{"id":4351,"date":"2025-06-03T13:07:58","date_gmt":"2025-06-03T12:07:58","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=4351"},"modified":"2025-06-03T13:07:29","modified_gmt":"2025-06-03T12:07:29","slug":"%c2%a1las-particulas-ese-universo-infinitesimal","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/06\/03\/%c2%a1las-particulas-ese-universo-infinitesimal\/","title":{"rendered":"\u00a1Las particulas! ese universo infinitesimal"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 son, c\u00f3mo son y c\u00f3mo se originan las part\u00edculas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 son, c\u00f3mo son y c\u00f3mo se originan las part\u00edculas\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 son, c\u00f3mo son y c\u00f3mo se originan las part\u00edculas\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El universo de las part\u00edculas es fascinante. Cuando las part\u00edculas primarias chocan con \u00e1tomos y mol\u00e9culas en el aire, aplastan sus n\u00facleos y producen toda clase de part\u00edculas secundarias. En esta radiaci\u00f3n secundaria (a\u00fan muy energ\u00e9tica) la que detectamos cerca de la Tierra, por los globos enviados a la atm\u00f3sfera superior, han registrado la radiaci\u00f3n primaria.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.turismodeestrellas.com\/media\/files\/2215_rayos-cosmicos-cayendo.jpg\" alt=\"Qu\u00e9 son y de donde proceden los rayos c\u00f3smicos\" \/><\/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 \u00a0Los rayos c\u00f3smicos que forman part\u00edculas secundarias<\/p>\n<p style=\"text-align: justify;\">El f\u00edsico estadounidense Robert Andrews Millikan, que recogi\u00f3 una gran cantidad de informaci\u00f3n acerca de esta radiaci\u00f3n (y que le dio el nombre de rayos c\u00f3smicos), decidi\u00f3 que deber\u00eda haber una clase de radiaci\u00f3n electromagn\u00e9tica. Su poder de penetraci\u00f3n era tal que, parte del mismo, atravesaba muchos cent\u00edmetros de plomo. Para Millikan, esto suger\u00eda que la radiaci\u00f3n se parec\u00eda a la de los penetrantes <a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a>, pero con una longitud de onda m\u00e1s corta.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Radiaci\u00f3n c\u00f3smica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSRw9Xhqa8U1mfM32BUu4GQKh6QLXkDy1L6J-LE-JY0BFtSPg6TKW0m2UNAACD0ukq62MA&amp;usqp=CAU\" alt=\"De d\u00f3nde proceden los rayos c\u00f3smicos? - Foro Nuclear\" width=\"368\" height=\"201\" \/><\/p>\n<p style=\"text-align: justify;\">Otros, sobre todo el f\u00edsico norteamericano Holly Compton, no estaban de acuerdo en que los rayos c\u00f3smicos fuesen part\u00edculas. Hab\u00eda un medio para investigar este asunto; si se trataba de part\u00edculas cargadas, deber\u00edan ser rechazadas por el campo magn\u00e9tico de la Tierra al aproximarse a nuestro planeta desde el espacio exterior. Compton estudi\u00f3 las mediciones de la radiaci\u00f3n c\u00f3smica en varias latitudes y descubri\u00f3 que en realidad se curvaban con el campo magn\u00e9tico: era m\u00e1s d\u00e9bil cera del ecuador magn\u00e9tico y m\u00e1s fuerte cerca de los polos, donde las l\u00edneas de fuerza magn\u00e9tica se hund\u00edan m\u00e1s en la Tierra.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Confirman que los rayos c\u00f3smicos vienen de m\u00e1s all\u00e1 de nuestra galaxia\" width=\"445\" height=\"250\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTQXfrZf4j_-3PtqBsHbCo6Qc69d-oNw1NDG8YJ27cfoegG3dwemN1lfLQjV2NFgUCtUY8&amp;usqp=CAU\" alt=\"Qu\u00e9 son los rayos c\u00f3smicos y c\u00f3mo nos afectan?\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las part\u00edculas c\u00f3smicas primarias, cuando entran en nuestra atm\u00f3sfera, llevan consigo unas energ\u00edas fant\u00e1sticas, muy elevadas. En general, cuanto m\u00e1s pesado es el n\u00facleo, m\u00e1s raro resulta entre las part\u00edculas c\u00f3smicas. N\u00facleos tan complejos como los que forman los \u00e1tomos de hierro se detectaron con rapidez; en 1968, otros n\u00facleos como el del uranio. Los n\u00facleos de uranio constituyen s\u00f3lo una part\u00edcula entre 10 millones. Tambi\u00e9n se incluir\u00e1n aqu\u00ed <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de muy elevada energ\u00eda.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/pbs.twimg.com\/media\/EGAG6ksXYAIDDnD.jpg\" alt=\"Daniel Manzano on Twitter: &quot;La ecuaci\u00f3n de Dirac no dice eso, principalmente porque &quot;eso&quot; es falso. S\u00f3lo las part\u00edculas entrelazadas se comportan como un solo sistema. El entrelazamiento ni siquiera afecta a\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Ahora bien, la siguiente part\u00edcula in\u00e9dita (despu\u00e9s del <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a>) se descubri\u00f3 en los rayos c\u00f3smicos. A decir verdad, cierto f\u00edsico te\u00f3rico hab\u00eda predicho ya este descubrimiento. Paul Adrien Dirac hab\u00eda aducido, fund\u00e1ndose en un an\u00e1lisis matem\u00e1tico de las propiedades inherentes a las part\u00edculas subat\u00f3micas, que cada part\u00edcula deber\u00eda tener su <em>antipart\u00edcula<\/em> (los cient\u00edficos desean no s\u00f3lo que la naturaleza sea simple, sino tambi\u00e9n sim\u00e9trica). As\u00ed pues, deber\u00eda haber un <em>antielectr\u00f3n<\/em>, salvo por su carga que ser\u00eda positiva y no negativa, id\u00e9ntico al electr\u00f3n; y un <em>anti<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/em>, con carga negativa en vez de positiva.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Esta es la ecuaci\u00f3n de Dirac | Ecuaci\u00f3n de dirac, Dirac, Formula de dirac\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS9T9vg-BogqfjVTswABMhjGD2qMo1yt0n0s1Z6OrHPeYodyz5nFkinY34844y5hBWIXOY&amp;usqp=CAU\" alt=\"&quot;El\" width=\"302\" height=\"288\" \/><\/p>\n<p style=\"text-align: justify;\">Si, las part\u00edculas elementales son un misterio, aunque la ciencia est\u00e1 cada vez m\u00e1s cerca de comprender lo que se cuece en ese &#8220;universo&#8221; de lo muy peque\u00f1o. <span data-huuid=\"550382039881073140\">\u00a0<\/span><span data-huuid=\"550382039881075133\">Son los componentes b\u00e1sicos de la materia, pero su comportamiento y las fuerzas que las rigen a\u00fan no est\u00e1n del todo claros.<\/span><\/p>\n<p style=\"text-align: justify;\"><span data-huuid=\"14570955977393435601\">Se cree que las part\u00edculas elementales son muy peque\u00f1as, casi puntos de dimensi\u00f3n cero, y no tienen estructura interna.\u00a0<\/span><span data-huuid=\"14570955977393437362\">Sin embargo, la evidencia experimental indica que algunas part\u00edculas, como los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y los <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>, podr\u00edan tener una estructura m\u00e1s compleja.<span class=\"pjBG2e\" data-cid=\"378ebf0d-4b78-4775-8761-d33d0b47a496\"><span class=\"UV3uM\">\u00a0<\/span><\/span><\/span><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/lh4.googleusercontent.com\/proxy\/xr_lwbKtvmWqYSyxTwOWpUyf9s_hLWcUlKJgwLI_v8ELt7lclHNzXTUM2H_n4ADFHJQWRsigewvngLjC2KsHa1wxlFTs9lZ5eClWxxRlwiHb42Ly\" alt=\"13050104fuerzasuniverso\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><span data-huuid=\"14570955977393438549\">Las part\u00edculas elementales interact\u00faan entre s\u00ed a trav\u00e9s de fuerzas fundamentales (fuerza fuerte, <a href=\"#\" onclick=\"referencia('fuerza electromagnetica',event); return false;\">fuerza electromagn\u00e9tica<\/a>, fuerza d\u00e9bil y gravedad).\u00a0<\/span><span data-huuid=\"14570955977393436214\">La comprensi\u00f3n de estas interacciones, especialmente la gravitatoria, sigue siendo un desaf\u00edo.<span class=\"pjBG2e\" data-cid=\"06296d25-74ba-46ef-9801-c49601d1abff\"><span class=\"UV3uM\">\u00a0<\/span><\/span><\/span><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/www.lleida.com\/sites\/default\/files\/blogs\/modelo-estandar.png\" alt=\"El modelo est\u00e1ndar | Lleida.com\" \/><\/p>\n<p>&nbsp;<\/p>\n<ul data-hveid=\"CCkQAQ\" data-ved=\"2ahUKEwjHiuqiltWNAxUSKvsDHazxIgAQm_YKegQIKRAB\">\n<li class=\"K3KsMc\">\n<div class=\"zMgcWd dSKvsb\" data-il=\"\">\n<div data-crb-p=\"\">\n<div class=\"xFTqob\">\n<div class=\"vM0jzc\" style=\"text-align: justify;\"><span data-huuid=\"14570955977393437401\">Las part\u00edculas elementales tienen propiedades como la masa, la carga el\u00e9ctrica, el <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> y otras.\u00a0<\/span><span data-huuid=\"14570955977393435066\">Algunas de estas propiedades, como la masa de los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>, a\u00fan no est\u00e1n totalmente definidas.<\/span><\/div>\n<\/div>\n<\/div>\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<p><iframe loading=\"lazy\" title=\"El Modelo Est\u00e1ndar (Una de las mejores explicaciones, en espa\u00f1ol)\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/I3jtzXr69GY?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<ul data-hveid=\"CCkQAQ\" data-ved=\"2ahUKEwjHiuqiltWNAxUSKvsDHazxIgAQm_YKegQIKRAB\">\n<li class=\"K3KsMc\">\n<div class=\"zMgcWd dSKvsb\" data-il=\"\">\n<div data-crb-p=\"\">\n<div class=\"xFTqob\">\n<div class=\"Gur8Ad\"><span data-huuid=\"14570955977393438588\"><strong>El modelo est\u00e1ndar:<\/strong><\/span><\/div>\n<div><\/div>\n<div class=\"vM0jzc\"><span data-huuid=\"14570955977393436253\">El Modelo Est\u00e1ndar de la f\u00edsica de part\u00edculas describe las part\u00edculas elementales y sus interacciones.\u00a0<\/span><span data-huuid=\"14570955977393438014\">Sin embargo, este modelo no explica algunas observaciones, como la existencia de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> y la energ\u00eda oscura, o por qu\u00e9 las part\u00edculas tienen diferentes masas.<span class=\"pjBG2e\" data-cid=\"c9143c1e-493d-4e81-b1ef-e04eaf07d25a\"><span class=\"UV3uM\">\u00a0<\/span><\/span><\/span><\/p>\n<div class=\"NPrrbc\" data-cid=\"c9143c1e-493d-4e81-b1ef-e04eaf07d25a\" data-uuids=\"14570955977393438588,14570955977393436253,14570955977393438014\">\n<div class=\"BMebGe btku5b fCrZyc LwdV0e FR7ZSc qVhvac OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CCMQAQ\" data-ved=\"2ahUKEwjHiuqiltWNAxUSKvsDHazxIgAQ3fYKegQIIxAB\">\n<div class=\"niO4u\">\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<li class=\"K3KsMc\">\n<div class=\"zMgcWd dSKvsb\" data-il=\"\">\n<div data-crb-p=\"\">\n<div class=\"xFTqob\">\n<div class=\"Gur8Ad\"><span data-huuid=\"14570955977393437440\"><strong>La b\u00fasqueda de nuevas part\u00edculas:<\/strong><\/span><\/div>\n<div class=\"vM0jzc\"><span data-huuid=\"14570955977393435105\">Los cient\u00edficos buscan constantemente nuevas part\u00edculas elementales para comprender mejor la naturaleza del universo.<\/span><\/div>\n<div><\/div>\n<\/div>\n<div>\n<div class=\"WaaZC\">\n<div class=\"RJPOee EIJn2\">\n<div class=\"rPeykc pyPiTc\" data-hveid=\"CC4QAQ\" data-ved=\"2ahUKEwjHiuqiltWNAxUSKvsDHazxIgAQo_EKegQILhAB\"><span data-huuid=\"550382039881076026\">Ejemplos de part\u00edculas elementales:<\/span><\/div>\n<div data-hveid=\"CC4QAQ\" data-ved=\"2ahUKEwjHiuqiltWNAxUSKvsDHazxIgAQo_EKegQILhAB\"><\/div>\n<\/div>\n<\/div>\n<div class=\"WaaZC\">\n<div class=\"RJPOee EIJn2\">\n<ul data-hveid=\"CDoQAQ\" data-ved=\"2ahUKEwjHiuqiltWNAxUSKvsDHazxIgAQm_YKegQIOhAB\">\n<li style=\"text-align: justify;\"><span data-huuid=\"550382039881073813\"><strong>Quarks:<\/strong><\/span><span data-huuid=\"550382039881075806\">Son los componentes b\u00e1sicos de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a>, como los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.<\/span><\/li>\n<li style=\"text-align: justify;\"><span data-huuid=\"550382039881075696\"><strong>Leptones:<\/strong><\/span><span data-huuid=\"550382039881073593\">Incluyen los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, los <a href=\"#\" onclick=\"referencia('muon',event); return false;\">muones<\/a>, los tauones y los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>.<\/span><\/li>\n<li style=\"text-align: justify;\"><span data-huuid=\"550382039881073483\"><strong>Bosones:<\/strong><\/span><span data-huuid=\"550382039881075476\">Son los mediadores de las fuerzas fundamentales, como los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> (<a href=\"#\" onclick=\"referencia('fuerza electromagnetica',event); return false;\">fuerza electromagn\u00e9tica<\/a>) y los <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a> W y Z (fuerza d\u00e9bil).<\/span><\/li>\n<\/ul>\n<p style=\"text-align: justify;\"><span data-huuid=\"15591209017201028228\">En resumen: Las part\u00edculas elementales son los bloques de construcci\u00f3n m\u00e1s peque\u00f1os de la materia, pero su comportamiento y las fuerzas que las rigen a\u00fan son objeto de investigaci\u00f3n.\u00a0<\/span><span data-huuid=\"15591209017201028149\">El estudio de las part\u00edculas elementales es fundamental para comprender la naturaleza del universo, y la b\u00fasqueda de nuevas part\u00edculas y la comprensi\u00f3n de las interacciones existentes siguen siendo un desaf\u00edo para los cient\u00edficos.<\/span><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/culturacientifica.com\/app\/uploads\/2014\/01\/bose-fermi.png\" alt=\"La presencia de fermiones aumenta la superfluidez de los bosones \u2014 Cuaderno  de Cultura Cient\u00edfica\" \/><\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<h1 class=\"title header__title\" style=\"text-align: justify;\">La presencia de <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> aumenta la super-fluidez de los <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a>.<\/h1>\n<\/div>\n<p style=\"text-align: justify;\">El equipo de investigadores encabezado por Eneko Malatsetxebarria, del Centro de F\u00edsica de Materiales (C<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>C-UPV\/EHU) y DIPC, ha obtenido el diagrama de fases de una mezcla bos\u00f3n-<a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermi\u00f3n<\/a>, demostrando que la presencia de <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> aumenta la super-fluidez de los <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a>. Publican sus resultados en <em>Physical Review A.<\/em><\/p>\n<p style=\"text-align: justify;\">Los experimentos que se llevan a cabo con los \u00e1tomos fr\u00edos son muy importantes para entender la f\u00edsica cu\u00e1ntica. De hecho, dan opci\u00f3n de observar directamente los efectos cu\u00e1nticos. Precisamente por eso, a los \u00e1tomos fr\u00edos se les denomina simuladores cu\u00e1nticos. \u00abEs una herramienta muy poderosa para entender el comportamiento de la materia condensada. No es como antes, que los efectos cu\u00e1nticos eran algo que suced\u00eda en una caja negra; ahora somos capaces de manipular los \u00e1tomos casi como queremos, y observar los efectos cu\u00e1nticos\u00bb, dice el f\u00edsico Malatsetxebarria, que ha hecho la tesis en ese campo en el Donostia International Physics Center (DIPC) y en el instituto mixto C<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>C-UPV\/EHU Centro de F\u00edsica de Materiales (CFM).<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/content.nationalgeographic.com.es\/medio\/2024\/06\/10\/shutterstock_a34bba1c_1224585190_240610152146_1280x1280.jpg\" alt=\"Qu\u00e9 son los fermiones? De los quarks a los electrones\" width=\"680\" height=\"680\" \/><\/p>\n<h2 class=\"article-subtitle\" style=\"text-align: justify;\">Aunque invisibles y ciertamente dif\u00edciles de imaginar o visualizar, los <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> son los responsables de la diversidad y de la estabilidad de todo aquello que vemos y tocamos.<\/h2>\n<figure class=\"thumb zoom\">\n<div class=\"info\">\n<p class=\"credit-title\">Los <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> son part\u00edculas fundamentales que constituyen la materia.<\/p>\n<\/div>\n<\/figure>\n<div class=\"article-body\">\n<div id=\"cc-content\" class=\"article-text txt\">\n<p style=\"text-align: justify;\">\u00bfSab\u00edas que los\u00a0<a href=\"https:\/\/www.nationalgeographic.com.es\/ciencia\/asi-es-electron-particula-responsable-que-nada-toque-nada_19835\">electrones\u00a0<\/a>y los\u00a0<a href=\"https:\/\/www.nationalgeographic.com.es\/ciencia\/quarks-que-son-pequenas-caoticas-particulas-subatomicas_21148\">quarks\u00a0<\/a>tienen algo en com\u00fan? Y no, no es ni su carga, ni su masa ni su estructura, sino el tipo de part\u00edcula que son: \u00a1<strong><a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a><\/strong>! Concretamente, los <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> se identifican como aquellas part\u00edculas elementales capaces de dar forma a la materia a trav\u00e9s de sus interacciones y de sus <strong>propiedades \u00fanicas.<\/strong><\/p>\n<p><strong>El &#8220;universo de lo muy peque\u00f1o es fascinante.<\/strong><\/p>\n<p>Otro d\u00eda contaremos m\u00e1s cosas.<\/p>\n<p><strong>Emilio Silvera V\u00e1zquez<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<\/ul>\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%2F06%2F03%2F%25c2%25a1las-particulas-ese-universo-infinitesimal%2F&amp;title=%C2%A1Las+particulas%21+ese+universo+infinitesimal' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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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; El universo de las part\u00edculas es fascinante. Cuando las part\u00edculas primarias chocan con \u00e1tomos y mol\u00e9culas en el aire, aplastan sus n\u00facleos y producen toda clase de part\u00edculas secundarias. En esta radiaci\u00f3n secundaria (a\u00fan muy energ\u00e9tica) la que detectamos cerca de la Tierra, por los globos enviados a la atm\u00f3sfera superior, han registrado la [&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":[22],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4351"}],"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=4351"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4351\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=4351"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=4351"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=4351"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}