{"id":2229,"date":"2022-02-18T08:40:08","date_gmt":"2022-02-18T07:40:08","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=2229"},"modified":"2022-02-18T08:41:06","modified_gmt":"2022-02-18T07:41:06","slug":"2229","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/02\/18\/2229\/","title":{"rendered":"La b\u00fasqueda de lo escondido"},"content":{"rendered":"<p style=\"text-indent: 24pt; 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 style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/-G5P3a4PDCbI\/W_LDVRRv3iI\/AAAAAAAAJvg\/OWHleUNbSugnt_9OSfAsX8zA9GrmC3SKwCLcBGAs\/s640\/mapa%2B2.jpg\" alt=\"\" \/><\/p>\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">En el mapa\u00a0aparecen representadas las regiones del planeta en las que la Gravedad es m\u00e1s intensa (rojo) y menos intensa (azul).\u00a0 L<strong>a intensidad de la gravedad no es constante por toda la superficie de la Tierra y que, por este motivo, nuestro peso puede variar hasta un 0,7% cuando viajamos.<\/strong><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<\/blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/f0\/a1\/6b\/f0a16be480b9fdef8f7b3afca0afa01c.gif\" alt=\"Pin op Lluvia y tormenta\" \/><\/p>\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">&#8220;En el medio en que vivimos, hay campos electromagn\u00e9ticos por todas partes, pero son invisibles para el ojo humano. Se producen campos el\u00e9ctricos por la acumulaci\u00f3n de cargas el\u00e9ctricas en determinadas zonas de la atm\u00f3sfera por efecto de las tormentas. El campo magn\u00e9tico terrestre provoca la orientaci\u00f3n de las agujas de los compases en direcci\u00f3n Norte-Sur y los p\u00e1jaros y los peces lo utilizan para orientarse.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS3izyDjir03MkSlCUIoZ1RFGAM-12cJOwrTzH1-cGryiKAGKEvr_Kp_An4kfm1ByF41AM&amp;usqp=CAU\" alt=\"Strong Force Nucleus Atom This Science Stock Vector (Royalty Free)  1216908298\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><span style=\"text-indent: 24pt;\">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.<\/span><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/de\/Nuclear_Force_anim.gif\" alt=\"Interacci\u00f3n nuclear fuerte - Didactalia: material educativo\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Frank Wilczek, Ph.D. - Society for Science\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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 Franck Wilczek.<\/p>\n<p style=\"text-indent: 24pt; 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<\/blockquote>\n<p style=\"text-indent: 24pt; 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 Cromo-din\u00e1mica Cu\u00e1ntica (QCD).<\/p>\n<p><!--more--><span style=\"text-align: justify; text-indent: 24pt;\">\u00a0 \u00a0 \u00a0<\/span><img decoding=\"async\" style=\"text-align: justify; text-indent: 24pt;\" 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\" alt=\"Lattice QCD, el estudio num\u00e9rico de la interacci\u00f3n fuerte | Instituto de  F\u00edsica Corpuscular\" \/><img decoding=\"async\" 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\" alt=\"La F\u00edsica De Part\u00edculas, Quark, Color Cargo imagen png - imagen  transparente descarga gratuita\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; 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-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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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20A0r2lN3Yq4pSlAGzybfKZYDsp5ke\/oSkkrc9kgk0GylBV5XNK+SeCToS0TfdlFx7eYkY\/Ea6WlSW5rpu6KTyia8mHTsaSXxCRmP9ZgfZWqs+Of3mHuhm+MkH+1YVeOBNX4hSsJpVRSzEKoFySbAAbkmqw4qWb0Lwx9GI\/it3hWFox4gt3LUTqKJej086u62Xd4LV3AFyQB2k2HxqKOKQXtz4r9nMS\/61DThUV8xQO3rSXkb2M9yPZUjkra2Ue4UrzZdjYuiprMm\/pYYzCEnnQkZ7WIJ8yQDYMRsR0Ybd4rDDY1WOQ3SQbxto3iOjDvW4rSeFxA3ReW2+aM8s37wujfiBFYTylRlxSrLEPpcozJ3yKNh9tLW6gDWmwrrEkUn0TX8bv6YZY0rSOF6DlzyqOnnLIPfIrG3toeGud8RL7FhHx5dP1IxarGyaVUUszBVG5JsPeaqJ8e8\/mxKRF86RiUzj1U+dl79CdhbespcDG76Asqkgu7F2dhuFLHzUGxy2ubjYazgKy1eottH3OR1fiDTcKfv\/hqVJLAc0qALBY1VFAGwGhI99BG3SWQfjv8DcVtpWVzk+TmOvUbu5P3MUnmX5wkHYwCt+ZRb+mpeDxyyaaq43RtGHeOhHeL1GrVPCGtqQRqrD0lPaD\/AOXq8K0lnc0UeunB\/u3RcU4U4XF26yQEn\/gSLb\/3BqHw7FlwVewkW2a2xB9Fl7jY+BBFS8GP7TEfsSr7DkP6qK1tpxujv0KinaUcM6KtGMnCRvIdkVmP4QT\/AKVvqr8q\/wC5Yq31E3\/balm0qeGQlIYkOpVEUnqSFAJPfepNDSnGIVjI4UXYgDtJsPear8TxBmYxwWuDZ5G1RD1UAem\/doB1N9K1Jw1LhpLyvvmksxB+yvop+ECkyq8I3UuibWqbt6ZZJ\/feH6TIfunMPet6wlxmGnHK5qEnUAOA4I1DL1BB61tFYTwq4yuoYHcMAR7jVfNn6D\/0dH19\/wCjQZ3h0n1XpMB5pH8wD0G7\/RPaNqlqwIuCCDsRqD4GoIwjx6wPb+W5LRnuHWP8Og9U1lg8PBKWyq0Mi+misUIJ2JCnK4PRrG+vUEB8Kyls9mZ63TTpq6d135RNpWn91n\/ET+H8H9THeofEcClwl2kdhe8jF1RfW5Z8wm+g038DV5VIxV2YataNOLlLAxHFsxKYcCR+rX\/hJ95hue4fCsMJhXUHNK12N3K2Use0t6XdoQAOgqRh4FRQqiwH\/lz2mtlYaleU8bI4FfralR7Oy7I0fsi9rnxkkJ+LV6kTL6Esi+LZx7pL6eFq3UpWprkyqrNO6bPY+JMnywGX6xb2H31Nyo7wSO21WKm4uNRVbWvCy8lgPomNrfVsTpb7BPToT2E20U629pHT6Trm2oVPf\/SZxdrQs\/1eWX\/0WEg\/6a6quW4ut8PMO2OQf0GumiPmjwH6U6R3qGCl43\/eYe+Kce54Lf61jW7ykWxgk6CTKx+zIjKPfJy6reM4gpCxU2Y2RD2NIwRT7CwPsoTtG4ODnUUVzZENzz5Mx+SjayDo7qdXPaFNwB2gn1SJla8PCERUUWVQFHgBYVsrNvlnXtGKUVhYFKUqQFKUoAiYE8iQRfQyE8v+W+pKDsRhcjsII6gCbxWYrGcujMQi9xbr7Bc+youPw\/MjZQbEi6n1WU3RvYwB9la5MVzRh3tbMjS27DlVbeI5hFWjPTFr2OV4utNJ1o5w\/nwzOKMKAo2AsPZWVKVmPEisUcEXBBHaNRUd5i7vGmUFVUsWXMPPLZRa49U+8Vp8nD\/ZYfuL+lVuXcLRuWFKUqxQ1StkZZfVNm70YgNfw0b8NW2DP9riX+XO35TCv\/zqqxMeZGU9VI94tVn5MOZJeYR6MEVj3zEs490cZ9orRRls0dvwibbcO250tV3lJEXwmIQbtDKo9sbCrGsWW4sdjTDvnPKwIBGx1HtqDxbENdYYzZ3uSw3RBbMw+0bgDvN9bGtvB9IEUm5QGJj2tCTG\/wDUhqHgjnkml7XMa9ywkpb8\/MP4qmpKysuQ6OmpTcpYX54N8EKooVRZQLAVspSs50W23dilYu1hf\/W2vQXrTw7Fc2JJMuXML2ve2vbU3J0u1yRUXHQNpJHbmp6PQMPnRsfVa3sNj0qVSoCL3N+ExKyIsi7ML66EdoI6EG4I7QaqsK+fNIfpDcfdGiD8tj4k1ispjXFoOiGZe7mKwYD8aM3463xpYADoAPdU1J6oo8j42vLqKmsZ+jMqUqNjsRkVbbs6oL7XY2ufAXPfas5wkm3ZG1ZlLFQwLC1wCLi+1x061sqtwikYqQFs38KKxsAbZ5dDbfrVlQiZxsxWMkYYFSLgixHcaypViphLOTg5rm7pHKhPUlVIB9oyn212ka2FuyuJgW7tEPpJoNO0Ejmf8uNvdXb3rWneKPW9BJzopsg8cwhlgkRbZ7ZkvtzEIeMnuDqtc1xHECRMO6+i8iNrvblu4v2G4FdpXE+UEZhMi7KrriYyfUMg\/aB3lSznsAkQdKJYZ0KP8sX629yVSlKWbjwqDoRcHcHauW4fiE5WBBZc6yZXFxmUiKW6t1BzAaHs7q6qvAKq1cZCoopqx7SlKsLFVWC+ThbskxMY8Oc5X4R1ZyyhVLMbBQST2AC5rRhsExwiLa0lhJbskJ5hB\/ESPaaFHVdehg8Ujq6SUeW9voZUrCCUMoYdenUHqD3g6VnSDwZFlwIMnMDujFQrZSLOoJIDXBta51FjrvWeBwqxxrGt8qgAXNzYVvpUWLOTasKUpUlTXipMqM3YpPwq68jMPlwwf6w5\/wAIVY4iPGNEPiTXOY6EzSR4Vd5TdyN1iTWRu6\/og9rCu8jQAAAWAFgBsANhT6S2ueg8HotRlUfOyNtKUpp2jmpY+XiJU6ORMnZ5wyyAdpDrmP8Amiqzg\/yK9+YnxLEn43q+8pYTlWdRrESW7TG1hKPYAr2GpMYHWqDhmnMjvfJI\/wCWQ81LdoyuBfuqk+DR0qspL5P8kylKVU0lTiMQgxLJLbI0acoMLqxzPzQLjVyMmm9h41n5K\/3SEWIsgFiCP1qzpVVHe42U046bdvsKUpVhRCnizysg+dh5B\/UoH6mssNJmRW7QD7xWzh3nYiVuiKkY+9rI\/wAGjrUqcuRo+mrp3qx1H4WJHgVqs4vSpHmP+gheakuEkzbWnGYVZEyNe1wQQSCCpBUgjYggVupSDzidt0RsPgVRi92LlVUszE3CkkaDT5x6VJpSgG28ihpWnHYtYo2kbZRf\/YVYhK+xI8mIuZi3PzYRf8bLkSx7QvOBH2hXY1SeR3DGhw45gtLITLL3M9vN\/CoVfw361dVqWyR7Lpafl0owfCMqq\/KDh3Oj80DmJdkv6JNiGRvsupKnsuDuBVpSrGg4Hg2IupiN80ennekVBKjN9oEFG+0p6EVY1s8qeBkt+0RXDjV8q3Y2AGcKPTOUAMm7Kq285FqtwnEgcqvZWYAqQbxyAi94n2Yd3pDspLWn5HRjNVVdZ5X9k6lKVIClKhtjDISkFmYaM5+STtuR6TD1Br25d6gm3PCy+EMWvNcQDbR5e5AdEPe5FreqG7quai4DBLEuUEkk5mY+k7Hdm+AtsAABoKk1ohDSt8nJ6uuqkko\/CsevqVmOwxRjIgJU6uo1N\/XUdT2jruNb3xikDAFSCDsRVrULEcNUkshKMdyuzfeU6Hx0PfS6lG+8ThdV0Ot64Z7GmlYth5x81H7wxU\/lYEf1V5y5fqve62+F6zunPsc59LWTtpZmTUfFYkIDsTYm17AAbs5+ag6k\/wD5UhMDK3pOqDsTzm\/MwAH5TUngXDFlIcLaBWDAnVsQ67OWOpjU6g\/OIBFlAz3jSeWaum8NnOX79l9yR5I8JKBp5PlZbbggqg9FbH0SdyNx5oNytz0Ne0pyVj0tOEYRUY4R7SlKkuYmuE4nhv2OYfUsMqnosYJKrpoOUSR\/lsDry2Nd2ah8VwCzRmNrjqrC2ZWGzLe4uOwggi4IIJFRJXVi9KeiV\/coKVWRpLh2MLrmVReyAkqvR411LxbDKLsh83zhZqn4edXXMjBl7Qbjv9tK9Gb7JrVHdGylKVJArRjcTy1vbMxOVFG7sfRUf79Bc9KxxOOVDkF3kO0a6ue8jZR9prDvrbw\/Atm5stjJayqNUjB3Ck+kx6tp2AAbkU5OyIqTjSjql9F3N3DMJy4wpN21Z29Z2N2I7rnQdBYV7j8JzFGuVlN1bex8OoOxFSaVp0rTp4OFWfmtuW98lMkpvkcZXG69o9ZT85f\/AA2rdU7E4ZJBZ1v1HQg9oI1B7xUJuHyL6EgYdkg1\/Ov+qms06DXwnEreHzi7w3X3PKVjypvq09kht8UFerhJm3MaeGaQ\/ooHxpflS7GZdJWbtpZjNKFF2Nh\/r0AHU91ODcNbEThnW0URDZT1kFiin7Q0Y9nmjW7gbcPw+8nLjJaW3nStZuSp6gWyhj0UDXc3ANdPgMGsUYjQWVfaSSblmJ1LEkkk6kkmmxp6d2djofDtD11M8IlV7SlMOyKUpQArnuM8D9N4o1dWuZIGtlcnUtHm81ZDrobKx3Kklq6GlAHEYfAIwPJmljsbMl82U+qyTBih20037K2\/u+X\/ABH\/AC1v+tvhXQcR4Okpz6pIBYSJYOB2G4IZdT5rAjra+tVc0M0Xpx8xR9JECTbtaG5bu8wuT2ChRg+Cz6iusO\/zSbIY4Kp+VeSXuZgE8CkYVWH3ganxoFACgADQACwHgBWvDYyOS4RwxXRgD5ynsZd1PcQK3UyMYxwZalapP4m3+PYUpSrCRSlasTiUjGaR1QbXZgoudhc9aANtYTzKilnYKo3JNh2D21rhMsvyMRA+slDRpvrZSM7nrsFPrVZcP4IqMJJGMsg2ZhZU0seWmybnXVrGxY1VyQyNJvJBwvDWns0qlIfqm0eUdOaPmJ15e50DW1Q9Eule1D4jxFIspe9mJAIF9QpbXxtYdpIHWltmiMVFWRNpVZFxuJiqgtdrWGRja5QecQLD016237KLxiPMyksrKbEFT9sja9riNm11tY9RcLFnSq5+MxAAh7glQLA\/OKC9zpYB1PhWQ4rGVzqSygqpIGxY2G9r7jQXOo0oAn15VavGEKlsr2VQx0GgJIvv0GvcD42s6AIHE+GpMoDXDKbo62Do3rKT+huCLggg2rmcZw5RIBiEySNYLPEWjWU9BmU3D\/y3J+yWsbdnWqeFXUo6hlIsysAVIO4IOhFGzyCcou8W0\/Q5P91P0xMtuwrCfjy7++g4Pf055nHZmWMe+JVb41aYjgskesDhl+qlY2H3JbFlHcwYbAZRUN8eENplaA\/zAAhubC0oJjJPYGv3CpUYdgl1PULn2SNmEwkcYtGiqDqbDc9pO5Pea3V4D1r2mJJYMcpOTvJ3YpSlSVFK8dwASSABuToB4mo8OM5nyCNNf5y6RePNbzSO5Sx7qi5KTeCVUaEvOcsBAS9mnIuotuIhtI\/S\/oqb3JIKGXBwEvriGDD6lLiPwdj50nXfKpB1U1dRqAAALAaADYWqrl2Hwpcs0YDBJEmRBYbkk3Zid2ZjqWPaal0pVBwpSlAClKUAKUpQApSlAETHcNiltzIkcj0Sygle9W3U+FQX8nU+jlmj8JOZ\/wB8Pb2UpQQ0mY\/uOQbYgn70aE\/05afuSQ7z2+7EoP8AUSPhSlTdh5cTJfJ5fnzzuOzMsfxhVG+NS8HwiCJsyRKHtbORmkI7DI12PtNKVAJJE6lKUEitUkStbMAbG4uAbEbHXrXtKANS4KMbRoNb+iN7g9naB7hXv7HH9Wmu\/mjW979O8++lKAC4KMWsiaWt5o0ttbTuHuoMIlgMi2BuBlFgQLXHYbaUpQB4MDH9Wmmg8xdBe9tu3WpNKUAKUpQArwilKAKuTyew5NxFkJNyYmaEk9rcorm9tan8n\/VxMyjs\/gt8XjJ+Ne0qSHFMfuFv8TL+WH\/668TyfHzsROw7Lxp8Y0U\/GvaUXZGiPY3Q8Aw6kHlB2GoaQtKw8GlLEeyrOlKgsKUpQApSlAClKUAf\/9k=\" alt=\"Qu\u00e9 aspecto tienen las part\u00edculas? \u2013 Ciencia de Sof\u00e1\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; 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-indent: 24pt; 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\u00a0llamamos teor\u00eda del todo.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">.<img decoding=\"async\" style=\"text-indent: 24pt;\" 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\" alt=\"\u25b7 Instituto Tecnol\u00f3gico de Massachusetts (MIT) | Carreras y becas (2022)\" \/><img decoding=\"async\" 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\" alt=\"Instituto de Tecnolog\u00eda de Massachusetts (MIT): Cosas que Hacer en 2022 -  Viator\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; 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 <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> libre fuera del <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El confinamiento de los quarks | Investigaci\u00f3n y Ciencia | Investigaci\u00f3n y  Ciencia\" \/><img decoding=\"async\" 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\" alt=\"Obstinados navegantes en oc\u00e9anos de incertidumbre: SOPA DE QUARKS Y GLUONES\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Nunca se pudo ver a un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> libre fuera 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>)<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; 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-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikiimg.tojsiabtv.com\/wikipedia\/commons\/thumb\/1\/14\/Radio_frequency_cavity-IMG_5781-white_(cropped).jpg\/440px-Radio_frequency_cavity-IMG_5781-white_(cropped).jpg\" alt=\"Gran colisionador de electrones y positrones Fondo colisionadoryHistoria\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Acelerador de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y positrones LRP<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Trabajos y estudios realizados en el acelerador LEP del CERN\u00a0durante 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-indent: 24pt; text-align: justify;\"><span style=\"text-decoration: underline;\"><strong>Mini <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> a 100 metros bajo tierra<\/strong><\/span><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Colisiones a 900 GeV c.m. en ATLAS y CMS del LHC en el CERN - La Ciencia de  la Mula Francis\" \/><img decoding=\"async\" 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\" alt=\"Los \u00faltimos resultados del LHC se presentan en Viena\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRiTv5U_qJCClOlGJYn_riTsjrVQABmuFvEuw&amp;usqp=CAU\" alt=\"Colisiones de part\u00edculas en el LHC | Sociedad | EL PA\u00cdS\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRbx7G0uv-bA1-ibLCJic_U57cBvV7xbpHMLw&amp;usqp=CAU\" alt=\"Gran colisionador de hadrones - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; 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-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSUC1ERSCkBDqJFeUrqIqZVXMSwnOkMg3NkwQ&amp;usqp=CAU\" alt=\"Cordillera Del Jura Fotos e Im\u00e1genes de stock - Alamy\" \/><img decoding=\"async\" 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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. En el mapa\u00a0aparecen representadas las regiones del planeta en las que la Gravedad es m\u00e1s intensa [&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":[7],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2229"}],"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=2229"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2229\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=2229"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=2229"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=2229"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}