{"id":8832,"date":"2025-12-06T07:39:34","date_gmt":"2025-12-06T06:39:34","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=8832"},"modified":"2025-12-06T07:40:03","modified_gmt":"2025-12-06T06:40:03","slug":"el-universo-y-los-pensamientos","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/12\/06\/el-universo-y-los-pensamientos\/","title":{"rendered":"El Universo y los pensamientos"},"content":{"rendered":"<p style=\"text-align: justify;\"><strong>\u00a0\u00bfCu\u00e1ndo lo conoceremos? S\u00ed,\u00a0 me refiero al Universo. Su compleja y peculiar naturaleza hizo posible que surgieran las estrellas y las galaxias a partir de la sustancia c\u00f3smica que, durante diez mil millones de a\u00f1os ha estado evolucionando en los hornos nucleares de las estrellas para que, finalmente, esa evoluci\u00f3n de la materia, se pudiera convertir en ideas, pensamientos y sobre todo en Sentimientos.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR7fr9w3GB3Fr1YE25vgOChyrurNpeZfv_qww&amp;usqp=CAU\" alt=\"NASA presenta asombroso mapa del Universo | PortalPolitico.tv\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQdrje_DnIHRDREQHY6k70SbK9a-8ehFxJ_iQ&amp;usqp=CAU\" alt=\"La NASA revela algunas de las im\u00e1genes m\u00e1s asombrosas del universo | Perfil\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ9UyVIUKDTrZBHwpXW9yO1g5bysY2LQ682mA&amp;usqp=CAU\" alt=\"Asombroso: el mapa m\u00e1s completo del cielo de rayos X captado por un telescopio ruso\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQotbwEmvuTIsRKoUbMPz-lIoMyfBPVwWCFlg&amp;usqp=CAU\" alt=\"Watch the Best YouTube Videos Online - A veces creo qu\u00e9 hay vida en otros planetas y a veces creo que no.\u2026 | Arte del universo, Fondos de universo, Arte de galaxia\" width=\"262\" height=\"262\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSycFKmipEUqyKkHsc_9vyAs0D3g1LUNyYJyg&amp;usqp=CAU\" alt=\"La asombrosa escala del universo\" \/><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-XJf_XfWQsjA\/TeJXX-kzKKI\/AAAAAAAAAA8\/I87phULknJ4\/s1600\/galatomo.jpg\" alt=\"El Universo y los pensamientos : Blog de Emilio Silvera V.\" \/><\/p>\n<p><strong>Hemos hecho un viaje a lugares muy distantes, desde los \u00e1tomos hasta la galaxias<\/strong><\/p>\n<p style=\"text-align: justify;\">Que poco a poco, el intelecto humano va desvelando secretos del universo, tiene hoy d\u00eda poca discusi\u00f3n.\u00a0 Claro que, no siempre fue as\u00ed. En 1900 fue Kelvin el que se\u00f1al\u00f3 que \u201cdos nubes\u201d se cern\u00edan sobre el horizonte: una ten\u00eda que ver con las propiedades del movimiento de la luz y la otra con aspectos de la radiaci\u00f3n que emiten los objetos cuando se calientan.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/png;base64,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\" alt=\"EL F\u00cdSICO LOCO: Cuerpo Negro. Ley de Wien. Ley de Stefan-Boltzmann\" width=\"356\" height=\"183\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Dos maneras de viajar 'm\u00e1s r\u00e1pido' que la luz\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 \u00a0 \u00a0 \u00a0La semilla de la Mec\u00e1nica cu\u00e1ntica y la Relatividad<\/strong><\/p>\n<p style=\"text-align: justify;\">Y, aunque los dos problemas fueron r\u00e1pidamente abordados, no eran en absoluto menores. Cada uno de ellos inici\u00f3 una aut\u00e9ntica revoluci\u00f3n, y cada uno de ellos nos llev\u00f3 a un nuevo entendimiento de la Naturaleza. Al entender aquellos dos conceptos (de luz y radiaci\u00f3n), el espacio, el tiempo y la realidad (que durante muchos a\u00f1os hab\u00edan regido nuestros pensamientos, tuvieron que ser apartados para adoptar otras maneras de entenderlos y otras formas de pensamientos) .<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La teor\u00eda de la relatividad especial, explicada de manera sencilla | Teor\u00eda de la relatividad, Libros de fisica cuantica, Filosof\u00eda de la ciencia\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 le pasa al tiempo cuando nos... | La respuesta de Trivia |\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Por qu\u00e9 el tiempo pasa m\u00e1s despacio cerca de un agujero negro? Caso \u00abInterstellar\u00bb \u2013 Ciencia de Sof\u00e1\" width=\"168\" height=\"167\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La luz representa el l\u00edmite de velocidad que impone nuestro Universo, nada puede ir m\u00e1s r\u00e1pido que la luz en el vac\u00edo, si viajamos a velocidad cercana a la de la luz&#8230; \u00a1El Tiempo se ralentiza! Y, adem\u00e1s, los cuerpos viajeros aumentan su masa, ya que, la energ\u00eda inercial, al ser frenada, se convierte en masa. Los grandes objetos como mundos, estrellas y galaxias, curvan el Espacio por medio de la Gravedad que generan, y, la masa y la energ\u00eda son dos aspectos de la misma cosa (E = mc<sup>2<\/sup>\u00a0).<\/p>\n<p style=\"text-align: justify;\">Todos estos postulados pudo la F\u00edsica &#8220;patas arriba&#8221;, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> entr\u00f3 como elefante en cacharrer\u00eda y form\u00f3 una revoluci\u00f3n que, poco a poco, tuvo que ser aceptada, con la ayuda de Max Planck y de Arthur Stanley Eddington que comprendieron la Teor\u00eda einsteniana y sus muchas repercusiones.<\/p>\n<h3><\/h3>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El a\u00f1o milagroso de Einstein | OpenMind\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong>Por aquel entonces, el joven <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> trabajaba en la Oficina de Patentes de Berna (Suiza)<\/strong><\/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;\">La <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> (que abord\u00f3 una de aquellas nubes) en dos etapas,\u00a0 1905 y 1915, cuando qued\u00f3 completa la teor\u00eda en su primera parte especial y en la segunda general. Mientras luchaba con enigmas que implicaban a la electricidad, el magnetismo y el movimiento de la luz, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> se dio cuenta de que la idea de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> de espacio y tiempo, la piedra angular de la f\u00edsica cl\u00e1sica, era err\u00f3nea y \u00e9l, con su nueva manera de ver el universo, postul\u00f3 que el espacio y el tiempo no eran independiente en absoluto, como <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> hab\u00eda pensado, sino que est\u00e1 mezclado de una manera que contradice nuestra experiencia com\u00fan y, cuando pudo finalizar la segunda parte de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> termin\u00f3 de desterrar a <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> al exponer sus ecuaciones de campo de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general que describe, de manera magistral, lo que es la fuerza de Gravedad y las leyes que rigen la f\u00edsica gravitatoria. As\u00ed qued\u00f3 demostrado que espacio y tiempo son parte de un todo unificado y, tambi\u00e9n demostr\u00f3 que deform\u00e1ndose y curv\u00e1ndose participan en la evoluci\u00f3n c\u00f3smica\u00a0 y escriben la geometr\u00eda del universo. As\u00ed que, desde entonces, sabemos que, aquellas estructuras r\u00edgidas e inmutables de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, a partir de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, ser\u00edan flexibles y din\u00e1micas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Henrietta Leavitt - Noticias Zoco - Diario C\u00f3rdoba\" width=\"310\" height=\"209\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"El Gran Universo: Cefeidas, Fulgurantes, Novas y dem\u00e1s Estrellas Rebeldes\" width=\"256\" height=\"213\" \/><\/p>\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<div><strong>\u00a0Henrietta Leavit:\u00a0<\/strong> Contribuy\u00f3 en mucho a la astronom\u00eda al descubrir las Estrellas Cefeidas que posibilito conocer una Ley que permit\u00eda calcular las distancias a estrellas lejanas y a las galaxias.<\/div>\n<div>\n<h2><\/h2>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/4.bp.blogspot.com\/-4FsR0CZ50Rk\/ThgiUZRiAfI\/AAAAAAAAAzs\/NsCQ3Ekmx5g\/s1600\/v838sep06_hst.jpg\" alt=\"Universeando: LAS ESTRELLAS\" width=\"557\" height=\"430\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La distancia a una galaxia lejana se determina estudiando la luz proveniente de estrellas de tipo Cefeidas Variables. El espectro de la luz estelar revela la velocidad a la que se mueve la galaxia (Efecto Doppler) y la cantidad de expansi\u00f3n que ha sufrido el universo desde que la luz sali\u00f3 de su fuente.<\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 dudas podemos tener sobre el hecho cierto de que, las dos teor\u00edas de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> se encuentran entre los mayores logros del intelecto humano? Las ideas que contienen, cambiaron la manera de mirar el universo y dio lugar al nacimiento de la cosmolog\u00eda como ciencia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTupf8wlxBM0GZ9EQxWJSgvYPl8K6BGdT2xGw&amp;usqp=CAU\" alt=\"Teor\u00eda cu\u00e1ntica | Radiaci\u00f3n del cuerpo negro - YouTube\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTihD1ID-gfUMIUxL1nqGLCtxFnGSG_jqM3sA&amp;usqp=CAU\" alt=\"Astrof\u00edsica y F\u00edsica: \u00bfQu\u00e9 es un cuerpo negro?\" \/><\/p>\n<p style=\"text-align: justify;\">La otra \u201cnube negra\u201d a la que se refer\u00eda Kelvin, relacionada con la radiaci\u00f3n que emit\u00edan los cuerpos calientes, nos llev\u00f3 a la segunda revoluci\u00f3n: La Mec\u00e1nica Cu\u00e1ntica, con ello llegaron nuevos conceptos a los que fue sometido el intelecto humano y que revolucion\u00f3 la f\u00edsica de la \u00e9poca para transmutarnos hacia un mundo moderno lleno de conceptos nuevos que chamuscaban los brillantes barnices de la f\u00edsica cl\u00e1sica al quedar literalmente achicharrados por la potente luz que desprend\u00eda la realidad cu\u00e1ntica.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La radiaci\u00f3n del cuerpo negro \u2013 F\u00edsica cu\u00e1ntica en la red\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El catorce de diciembre de 1900 en los albores del siglo XX, el f\u00edsico alem\u00e1n Max Planck (1858-1947) present\u00f3 un trabajo acerca de la ley de radiaci\u00f3n del cuerpo negro en una reuni\u00f3n de la Sociedad alemana de F\u00edsica de Berl\u00edn y esta fecha puede ser considera, sin ninguna duda, como el nacimiento de la Mec\u00e1nica cu\u00e1ntica. En su deducci\u00f3n. Planck introdujo en F\u00edsica el concepto nuevo de que la energ\u00eda es una cantidad que es radiada por un cuerpo en peque\u00f1os paquetes discretos, en vez de en una emisi\u00f3n continua. Estos peque\u00f1os paquetes se conocieron como <strong>cuantos<\/strong> y la ley formulada fue, posteriormente la base, para la teor\u00eda cu\u00e1ntica.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxIQEhUREhIVFhUVGBYWFhYXFhYYFhoYFRcWFhgdGBgYHSggGBwlHRYVIjEhJSkrLi4uGCAzODMsNygtLisBCgoKDg0OGhAQGy4mHyU3My0wNS81My0rLTcxLTUtNy01NS0tLS03Ly0xLS8yNy0wNy0tNS0tLS01OC0tLSstLf\/AABEIAIUBewMBIgACEQEDEQH\/xAAcAAEBAAMAAwEAAAAAAAAAAAAABAIDBQEGBwj\/xABEEAABAwEEBQcHCwQCAwEAAAABAAIRAwQSITEFE0FRYSIyU3GBkdEVIzM0c5OyBhRCUlRygpKhsdMHYmPBovFDwuEk\/8QAGwEBAAIDAQEAAAAAAAAAAAAAAAUGAQIEAwf\/xAAwEQEAAgEDAgMFBwUAAAAAAAAAAQIDBAUREjETIZEzQVFhwQYUMkKBseEiUnGh8P\/aAAwDAQACEQMRAD8A+4oiIChq1arqrqbHMaGsY7lMc4kvdUGx4gcgd6ztGkGs1kh3m2NeYjEOvwBjnyDnGYUuj7Y2pXqQcdWwEHOada003dgcCJQU6u0dJS90\/wDlWIZaZPnKMQIOqfM4zhrOrvKuRBHq7R0lL3T\/AOVNXaOkpe6f\/KrEQR6u0dJS90\/+VYhlpk+coxAg6p8zjOGs6u8q5EEertHSUvdP\/lTV2jpKXun\/AMqsRBHq7R0lL3T\/AOVYhlpk+coxAg6p8zjOGs6u8q5EEertHSUvdP8A5U1do6Sl7p\/8qsRBHq7R0lL3T\/5VjctM+koxAx1T5nGcNZ1K5EEertHSUvdP\/lTV2jpKXun\/AMqsRBHq7R0lL3T\/AOVeLlpn0lGIz1T5nq1nUrUQR6u0dJS90\/8AlSzVKgqFj3MdyQ4FrS3MkGZc6cgrFGx4NocJxFNsjdLnR+yCxaLff1VTVzfuOuRE3oN2JwzjPBb0Qcu3Vq7XMc1vm23jUlwBMUqhyjK9qxgZknCAqKZrkAzTxAOTtvatmkPRVPuO+ErZQ5reofsg0O18GDTJ2CHD\/a8gV99Pud4qpEEsVt9Pud4pFbfT7neKqUlTSdBoJdWpgNMOl7RBvFmMnDlNI6wQgOFeMDT7neKN18YmmD1O8VvbaGHJzTjdwI50THXGMLIvEgSJOQ3xmgnitvp9zvFIrb6fc7xWFHSTHvaxocQ9hqMqCDTc0XZggz9NuyDOBMGLUEsVt9Pud4rwzXwJ1YMYiHGD1zis7dbqdBhqVXhjRhJO05AbzwCx0fpClaGayi9r25S07RsIzB4FGemeOePIitvp9zvFIrb6fc7xVSIwlitvp9zvFY09eQJ1YMCRDjB2iZxViIJYrb6fc7xSK2+n3O8VUiCWK2+n3O8V4ZryBOrBgSIcYO0TOKrRBKRX30+53is7DXNSmyoRBe1ro3XgD\/tb1Hof1ej7On8IQWIiINFWyMcSXNBvANdO0AOABG0cp3eprLTDa9QNEDVUe8vtBJ4kkkyugoqXrFT2VH466C1ERAREQEREBaRUvOhrhDDDxBmS0EAHIYOB7lnVqBgLnGAMSlFpDQHGXQJMRJ24bEGFB\/0HOl7QCcIwcTBj8J7ity013XS1xdAm6RGZdAbjsMx3ngtyAiIgIiICIiAiIgKUenPs2\/E5VKUenPs2\/E5BUtFvoGpSqUxEvY5onKXNIx71vWFWoGtLnGA0EknIAYkoOVpSyOdDyxnm2VIdeN8TTc2Iu4jlHCRk07IXSsjYY0El3JGJiThtgAdwWjSVpYGPYXC85joG08lx\/wDV3cdypoc1vUP2QbEREBelaS0WatGpVp3zUFarTutF4Ob88bUMje24TIIzOeC91RB69ZLCLLXHPcw069QGJcatWtrquAjEyLrQMmGMipzTtOrAeX60Wunckt9CLSKhukZkWZzmuO2HCSvaCEhBxfkrZh83s9W87GhRF2Rd5jcsJ\/Xb1LtouV8p9IGz2apUaYfF1h\/vebrTG2CZ6gVmtZtMRDatZtaKx3l88+WmljabQQD5ukSxg2EjB7u04A7miMytfyI0mbNVDp82+G1BsjY78JMzuvLkVGxgNmC36EE4HL\/4ufdZ8C0dPuXm2jpXRzh93H+\/j6vtiLmfJy0mpQbeMuZ5txOZLcATxLbrvxLpr1paLVi0dpUW1ZrMxIiLGo8NBc4gAAkk5ADElbMMLVeuOuc6DdnKdk8JXJrUq7qcO1hfdaOQ5rCHGS5w5QDgOSAN4MjNfPPlR8tq1pc5lB7qdIYC6S17uLiMQDuHavmukrbVpvL21Htdhyg9wdMnaDKnNHsd9RWJm8Rz+qT1O15dPhjLl8ufc\/VCL5D\/AEz+XloLm2e2vNRjoayq7ntJwAefpNO84jaSMvryjtbosmkyeHk9Y7Sh8WamTnpnsxqNkEAkSMxEjiJBE9YUuhvV6Ps6fwhWKPQ\/q9H2dP4QuR6qnvDQSSABiSTAA4lYWe0MqC8x7XDKWkEd4WvSNUMpuc7IDZAI4gnAEcVq0SHXJcXmTg6pcvkbJ1fJjdEdW0hq8rHWvoimSWioW8oC8abaLiDMBpOubEnYTgsNF2rWVnOLS1xo0SW4kNIfXBF6ACQcOxdJ9BjplrTOcgGcCMd+BPepaAi0VAOio\/HXQXIiICIiAsK1ZrBecQANpMDHALJzgASTAGJJyACjsrNY7XOGH\/iafojK8Rsc4b8QMMCXSGTbW2o4NY8SDec0gh10DccW4luJ2Sq1zrSDjXbBNMmLuJLBAqNO90h0De1vFdBrgRIMg5FBhaGktcGkB0G6SJAdsJG2DCypvDgHAyCAQRkQclktNlENum6LpIAbkGgm4I2G7dwQbkREBFJaKrnO1TDdMS98A3QcABOBcYO8CMcxOD9ZS5V51Rn0gQL4G9t0C8BtbE5wcA0hcixY8OAIIIIkEYgg5EHaskBERAUbHefcMcKbdhjFzsjkexWKUenPs2\/E5BUtVqoCox1MkgPa5pIzhwIw71tWm1WgU23jObWgDMl7gxox3lwCCDSOjWkPqlziQzhHIZUDdmzWPPbwXQsjA1jQBADRAHUuZa9L03MDAHTVpvc2QNjHEg45iNk5hdOyvDmNIIILRBGIyQbUREBERAREQF6H\/Um2y+jZwcpquHXLGdnpe5e+L478obdr7bXfMgO1beqlyO68Hn8SkNsxdefn4eaQ2ynVqa\/Lzc+st+gswtFZb9BZhRG\/95XbJ7KX0b5M1Lry3ZUbe4XmQD2lrm9jF7KvUrC+41tTo3Bx+7i15PUxzj2L21cO0Z\/EwdPvrPH1ULVxxlkXpny80q\/5jaoYWgOZTDpJLg6oGuMECAQCNua9zUGnNHC00KlE\/TGHBwIc094Ck789M9Pdrpclceel7domJn1fnmk9+xjj2LY\/5O1q1ZpdTc1t1rjN2TJcBAmdh7l9I0ToC66HtgtOIPBNNNms6Po06YHVeqqF0X2x1WlzdNY5iO\/Pp9Uj9sN4tOitTFxz8Xr9j0MGCLju4eK+n6P0q4mjTLcXspknbLqdR5cR9Xzd2d7uGPpujaLqz2025n9BtJ4L6TSphoDRkAAOoKw33OdfSLy+e\/Zzxb2yZLdvKP1\/j6vL2gggiQcCOBUuhvV6Ps6fwhVvcACSQAMSTkAN6k0P6vR9nT+ELyWo0vQa+i8OJAi8YDCeTysA8Fs4bQtWghTFKKdI02gxdIg4AY\/sqbfRvsc2+ac5uAYSBmcHtLYIkYg5qbQdGmymW0332hx5V2m0HAZaprWkcQEHRUVL1ip7Kj8ddRWrS9RlSqzVghrahbnmxtJzQd96\/UIjZSdtmNdi0hUNd51D3TTaLzDTDYZWtLWnlvB5QAcIkQc0HeRc5ukanJmyVxemcaBuRtddqmZ\/tlePK4Al1G0N5V2NU5xj63m73J\/Xgg6SKMaSp\/5MMxqqsid4uyF4c+pVwaDTZtccHkf2t+j1uxG7aA8VPPOuD0bDyzsc4fQ4gZu7G48oKqu8hpIicm3jAvHBoJ4mAvNGkGANaIAwAWs8p\/0S1ue1wfhHVySfzDtDbTYAIAHYIHHBS6M5LXU+jcWD7uDmdzHNHWCrFHza\/CozsBpn9yKn\/BBYtNNsPdyYBuuvTm7Fpw4BrO\/gty01G8tjrpJ5TZnIGHYjbiwD\/tBuXh7gASTAGJO4BeVHpPFop9I4Mje3Fzx+Rr0HnRrDcvuEOqG+6cxeiAeLWhrfwqtFrrPIBLW3jsExJ4nYN+fUckEVWq2zOlxApPdGJAuPceP0XHuOORN29lQOmCDBgwZgjMHisWUQJzMkkyZzwgbhGEDxUT7G6ngwX2SDcvFr2x9R20bmuIzziAg6KLnOtbm3sKkmCGupOcBvAdSaf3K8v0mReijVdAF26xwLt45YaAeswg6ClHpz7NvxOWsW95MfN62Uz5oCd2NSZ\/TitdjrufXdepPpxTbF80zMudlce7LjGaDcNJMvljuSRPOLQDEDfhM4TExOUKmrTDhdcJHhiO2VydLvaKtPltBkSDVex0Et5jAQKn0s9u\/JdG3Wg02XgJxaOAvOa0uPATJ4AoJrZYababnBgBax0Z4QxzR3AnvO8q2hzW9Q\/ZcStpovaGXOfScXEQQHOY9wAxmIZM4xeZvkdqyOljTBHJGBiRhtgkINqIiAiIgIiIOf8oNIfNrNWr7abHOA3uiGjtdA7V8U0cIGc5YnM9a99\/q9pEMs9Kzg41n3iN7KMO+N1LuXodgVl2jD04LZJ98\/t\/KW2j2qist+gswtFZb9BZhVPf8AvK4ZPZS+g6OYHUyCJBBBHA5ru6Hrl9FhJlwBa473MJY49paSuJormK3QNWH1ae+7UHaLjgOq60\/jVb2TN06i+P8Au+n\/AEqFrbcZuHbREVrcyHSurYw1HgwMyLoIHG8QD++5cOromhUe5zarnmdUWsDecwVHkScAc\/0Xs1eg2oLrhI2iTBBBBBAzGORwWhujqYmAQCHA8p2N4NaTMzMNGIO0nMriy7dpsl5vakcy0y465a9N45ho0HY6VOmHUmFt8Sb0X+0iQewxuXSWFGkGNDRMDKSSe8kkrNddKVpHTWOIKUrSsVrHEfIUeh\/V6Ps6fwhVPMAmCY2CJPATgpdDer0fZ0\/hC2bstJ1WMpOc8gNAxJLQBuMuIAgxtWvRLSGkm8ZPOe1jXOGyQ0DLqC2aToayk5suG2Wc7km9ycc8Fp0Hq9UBSDw0YcskmQBtJM7sDGBQdBRUvWKnsqPx11aoqXrFT2VH466C1ERBhVpNeIc0EYGCARIxGawcx4ktN4kghrsABtAIEjtlbkQaH3zeAhuV13OP93Jwg7sT1bDtYwDAADEnDDEmSe0kntWSICk0hhq3\/VqN7nzT7hfn8KrWm2UdZTewGC5pAO4kQCg3LTa+bPK5JDuTngR3jeNy82StrGNfEXmh0bpErOo2QRJEgiRmJ3IMlG7lVwOjYSeuoYae5jx2rfZql5oMzhmRBkYGRsxWmwco1H\/WeQOqnFMj8zXntQVrQ1t55cW82Q0zMhwaXGNmIjHHA78dlZxDSWi8QCQ2Yk7BJylKNIMF1ogeOJx2kkkygzREQEREBSj059m34nKpSj059m34nIOdabLW+da1pqBga0Qw0Ydi0kFrxIEAi9M44Rt7aKe3X7h1fOlvXdvC\/E7bt6OMIGkPRVPuP+ErZQ5reofsuNanWk02XmiA1+uMtk+ZqHICOdcyOZOEDHsWSbjb0TdExllslBtREQEREBEUel7cLPRqVnYhjS6N5+iBxJgdqzETM8QTPD49\/UrSWvt72g8mi1tIbpHKefzOun7iisC5Fre51VznGXO5Tjvc4yT2kldewK90wxh09MfwhJ7JbqvyorLfoLMLRWW\/QWYXzzf+8rnk9lL6HormLXRr6u0U37CdW7qqQB\/zFNbNFcxQaUbIImJnEZjiFSNLl8LURf4S+b7zk8O\/X8Hu6KPRFt19FlTaRyhuc03XDscCrFfYmJjmGYmJjmBERZZEREBR6H9Xo+zp\/CFU+YMROycp4qXQ3q9H2dP4Qgy0lZNdTNOYmMYkQHAkESJBiO1atG2J1npXA7WGZvOwLpiS52JJ2yVeiDjfObRrHhwusu1LpDC8NcG0jTIugF8k15G9oGEictFGprXawY6mjeJOJIfXEwGgQRjsjKF11FS9Yqeyo\/HXQWoiICIoqWlaLqhpB3LF\/AtcPRlofBIgxfZlvQWoorTpSlTN17oJAOTiIdfIMgRHIdjw4hb6FpY8XmmR2jYDt6+\/DMINyLClUDgHNMg4grNBJo7APZ9So4djoqDuDwOxVqNvJrkfXYCBxpuhx7qjB2KxBK+0CmKhc6bgLyIghsEjrydjwWdhollNjTmGi8d7o5R7TJ7VLpU402XgBUcGEHNxBFSJ3XGVRH9y6KDTVbec0FsgS6ZwDhg0RtzceF0cFuWmzNzfBBeZIJkiAAOrAAxvJW5AREQEREBRsJ17sBGrbGOPOdMiMO9WKUenPs2\/E5BUiKe32c1GFoMYtPAhrmuLTwcAWngSgaQ9FU+474StlDmt6h+y4to0a5rGFzWHU03gPvG\/jTc2ALvN5RwnY07IXYsjYY0El3JGJiThtgAdwQbkREBERAXpH9R7fLW2dp\/yVP1DGntl34W717dpC2NosL3bMABm5xyA4k+K+ZfKBziXOeZc6XOOyTu4AAAcAF37di680TPaEZuOqjHWMcfit+z0O0+kK7FgXHtPpCuxYFdM34IWPYPcorLfoLMLRWW\/QWYXzXf+8rtk9lL6HormKLSCt0VzFFpBUKntJfMt\/wC0qfkjbLr3UScH8tn3gAHjtAaQP7Xle2L51SJBDmmHNN5p3EZTvGwjaCQvetGW5temHjA5Obta4Zg+O0EHIq8aG82wxz7kbs+rjLi8Ke9f2\/jsrREXYmRERAUeh\/V6Ps6fwhVVGyCASJGYiRxEgjvCl0N6vR9nT+EILERYVS6OSATuJIHeAf2QZqKl6xU9lR+OutFpbXOtugguptDIcCA\/zt4iYI+gJjMjcVr0UyqK9TWEejZhm6DWtJpy6cYZdBzx27w6doszKgioxrwMQHNDhPap\/JFn+z0vds8FVUDsLpAxxkEyNoEEQeOPUsHNqYw5szyeQTA48rE8cEG4BcOr8m2l76gqOa6oSXQBB5THsmfqln4g4gzhHcXrT7Ta2VXNpsc5jqrpL2vdDdZZWcnlCG3X2h2HR94dG0aDpPbSYWsikRA1bYLYILYiA0zkNwXhuhxyeVgytUrNEA8qq6o516Rl514EcDmFDa2Wqoyz1A5zHvFNtRoD7rH3Hkuug80Odi04GG44Kmz2is0NbBJ11RlQkOddpNL203SDmQKJP3y7Yg6Vgs2qZdmTL3E\/3VHue6NwlxgblQpNF1HOpgvzl0HaWBzgxx4lgaT1qtBHb+SadT6rwDxbU5EdUua78KsWu0Ug9rmOycC09REFT2a1+bLqhAdTkVOBaMTG4iHDg4IPFRusrRsps3Ai9UOBx2tDP+a2upucAx4BbdF4gkS4ESLv1TG\/bCx0fTIaXOEOeS9w2iYDQdkhoa3sVSAiIgIiICIiApR6c+zb8TlUo2A\/OHSRGrbAjEcp0yZx2bB2oLFhVqBovOMAf9LNabXZxUbdO9rgdxY4Pae9oQTW62UzTcA8EvpuLccwWuI7wHdx3KuhzW9Q\/Zcm06HYxhcHONynGMY3GVAJgb6jz27gqbPoigGt8yzIfRG5B0UUQ0VQ6Fn5QvPkqh0NP8jUFT3hokkAbzgFyrZ8orPTHJfrDsbTh2PF3Nb2kKwaMoTOppTvuNn9lsNjpnOmz8oXnfr\/AC8PPJ18f0cc\/N6baLY+u+\/UjDmsB5LZz+87+7uAxnhfKDb1L6eLHT6Nn5QsX6PouzpUz1saf9Lv0Wq+7\/ijlBTs+a+bxcmSJn\/D87Wk+cK7FgK+1nQtl+zUfdM8FkNE2cZUKXu2eCmr77S1eOifVatuzxpOOY5fGqxW7QWYX2A6Ks\/QUvdt8Ep6KoNyoUh1U2j\/AEqtuNPvU8x5J22\/0mk16J9XD0VzFFpBe4Ns7Bk1o6gF4dZaZzY38oVersN4t1dceiq7jT71zx5PQKKrp2x9nOtpxOTmnmvA2Hcc4ds4jBe5CxUujZ+UeC8mxUznTZ+UeCsOhxxp69N\/NX8WyZsWSMlMkRMfJx9H\/LCyVYDqopP+pVIZjwceS7sK7tN4cJBBB2gyFI\/Q9mdnZ6J66bD\/AKWFPQdlaZbZqAO8UmA\/oF0ZPD\/Jz+qxU6uP6u7oIo\/JVDoaf5Qnkuh0TPyhebZYo9D+r0fZ0\/hC8HRNDomdwTQ3q9H2dP4AgtREQFzXWllO0PvuDZpUYnbD68x3jvXSRBJ5To9I3vWI0rRkjWDAA8MZyO04fqN6tUNShVLqZLmkNfeddDmcnV1GxF43uU5pjggz8p0ekb3p5To9I3vVaIJPKdHpG96xGlaMkawYAGdmM5HacMuI3q1c6hZKotDqhfLDehsnAFtAARlg6nVdP+TiUG7ynR6RvenlOj0je9Vogk8p0ekb3qd9rsrn3nFhc0NIcRxMQdpBBPCeK6ajYYtDpcIdTpgNvYy11Uk3dxvDHhwQefKdHpG96eU6PSN71WiCTynR6RvesfKtGY1gyBnZjO3fhkrVEKDtfrIhtwtm+cSS04siMLuBnC87egy8p0ekb3p5To9I3vVaIJPKdHpG96x8q0ZjWDKeHerVGbO7XipMNDHNInMuLCDHC6782GZQefKdHpG9612a0NqVnFjgQGNBI+85XogLTarS2m287e0ADMl7g1oHWSB2rctNaysfzmAnDGMcMoOYIQQWzSLXUxDXkVWPh0CAQxzodjIMNdkCMM8ROyzaYsxY2LRRyH\/kZu61RTsDGlpAcLohovvugQBzZg5DMcVSghdpizAT84pYf5G+KDTFm+0UveM8VVWa88xzR95pd+zgtViY8X704vJbJnkkDuEzgg1+V7P9ope8Z4p5Xs\/2il7xnirUQQnTFmGOvpe8Z4o3TFmOOvpe8Z4rdb6bnU3BhhxiNm0SJ2SJE7JSwU3NYA8yceMAkloJ2kCBO2EGryvZ\/tFL3jPFPK9n+0UveM8VaiCLyvZ\/tFL3jPFeGaZsxAOvpY4+kaP0JwVdXmnqO2P12LTo0k0qcuDjcaC4G9LgADjtxlBr8r2f7RS94zxTyvZ\/tFL3jPFWogi8r2f7RS94zxXhmmbMQCK9LETi9oOPAmQqrQDddAJMGADdJwyDvo9a1aOpllNjXXpAg3jePaZM956yg1+V7P8AaKXvGeKeV7P9ope8Z4q1EEXlez\/aKXvGeK8M0zZiARXpYicajQceBOCrq804E4HAGCcNhkQeK06OpOZTa15kjCZJJEmJknGInHNBqdpizDE2iiAP8jPFZaHP\/wCej7On8IViICIiAiIgIiICIiAiIgIiIC0\/Nm39ZjegtmTEGDETGwfrvK8og2oiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiDw9siMR1ZrXZbO2kxtNghrAGtGcAYAY8ERBtREQEREBERAREQEREH\/2Q==\" alt=\"Atenci\u00f3n, pregunta: La realidad de la funci\u00f3n de onda cu\u00e1ntica, \u00bfes un problema para fil\u00f3sofos o para f\u00edsicos? | Francis (th)E mule Science's News\" width=\"547\" height=\"192\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La CONSTANTE de PLANCK: definici\u00f3n sencilla - \u00a1\u00a1RESUMEN F\u00c1CIL!!\" \/><\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">En su deducci\u00f3n de la expresi\u00f3n te\u00f3rica de la intensidad de radiaci\u00f3n en funci\u00f3n de la longitud de onda y de la temperatura. Planck abandon\u00f3 la f\u00edsica cl\u00e1sica al introducir un concepto radical <em>ad hoc<\/em> cuya esencia puede formularse como sigue: Un oscilador de frecuencia natural v puede tomar o ceder energ\u00eda \u00fanicamente en proporciones de magnitud E = hv, donde h es una constante de la naturaleza, llamada <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a>, h, el cuanto de acci\u00f3n, pues tiene dimensiones de acci\u00f3n (energ\u00eda por tiempo) Js: Julios (J), unidad de energ\u00eda por segundo (s)unidad de tiempo) y solo puede tener, y por lo tanto emitir energ\u00eda dadas por E = nhv, donde n es un entero positivo, v la frecuencia de radiaci\u00f3n y h la <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a>. As\u00ed, Planck fue capaz con esta hip\u00f3tesis de encontrar una expresi\u00f3n te\u00f3rica para la funci\u00f3n de distribuci\u00f3n espectral de densidad de energ\u00eda en funci\u00f3n de la longitud de onda \u00a0\u00a0o de la frecuencia de la cavidad de radiaci\u00f3n de cuerpo negro \u00a0de la cavidad de radiaci\u00f3n de cuerpo negro (aqu\u00ed obvio las ecuaciones).<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Photoelectric Effect\" \/><\/div>\n<p style=\"text-align: justify;\">Toda esta funci\u00f3n llamada ley de Planck se ajusta muy bien a los datos obtenidos experimentalmente. El valor de la <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a>, h, puede ser determinado encajando la funci\u00f3n de la ecuaci\u00f3n a los datos experimentales. La importancia fundamental, la explicaci\u00f3n f\u00edsica de la cuantificaci\u00f3n o cuantizaci\u00f3n (<em>discretizaci\u00f3n<\/em>) introducida por la ecuaci\u00f3n, no fue completamente entendida ni por el mismo por Planck que la consideraba simplemente un truco matem\u00e1tico para ajustar una funci\u00f3n matem\u00e1tica a los datos f\u00edsicos. Planck era un f\u00edsico formado en la tradici\u00f3n cl\u00e1sica, y que solo abandon\u00f3 los supuestos cl\u00e1sicos \u201cen un acto de desesperaci\u00f3n\u201d como \u00e9l dijo alguna vez.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/external-preview.redd.it\/here-is-a-hypothesis-the-quantum-of-action-contains-a-v0-qNCPH89940uXuKUAkX8gv6OZOo8AHxWWKCoV2KLpgWI.png?width=1080&amp;crop=smart&amp;auto=webp&amp;s=46428b0307d7b9dfdda44db70f541e1b046206b0\" alt=\"Aqu\u00ed hay una hip\u00f3tesis: El cuanto de acci\u00f3n contiene una longitud cu\u00e1ntica.  : r\/HypotheticalPhysics\" width=\"625\" height=\"157\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El significado f\u00edsico de la entrada del <strong>cuanto de acci\u00f3n<\/strong> en la escena f\u00edsica, no fue generalmente apreciada por los f\u00edsicos hasta 1905, cuando el genial f\u00edsico (de nuevo) <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, aplic\u00f3 las ideas cu\u00e1nticas de Planck a su inconmensurable trabajo sobre el Efecto Fotoel\u00e9ctrico (que le ganar\u00eda el Nobel de F\u00edsica) al sugerir que la misma no era una misteriosa propiedad de los osciladores en las paredes de la cavidad y la radiaci\u00f3n de cuerpo negro, la cuantificaci\u00f3n es una caracter\u00edstica fundamental de la propia energ\u00eda lum\u00ednica.<\/p>\n<p style=\"text-align: justify;\">Claro que, una caracter\u00edstica central de la F\u00edsica Cl\u00e1sica es que si conocemos las posiciones y velocidades de todos los objetos en un instante particular, podemos decir cu\u00e1les ser\u00e1n sus posiciones y velocidades en cualquier otro instante, ya sea pasado o futuro. Sin equivocaci\u00f3n, la f\u00edsica cl\u00e1sica declara que el pasado y el futuro est\u00e1n gravados en el presente. Esta caracter\u00edstica es tambi\u00e9n compartida por la Relatividad Especial y General. Aunque los conceptos relativistas de pasado y futuro son m\u00e1s sutiles que sus que sus familiares contrapartidas cl\u00e1sicas, las ecuaciones de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, junto con una evaluaci\u00f3n completa del presente, los determinan por completo.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/6\/63\/Gamma-ray-microscope.svg\" alt=\"Relaci\u00f3n de indeterminaci\u00f3n de Heisenberg - Wikipedia, la enciclopedia libre\" width=\"143\" height=\"191\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/academiaplay.net\/wp-content\/uploads\/2017\/06\/Principio-de-incertidumbre-1024x455.jpg\" alt=\"El Principio de Incertidumbre\" width=\"421\" height=\"187\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Siempre nos preguntaremos por el n\u00famero que saldr\u00e1 o d\u00f3nde estar\u00e1 la part\u00edcula que buscamos<\/strong><\/p>\n<p style=\"text-align: justify;\">De forma completamente inesperada, encontraron que s\u00f3lo las leyes cu\u00e1nticas eran capaces de resolver la barah\u00fanda de rompecabezas y explicar una gran variedad de datos reci\u00e9n adquiridos procedentes de los \u00e1tomos y del reino subat\u00f3mico. Sin embargo, si hacemos la medida m\u00e1s perfecta t\u00e9cnicamente posible para comprobar c\u00f3mo son las cosas en este preciso momento, lo m\u00e1s que podemos esperar es predecir la probabilidad de que las cosas sean de una manera o de otra en un instante escogido en el futuro, o de que las cosas fueron de una determinada manera o de otra en alg\u00fan instante escogido en el pasado. El Universo, seg\u00fan la mec\u00e1nica cu\u00e1ntica, no est\u00e1 grabado en el presente; el universo, seg\u00fan la mec\u00e1nica cu\u00e1ntica, participa (por decirlo de alguna manera) en un juego de Azar.<\/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=\"Mec\u00e1nica cu\u00e1ntica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Explorando la Mec\u00e1nica Cu\u00e1ntica\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Mientras que la Intuici\u00f3n humana, y su encarnaci\u00f3n de la F\u00edsica Cl\u00e1sica, imagina una realidad en la que las cosas a veces se mantienen en un estado confuso entre ser parcialmente de una manera y parcialmente de otra. Las cosas s\u00f3lo se hacen definidas cuando una observaci\u00f3n apropiada las obliga a abandonar las posibilidades cu\u00e1nticas y asentarse en un resultado espec\u00edfico. Sin embargo, el resultado que se hace real no puede predecirse: solo podemos predecir las probabilidades de que las cosas resulten de una manera o de otra.<\/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=\"El experimento EPR. Einstein, Podolsky, Rosen - Hablando de Ciencia\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 La Paradoja EPR y los conceptos de Tiempo y Espacio, Presente, Pasado y Futuro\u00a0<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>La paradoja de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>-Podolsky-Rosen, denominada \u201cParadoja EPR\u201d, trata de un experimento mental propuesto por Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, Boris Podolsky y Nathan Rosen en 1935. Es relevante, pues pone de manifiesto un problema aparente de la mec\u00e1nica cu\u00e1ntica, y en las d\u00e9cadas siguientes se dedicaron m\u00faltiples esfuerzos a desarrollarla y resolverla.\u00a0<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Confirman el entrelazamiento cu\u00e1ntico gracias a la luz de una estrella\" width=\"354\" height=\"201\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Entrelazamiento cu\u00e1ntico\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>A <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> (y a muchos otros cient\u00edficos), la idea del entrelazamiento cu\u00e1ntico le resultaba extremadamente perturbadora. Esta particular caracter\u00edstica de la mec\u00e1nica cu\u00e1ntica permite preparar estados de dos o m\u00e1s part\u00edculas en los cuales es imposible obtener informaci\u00f3n \u00fatil sobre el estado total del sistema haciendo s\u00f3lo mediciones sobre una de las part\u00edculas.\u00a0<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Por primera vez, se observa la paradoja de Einstein-Podolsky-Rosen en un sistema de muchas part\u00edculas - INVDES\" width=\"475\" height=\"266\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Por primera vez, se observa la paradoja de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, Podolsky, Tosen en un sistema de muchas part\u00edculas.<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>El experimento planteado por EPR consiste en dos part\u00edculas que interactuaron en el pasado y que quedan en un estado entrelazado. Dos observadores reciben cada una de las part\u00edculas. Si un observador mide el momento de una de ellas, sabe cu\u00e1l es el momento de la otra. Si mide la posici\u00f3n, gracias al entrelazamiento cu\u00e1ntico y al <a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a>, puede saber la posici\u00f3n de la otra part\u00edcula de forma instant\u00e1nea, lo que contradice el sentido com\u00fan.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTt64hnIkMRNQhDoZgfwWNofvMxN2wg90y9gA&amp;usqp=CAU\" alt=\"De la f\u00edsica cl\u00e1sica a la f\u00edsica cu\u00e1ntica | Bienestar Mutuo\" width=\"215\" height=\"156\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRyDbnYZoJOU4DeE_iXAZ-oOz9oQzXIKU3uiw&amp;usqp=CAU\" alt=\"La informaci\u00f3n cu\u00e1ntica \u2013 RCI | Espa\u00f1ol\" width=\"282\" height=\"158\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSYuETMdEFILPS_5-UgYmprcCYGd2V2sIibKA&amp;usqp=CAU\" alt=\"Semana 23 de junio: MEDICINA CU\u00c1NTICA \/\/ Claudina NAVARRO | Enrique Mart\u00ednez Lozano\" width=\"272\" height=\"158\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRadcOYabgCtvQLwysd_15IAGQa7NFcDT_cqQ&amp;usqp=CAU\" alt=\"QS - Entrelazamiento cu\u00e1ntico. La ecuaci\u00f3n m\u00e1s bonita del mundo.\" \/><\/p>\n<p style=\"text-align: justify;\">No todo lo que podemos constatar en la Mec\u00e1nica cu\u00e1ntica es f\u00e1cilmente asimilado por nuestras Mentes que, aplicando el sentido com\u00fan (que a veces resulta el menos com\u00fan de los sentidos) nos niegan esa realidad incontestable.<\/p>\n<p style=\"text-align: justify;\">Esto, para nuestro com\u00fan raciocinio, no resulta nada familiar y s\u00ed resulta muy extra\u00f1o. No estamos acostumbrados a una realidad que permanece ambigua hasta que es percibida. Pero la <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> de la mec\u00e1nica cu\u00e1ntica no se detiene aqu\u00ed. Tan sorprendente al menos como esta es una caracter\u00edstica que se representa en un art\u00edculo por <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> en 1935 con dos colegas m\u00e1s j\u00f3venes, Nathan Rosen y Boris Podolsky, que pretend\u00eda ser un ataque a la teor\u00eda cu\u00e1ntica. Con giros posteriores del progreso cient\u00edfico, el art\u00edculo de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> puede considerarse ahora como uno de los primeros en se\u00f1alar que la mec\u00e1nica cu\u00e1ntica \u2013si se toma al pie de la letra- implica que algo que uno observa aqu\u00ed puede estar <em>instant\u00e1neamente<\/em> ligado a algo que est\u00e1 sucediendo all\u00ed, independientemente de la distancia.<\/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=\"La paradoja de Einstein-Podolsky-Rosen - VIX\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Claro que <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> consideraba absurdas tales conexiones instant\u00e1neas y postulaba que la teor\u00eda necesitaba mucho desarrollo para llegarla a conocer por completo. Sin embargo, cuando la teor\u00eda y la tecnolog\u00eda permiti\u00f3 comprobar todos aquellos supuestos absurdos cu\u00e1nticos, los investigadores pudieron comprobar que pod\u00eda haber\u00a0 un v\u00ednculo instant\u00e1neo entre lo que sucede en lugares ampliamente separados. Dos objetos pueden estar muy distantes en el espacio, pero por lo que concierne a la mec\u00e1nica cu\u00e1ntica es como si fueran una \u00fanica entidad. Adem\u00e1s, debido al r\u00edgido v\u00ednculo entre espacio y tiempo encontrado por <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, las conexiones cu\u00e1nticas tambi\u00e9n tienen tent\u00e1culos temporales.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Aumentan las posibilidades de viajar a trav\u00e9s del tiempo \u2022 Tendencias21\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo crear tu propio agujero de gusano? - UNAM Global - YouTube\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Agujeros de gusano cu\u00e1nticos? \u00bfEn serio? \u2014 Cuaderno de Cultura Cient\u00edfica\" width=\"288\" height=\"198\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Muchas son las cosas que a\u00fan no hemos llegado a comprender<\/strong><\/p>\n<p style=\"text-align: justify;\">Tenemos que comprender que abrir nuestras mentes a la verdadera naturaleza del Universo ha sido, desde siempre, uno de los objetivos m\u00e1s importantes de la F\u00edsica. Al menos para m\u00ed, es dif\u00edcil imaginar, una experiencia m\u00e1s cautivadora y reveladora que la de aprender, conocer y saber c\u00f3mo hemos podido llegar hasta \u00e9sta segunda d\u00e9cada del siglo XXI en la que, sentimos y somos conscientes de que la realidad que en este \u201cuniverso\u201d del saber del mundo sentimos, es, un p\u00e1lido reflejo, de la realidad que nos acecha en el futuro.<\/p>\n<p style=\"text-align: justify;\">Mientras tanto, algunos no dejan el empe\u00f1o de unificar en una sola esas dos grandes teor\u00edas cu\u00e1ntica-relativista. Algunos, sin el equipamiento necesario, se metieron osados en las r\u00e1pidas aguas que los arrastr\u00f3 en la corriente, y, sin embargo, tuvieron el tiempo necesario para dejar, a los que ven\u00edan detr\u00e1s, sus ideas de que, una teor\u00eda cu\u00e1ntica-relativista era posible. As\u00ed, lleg\u00f3, con <a href=\"#\" onclick=\"referencia('kaluza klein',event); return false;\">Kaluza-Klein<\/a> aquel primer impulso que se intent\u00f3 en la quinta dimensi\u00f3n para unificar la Relatividad General de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> con el Electromagnetismo de Maxwell.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Compactaci\u00f3n (f\u00edsica) - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"TEOR\u00cdA DE KALUZA-KLEIN\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Pas\u00f3 el tiempo y surgieron aquellas teor\u00edas de gran unificaci\u00f3n que se llamaron de super-gravedad, <a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a>, la cuerda heter\u00f3tica, supercuerda y, la \u00faltima y unificadora de todas las dem\u00e1s, la Teor\u00eda M. Y, la persistencia de todo este elenco de esforzados f\u00edsicos, no cay\u00f3 en saco roto. El sue\u00f1o se mantiene muy vivo y no pierden la esperanza de alcanzar la recompensa a tanto trabajo y sacrificio. Los cient\u00edficos recorren ahora caminos desbrozados por exploradores del pasado y ellos los siguen abriendo nuevos surcos, como si de exploradores se tratara, buscan y se acercan a una fusi\u00f3n armoniosa de las Leyes de lo muy Grande y de lo Muy Peque\u00f1o. Estamos seguros de que m\u00e1s tarde o m\u00e1s temprano, las supercuerdas nos dar\u00e1n una gran alegr\u00eda que, cuando surja, ser\u00e1 como la de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y Planck, otra gran revoluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"\" style=\"margin-top: 40px;\" src=\"http:\/\/francisthemulenews.files.wordpress.com\/2009\/08\/dibujo20090819_m_theory_dualities.jpg?w=584\" alt=\"\" width=\"342\" height=\"258\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 68px;\" src=\"http:\/\/4.bp.blogspot.com\/-XJf_XfWQsjA\/TeJXX-kzKKI\/AAAAAAAAAA8\/I87phULknJ4\/s1600\/galatomo.jpg\" alt=\"\" width=\"350\" height=\"258\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0 Todo unido en una misma teor\u00eda en la que subyace la Gravedad-Cu\u00e1ntica, de eso nos habla la teor\u00eda de cuerdas que va mucho m\u00e1s all\u00e1 de los Quarks<\/p>\n<p style=\"text-align: justify;\">El sencillo repaso que llevamos dado a algunos acontecimientos de la f\u00edsica, son, por s\u00ed mismos, suficiente para comprender que nuestra comprensi\u00f3n de la verdadera naturaleza del espacio y el tiempo ser\u00eda un testimonio de la capacidad del intelecto humano. Finalmente \u00bfllegaremos a conocer la realidad que subyace dentro de los conceptos del espacio-tiempo? Aqu\u00ed, antes de dar una respuesta categ\u00f3rica, tendr\u00edamos que pasar un largo tiempo en silencio y pensando muy profundamente en la clase de respuesta que podr\u00edamos dar, toda vez que, tenemos delante de nosotros el horizonte de marcadores que delimitan las m\u00e1s remotas fronteras que, en nuestras mentes, quedan fuera de toda la experiencia humana, y, en ese sentido, s\u00f3lo podemos intuir, para poder dar (con la experiencia hasta el momento adquirida), una respuesta que, de ninguna manera, puede ser categ\u00f3rica en ning\u00fan sentido que nos lleve a una realidad, ya que, en Ciencia, todo tiene que estar constatado y, el futuro, nos queda lejos, muy pero que muy lejos a\u00fan.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/8\/88\/ToK_Simple.jpg\/220px-ToK_Simple.jpg\" alt=\"\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/6e\/NaturalScienceMontage.png\/220px-NaturalScienceMontage.png\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Si nos paramos a pensar por un momento, lo que hemos podido llegar a conseguir en las distintas ramas de la Ciencia, no tendr\u00edamos lugares suficientes para alojar la cantidad de asombro que nos abrumar\u00eda. Muchos han sido los logros que el ser humano ha podido conquistar con tan s\u00f3lo su cerebro como herramienta principal. Y, al verdadero f\u00edsico, por ejemplo, siempre se le aceler\u00f3 el coraz\u00f3n cuando estaba a la vista del descubrimiento so\u00f1ado. \u00bfPod\u00e9is imaginar lo que sentir\u00eda <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> cuando al fin, despu\u00e9s de largos a\u00f1os de b\u00fasqueda, pudo formular su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general?<\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 sensaci\u00f3n puede existir para un cient\u00edfico que esa de descubrir los secretos de la Naturaleza?<\/p>\n<p style=\"text-align: justify;\">Hay cuestiones importantes que nunca debemos olvidar y, desde luego, hombres de grandes pensamientos posibilitaron que nosotros estemos ahora en el nivel en el que nos encontramos en muchas ramas del saber humano que, sin auqellas ideas&#8230; Por ejemplo:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/6a\/Gottfried_Wilhelm_von_Leibniz.jpg\/200px-Gottfried_Wilhelm_von_Leibniz.jpg\" alt=\"Gottfried Wilhelm von Leibniz.jpg\" width=\"200\" height=\"253\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">El gran fil\u00f3sofo alem\u00e1n Gottfried Wilehlm Leibniz (que era contempor\u00e1neo de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> con el que tuvo algunas refriegas), cre\u00eda firmemente que el espacio no existe en ning\u00fan sentido convencional. Hablar de espacio, afirmaba, no es nada m\u00e1s que una forma f\u00e1cil y conveniente de codificar d\u00f3nde unas cosas se relacionan con otras. Sin objetos en el espacio, dec\u00eda Leibniz, el propio espacio no tiene significado o existencia independiente, es decir, \u00e9l nos dec\u00eda que el espacio sin materia, el espacio vac\u00edo, no ten\u00eda ning\u00fan sentido. Un espacio vac\u00edo vendr\u00eda a ser como un alfabeto sin letras.<\/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=\"Experientia docet: Einstein y...Ernst Mach\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Mach trabajando<\/strong><\/p>\n<p style=\"text-align: justify;\">Otro personaje que no es f\u00e1cil de olvidar (<a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> lo ten\u00eda siempre en sus pensamientos en la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general), es Mach que, entre otras muchas cuestiones se plante\u00f3 que, en un universo vac\u00edo no hay distinci\u00f3n entre girar y no girar \u2013no hay concepto de movimiento o aceleraci\u00f3n si no hay puntos de referencia para comparar- y por lo tanto, girar o no girar ser\u00eda lo mismo. Si las dos piedras de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> unidas por una cuerda se pusieran a girar en un universo por lo dem\u00e1s vac\u00edo, Mach dec\u00eda que la cuerda permanecer\u00eda fl\u00e1cida. Si nosotros gir\u00e1semos en un universo por lo dem\u00e1s vac\u00edo, nuestros brazos y piernas no se despegar\u00edan del cuerpo, y el fluido de nuestros o\u00eddos no se ver\u00eda afectado, nosotros no sentir\u00edamos nada. Esta es una sugerencia profunda y sutil. Para asimilarla realmente nosotros necesitar\u00edamos meternos seriamente el el ejemplo e imaginar la quietud uniforme y negra del espacio totalmente vac\u00edo.<\/p>\n<div>\n<blockquote>\n<div><a href=\"http:\/\/commons.wikimedia.org\/wiki\/File:Ernst-Mach-1900.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/57\/Ernst-Mach-1900.jpg\/200px-Ernst-Mach-1900.jpg\" alt=\"\" width=\"200\" height=\"220\" \/><\/a><\/div>\n<\/blockquote>\n<\/div>\n<div>\n<p>\u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 Ernst Mach en 1900.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">El de Mach fue el primer desaf\u00edo importante a la obra de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> en m\u00e1s de dos siglos, y durante a\u00f1os envi\u00f3 ondas de choque a trav\u00e9s de la comunidad de la F\u00edsica. Claro que, todas estas ideas han ido evolucionando y nos han llevado a conceptos de campos de diversas procedencias, tales como: el campo de Faraday, los campos gravitatorios, campos nucleares, campos de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, y otros. Cada vez se hizo m\u00e1s claro que el concepto de campo para una formulaci\u00f3n moderna de la f\u00edsica era importante.<\/p>\n<p style=\"text-align: justify;\">Claro que, pasado el tiempo, en todo aquello intervino alguien que, sencillo \u00e9l, como si de un ni\u00f1o se tratara, se hac\u00eda preguntas \u201ctontas\u201d de una profundidad inalcanzable. As\u00ed, las ecuaciones de Maxwell no permit\u00edan que la luz parezca estacionaria, es decir, verla como si estuviera en reposo. Y ciertamente, no hay ning\u00fan informe fiable de nadie que realmente haya considerado un trozo estacionario de luz. Entonces se preguntaba el adolescente <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, \u00bfqu\u00e9 vamos a hacer con esta aparente paradoja?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/img.webme.com\/pic\/v\/vichadasiaprende\/ab23.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Y volvemos al principio: Diez a\u00f1os m\u00e1s tarde, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> dio al mundo su respuesta con su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial. Ha habido muchos debates sobre las ra\u00edces intelectuales del descubrimiento de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, pero no hay duda de que su inquebrantable creencia en la simplicidad jug\u00f3 un papel cr\u00edtico. <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> postulaba que la luz era un viajero solitario, la luz puede viajar a trav\u00e9s del espacio vac\u00edo. <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> nos vino a decir, con su sencilla manera de exponer las cosas que, si la teor\u00eda de Maxwell no apela a ning\u00fan patr\u00f3n de reposo particular, la interpretaci\u00f3n m\u00e1s directa es que no necesitamos uno. La velocidad de la luz, declar\u00f3 <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, es de 1.080 millones de kil\u00f3metros por hora con respecto a nada y a todo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/guillermodeockham-pp-131101113118-phpapp01\/95\/guillermo-de-ockham-1-638.jpg?cb=1383305556\" alt=\"Guillermo de ockham\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u201cHacer las cosas tan simples como sea posible, pero no m\u00e1s\u201d En f\u00edsica hay un principio que se debe seguir:\u00a0 En realidad es&#8230; &#8220;un principio&#8221; metodol\u00f3gico y filos\u00f3fico atribuido a Guillermo Ockham (1280-1349),\u00a0 seg\u00fan el cual, \u00aben igualdad de condiciones, la explicaci\u00f3n m\u00e1s sencilla suele ser la correcta\u00bb. Esto implica que, cuando dos teor\u00edas en igualdad de condiciones tienen las mismas consecuencias, la teor\u00eda m\u00e1s simple tiene m\u00e1s probabilidades de ser correcta que la compleja.<\/p>\n<p style=\"text-align: justify;\">Durante toda su vida, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> desaf\u00edo el sentido com\u00fan y, con la paradoja de las ecuaciones de Maxwell, \u00e9l supo ver que la luz ten\u00eda su medida invariante en la marcha que le hab\u00eda asignado el universo, sin tener en cuenta la fuente de procedencia, siempre, y en todas las circunstancias, la luz, correr\u00eda a 1.080 millones de kil\u00f3metros en el vac\u00edo espacial.<\/p>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRYiZLAUYUeceMHUAv3FJe6Z2A7GxWcZaduRQ&amp;s\" alt=\"Las escalas del Universo no son Humanas : Blog de Emilio Silvera V.\" width=\"518\" height=\"323\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"aligncenter\" style=\"margin-top: 0px;\" src=\"http:\/\/img.irtve.es\/imagenes\/eso1216a\/1334245073022.jpg\" alt=\"\" width=\"536\" height=\"365\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0En realidad, la velocidad de la luz en el vac\u00edo determina nuestro conocimiento del Universo<\/strong><\/p>\n<p style=\"text-align: justify;\">As\u00ed que, desde entonces, la velocidad de la luz es constante y, podemos deducir que, el espacio y el tiempo est\u00e1n en el ojo del que contempla. Cada uno de nosotros lleva consigo su propio reloj, su propio monitor del paso del tiempo que, como sabemos, no es igual para todo, ya que, es relativo en funci\u00f3n de las circunstancias que en cada caso se puedan dar. El d\u00eda que lleguemos a comprender la verdadera naturaleza de la luz, ese d\u00eda, podremos decir \u00a1que sabemos!<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V.<\/strong><\/p>\n<\/blockquote>\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%2F12%2F06%2Fel-universo-y-los-pensamientos%2F&amp;title=El+Universo+y+los+pensamientos' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F06%2Fel-universo-y-los-pensamientos%2F&amp;title=El+Universo+y+los+pensamientos' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F06%2Fel-universo-y-los-pensamientos%2F&amp;title=El+Universo+y+los+pensamientos' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F06%2Fel-universo-y-los-pensamientos%2F&amp;t=El+Universo+y+los+pensamientos' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F06%2Fel-universo-y-los-pensamientos%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F06%2Fel-universo-y-los-pensamientos%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/12\/06\/el-universo-y-los-pensamientos\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F06%2Fel-universo-y-los-pensamientos%2F&amp;title=El+Universo+y+los+pensamientos' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F06%2Fel-universo-y-los-pensamientos%2F&amp;title=El+Universo+y+los+pensamientos' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2025\/12\/06\/el-universo-y-los-pensamientos\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F06%2Fel-universo-y-los-pensamientos%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F06%2Fel-universo-y-los-pensamientos%2F&amp;title=El+Universo+y+los+pensamientos' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F06%2Fel-universo-y-los-pensamientos%2F&amp;t=El+Universo+y+los+pensamientos' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=El+Universo+y+los+pensamientos: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F06%2Fel-universo-y-los-pensamientos%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=El+Universo+y+los+pensamientos&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F12%2F06%2Fel-universo-y-los-pensamientos%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>\u00a0\u00bfCu\u00e1ndo lo conoceremos? S\u00ed,\u00a0 me refiero al Universo. Su compleja y peculiar naturaleza hizo posible que surgieran las estrellas y las galaxias a partir de la sustancia c\u00f3smica que, durante diez mil millones de a\u00f1os ha estado evolucionando en los hornos nucleares de las estrellas para que, finalmente, esa evoluci\u00f3n de la materia, se pudiera [&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":[49],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/8832"}],"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=8832"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/8832\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=8832"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=8832"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=8832"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}