2lPTKPAG5uRN8M+3kva7S43ifyfcZ6a\/gvEVxFJXG9veHO\/wDV\/SbAy9GSkrR5tpxdM9PT09MiCMwZmYgGDImSMpY7GinZFU1Kr37OkpsWtuzH7Kjmx+psIBjH41KKgvcsxyoiDM9R+SovM\/QDU6Slh8A9RxXxVjUU3pUVOanQ7\/vv1blytzsYPAlWNWqweuwsXtZKa\/JTB+Ffqdz3Wa9VUUu5CqoJZibAAQAcZiUpIXc5VUXJ\/kBzJ2tNfgcM7OcTWFqjrlp0z\/Y0zy\/GdyfKQwlNsU4xFQFaSnNhqR0v\/iuOvyjlvNo0ANoTRWhNACaVcTTDqVNu64uAfDp1HMXlp4LQDW8PqGxptfNT0FzclNQNeZBBU\/hvzjtKuP8A1brVG2uf8Nve+gDfsd8tNAKaxlhKIqwCaiKokFERRAEWYfWoi\/IlSofFiqL9FqSSyNHWq5+VaNP0XtP+7ALixVENYqwBFiKJBYiwCayayKyYgEhJiREkIB5jYE9ATOU9pMD+k4ey6unvL4jl6H6zq2FwR1BE52pUKnTzEoayTVMs6eKdnzp2YjvGhvofPvl2jwyi9NKj4padQmp2iFXfL71kyhR0BJv1m44rw1ahLpZah35K\/j0PfNEQ1NxnT4WBytswB+oPdMJa\/POG3dVfz9B7HCpbkhcRwxkrtQRg+UgZwuUbAm41ta9vKbb\/AOOUcg7VmqHcrbKl\/L3vQiZocSV3L9kiEnMxS5Zr6kknvkOI8QZhpoDyG9vGc1ZJN1Ls52s1ubHl2wdJUa2rwvCBWCpUFXMMhDh6dgdd9duRv4yeHwdhYCwlYVbMttSWUAd5M6ujhbcplbX3OpoNVkz436jui57HAoWTkQSB36f6+s6ycn7NV1fEsqapSpm7DZnZht3AA\/WdYTO1pU1jVmnO05uj0wZmelg0kZiZMoYvFMW7GhY1LDO7C6UVPNurdF587DWAexuMKsKVJQ9ZhcKfgprtnqHkvQbtaw5kZweCFO7Fi9R7GpVb4nI2A+VRyUaDvNyUwmEWkpAuzMczu5u9R+bMev0AAAsBHMANiALk2AFyToAJoFBxz5yD+h029xT\/APbqA\/ER\/dgjQfaPdM1nOPc00JGDRstWoDY4lxuiH5AfibnsJu1QKAFAAAAAAsABsAOQgEWhNFaG0AJoTRmgtACeC0Z4LQCtiUzKRpflfa41F+68o4GpdMut6Zya75bXS\/flIB7wZsmmmxdUUKhYqSjCxCjmSSv17T1EgFlYiiQWIskCrEWGsVYAqyGE+Koetdx+4Fp\/9EmshgNn\/wB4xX\/OqQC6sVYaxVgE1EVYaxVgE1kxILEEAkJISIkxAPTneM0yjk8m94fzHrOiEocUNFlyvURSNQb3ZT+EazTnxepGvJtxT2ys5OpUvpCqgEWYAjowBHoZtP0PCn4a+Y9+ZB\/DEbgOcZkYMPuOr\/ylBaWaXRbeeHycy6U1+yR+Fj+RvK1VUP2n\/cU\/9U2mO4XUS9rNbcfC3pNJVexsRYjcHcTTLCrtrk1Tw4cz3NWzNAU6dQP71QqbqGARQeRNibyWL4nWq+5msG0Kp7oI7z0lF3JOkuYDCZjmb4OZ+buHdNuLEm7olRjjjthwjs\/Zf9Hp0gpco9S2a10DWvl97pr9Z0L8KpNybxzE\/nODNXkPKfQ8EpFNA3xZFv42nTh1RVn3ZouI8NqUhnpO9hvlJUjxtvK+G4\/Up2FcZ0+dQA6+WxnQ8Qxa01ObUkEATlXpCoCdu6ZkG+fHGt7mGYEEAvXtdaSnkAfiqEfZ5bnkDcwuGSmmRRYXJJJuzMd2ZjqzHmTOS4Ni2w1TKSezY2den3h3j6jynZwQeM5\/FVWxlRqFJiuHQ5cTXU2NQ86VM\/xNy2iY3EviqjYbDsVpocuKxC\/Z600Pznmfsza4bDJTprTpqERBlVRsB\/XOAYpUlpqERQqIoVVUWCgbATJkzIGAQaE0Uw2gBNCeM0F4ATwWjtAaAC8oY+mSAVFyCR5Hf8hNg0IwCqsmsgsRYAqxFhrFWAKsLhvwv\/vGL\/51SKsLh39oOmIrH99s\/wCTiAX1jLCWKsARYqwlirAJiTEgIggEhDxOISmhdzZR9T0HfEE+ee2fGDUq9gh9xLg258ifM3HgO+AWeJ+1D1SUo+6uoLf1v+XjNS9N21difE6ekxgqOVbnSXEoNUuE94jkup9JMoSjHc1S+fBCyQb2pq\/g1NVAOgtFwvEqtEhkNUAc8rWt49JioUQlqh0S1gebG9tOdrTXYvjg2QMCb2ZrAeXWVJ5WnSO3pf0+EoKWS22djR40mKAzWFQC2Zdn8RyMocSwwqbj3tg3PwPUTjMLimSop1GY6+N953eGq9pTBPxL7rd\/fMoNZFUkVtbplp5pwfDMUfZ1Fply\/aNkDgICFHUHmSPKUy\/kBpadDgK+Vla4uNGU8x1\/l6RuOthjTuiLnJGwtMtiXRTU2+yr7O8INRxUcWRTcA\/aPKdVjselJCxYX5C\/OcnhuKsKYpk28JV4sLAHMTfvmyKpGEuWWcbjWre9KNGs4bnaa6li2BsNpu6Sgrc85JAVV8wzTbUcVWrquEok08ihcViBvSXlTT\/EtYfd8dtJjMV2d6VM2qD\/AGlTlR+6P8Q\/8PjtvPYcjsXC7LU9TbU+Mkg32EwlOii06ahUUWUD6knmTzMYzJmDAIGQMmZAwCLQmitDaAE0JozQWgBNBeM0F4ATQTGaEYBUWIsNYiwBVipCWKsAVYWD0qVl6vTceDU0X80MVYK6Yn\/MofWm5\/lV+kA2KxkgrFWAKsRYaxFgExEEMSYgA8Qr9nSeoN1Riv4th9SJ8jw1UPUao2oLEjwGi\/S0+pe0IJwrgdE\/jWfHsMpKab6Hym\/A4rIt3Ro1EZPE1Hujpe2Qi7MR0A39ZDhXEUpVWYuEJo1gjEjLmykrfzW3iQJof0r3cp9ZWqOWtYEg6L4\/0Z09VGGTC8b6aOPpoOE00uUbj2lxHalK6rYVEXOBsH6+YPqJzmI1ILAaC2vOdFScBQl7gKFPQ6Tc8N4Pg6lJqjozuje+gcqFTkw52\/KeVy1iXC4uj2uDWuMFGa5S7OK4fRarUBsciWJP9dZ2PBKnvsvVc3oRf8\/pA4lWpg5aFNaSD7C7X6nqZngYJq36I5PgFvLuGDULaplLVar1pL4XRtMS5XbcaiQrlnTMPSVsdVJbTeHSqOCBysDJvk0mKbkGx6zZ1nQoBcmUGF9bG\/hPXe2qt6GVnmp0jcsaasdETlEr4hlJp0zaoPjfcYcdB1qnp9nc66ChWrmmSiG1XZ3H9h3DrU\/g\/F8NnD01VAqiw37yTuSeZPWWIStcmmSp8AYmkEp5U0A8yTzJPMnrOy9i8MaeEDHeo71B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alt=\"Quarks - Concepto, descubrimiento, modelo y caracter\u00edsticas\" width=\"370\" height=\"185\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo son los quarks? - Quora\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Quark - EcuRed\" \/><img decoding=\"async\" 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\" alt=\"Quark: im\u00e1genes, fotos de stock y vectores | Shutterstock\" \/><\/p>\n<p>&nbsp;<\/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 Quark 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;\">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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Aporte 2 - Portafolio 2\" \/><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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRZChPMMXiItExhedRNVrkdGmB3HaNkinQavUW6k9mhZAhHUrvFX7Hq6LpLRe2gnOT9c6c&amp;usqp=CAU\" alt=\"BIOGRAF\u00cdAS DE ARTISTAS PL\u00c1STICOS ,ESCULTORES Y MUSEOS DEL MUNDO.: \u00bfQue simboliza Shiva, el dios destructor, en el acelerador de part\u00edculas del CERN?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRxhxC5_llANxGmJjMBCdJjpRZ0sTtHhz6bAcsTjbksN_vUyUp8dtrE2DtLylGUMCali0M&amp;usqp=CAU\" alt=\"BIOGRAF\u00cdAS DE ARTISTAS PL\u00c1STICOS ,ESCULTORES Y MUSEOS DEL MUNDO.: \u00bfQue simboliza Shiva, el dios destructor, en el acelerador de part\u00edculas del CERN?\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQtU4SghSlMaylEcTeNjWE-1ZM_SOQ9j059cUoqg-oTQ_4fB0jgWrwOBis6CkZ3N4Tfnwo&amp;usqp=CAU\" alt=\"Misterios del Universo : Blog de Emilio Silvera V.\" width=\"546\" height=\"215\" \/><\/p>\n<p>&nbsp;<\/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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Los haces de protones se preparan para circular por el LHC esta semana\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo logran ver que chocan dos part\u00edculas en el colisionador de hadrones? \u00bfO que es lo qu\u00e9 pasa, le sacan como una foto? - Quora\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los haces de part\u00edculas lanzadas a la velocidad de la luz que chocan en un punto determinado y se rompen en mil pedazos para desentra\u00f1ar los misterios que esconde la materia.<\/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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Frontera entre Francia y Suiza - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"El Gran Colisionador de Hadrones (LHC) | CPAN - Centro Nacional de F\u00edsica de Part\u00edculas, Astropart\u00edculas y Nuclear\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Frontera Francia &#8211; Suiza\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0A 100 m bajo tierra la inmensa m\u00e1quina LHC<\/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\u00edamos:<\/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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Observada una desintegraci\u00f3n del bos\u00f3n de Higgs buscada desde hace tiempo | CPAN - Centro Nacional de F\u00edsica de Part\u00edculas, Astropart\u00edculas y Nuclear\" width=\"299\" height=\"197\" \/><img decoding=\"async\" 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\" alt=\"D\u00f3nde est\u00e1 el bos\u00f3n de Higgs? Cinco pistas para que ayudes a tu pareja a encontrarlo | El Mundo Today\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Este acelerador tan largamente esperado, comenz\u00f3 a 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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTTRWH82OuX4VBkQkAXWJN6t5UX1HIm7ei7-Q&amp;usqp=CAU\" alt=\"El bos\u00f3n de Higgs podr\u00eda haber sido descubierto (y no por el Gran Colisionador de Hadrones) | Engadget\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQiHq_hfb6MEpfzNeQxi6cxHTIPFVZkBory7w&amp;usqp=CAU\" alt=\"Lo que necesitas para entender el bos\u00f3n de Higgs en cinco preguntas\" width=\"458\" height=\"458\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En la gran m\u00e1quina colisiones que imitan un <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> en miniatura<\/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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"El bos\u00f3n \u201cde Higgs\u201d\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El Gran Colisionador de Hadrones (LHC) | CPAN - Centro Nacional de F\u00edsica de Part\u00edculas, Astropart\u00edculas y Nuclear\" width=\"341\" height=\"210\" \/><\/p>\n<p>&nbsp;<\/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>&nbsp;<\/p>\n<p><iframe loading=\"lazy\" title=\"El CERN vuelve a poner en marcha el Gran Colisionador de Hadrones\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/LAjDp6XSJcg?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<p>&nbsp;<\/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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Diapositiva 1\" \/><img decoding=\"async\" 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\" alt=\"Cern\" \/><\/p>\n<p>&nbsp;<\/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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"In theory: John Ellis interview and portrait | CERN\" width=\"406\" height=\"270\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>John Ellis, uno de los investigadores del CERN, dec\u00eda:<\/strong><\/p>\n<p style=\"text-align: justify;\">&#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<\/blockquote>\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 atrevi\u00f3 a predecir que, la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> aparecer\u00eda 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;\">Al final (parece) que se salieron con la suya.<\/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>En lo que a la materia &#8220;oscura&#8221; se refiere \u00bfNo estar\u00e1n gastando recursos y tiempo en algo que nunca encontrar\u00e1n?<\/p>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V.<\/em><\/strong><\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F10%2F21%2Fla-busqueda-de-lo-desconocido%2F&amp;title=La+b%C3%BAsqueda+de+lo+desconocido' title='Delicious' target='_blank' rel='nofollow'><img 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href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=La+b%C3%BAsqueda+de+lo+desconocido&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F10%2F21%2Fla-busqueda-de-lo-desconocido%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>&nbsp; &nbsp; \u00bfC\u00f3mo pueden unos simples imanes formar una imagen tan bella? La respuesta se encuentra en una de las interacciones fundamentales que hacen de nuestro universo lo que es. &#8220;Click. Con un leve toque, las piezas de colores comienzan a saltar y bailar. Como si tuvieran vida propia, en apenas unos segundos, todas los [&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":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27220"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=27220"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27220\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27220"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27220"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27220"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}