{"id":7107,"date":"2019-12-11T02:43:23","date_gmt":"2019-12-11T01:43:23","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=7107"},"modified":"2019-12-11T02:43:54","modified_gmt":"2019-12-11T01:43:54","slug":"%c2%a1la-fisica-%c2%a1el-universo-%c2%a1nosotros","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/12\/11\/%c2%a1la-fisica-%c2%a1el-universo-%c2%a1nosotros\/","title":{"rendered":"\u00a1La F\u00edsica! \u00a1El Universo! \u00a1Nosotros!"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_wgLLfOOcin8\/TTIUO__GGcI\/AAAAAAAAABY\/AJNgSsT-r8g\/s1600\/fisica.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El \u00e9xito alcanzado por la F\u00edsica desde finales del siglo XIX hasta esta primera d\u00e9cada del siglo XXI no s\u00f3lo ha transformado nuestra concepci\u00f3n del espacio-tiempo, sino que ha llegado a poner en nuestras mentes una nueva percepci\u00f3n de la Naturaleza: la vieja posici\u00f3n central que asign\u00e1bamos a la materia ha cedido su lugar a los principios de simetr\u00eda, algunos de ellos ocultos a la vista en el estado actual del Universo.<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que, los f\u00edsicos, cada d\u00eda m\u00e1s ambiciosos en su \u201cquerer saber\u201d y su \u201cquerer descubrir\u201d, buscan sin descanso nuevos caminos que les lleve a desvelar ocultas maravillas que tienen su h\u00e1bitat natural en lo m\u00e1s profundo de la Naturaleza misma de la que no sabemos, a\u00fan, entender todas sus voces.<\/p>\n<p style=\"text-align: justify;\">Son muchos los obst\u00e1culos que se encuentran en ese camino que nos lleva inexorable hacia esa so\u00f1ada teor\u00eda final. Los cient\u00edficos discrepan de los fil\u00f3sofos que no siempre, est\u00e1n de acuerdo con el hecho de que se pueda llegar a esa teor\u00eda \u00faltima que lo pueda explicar todo, y, la firme creencia de que el Universo siempre tendr\u00e1 secretos para nosotros, es una constante de la filosof\u00eda que la Ciencia, no deja de combatir.<\/p>\n<p style=\"text-align: justify;\">\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;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Representaci\u00f3n en 3D de la primera colisi\u00f3n en ATLAS. M\u00e1s im\u00e1genes en ATLAS event displays.\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Representaci\u00f3n en 3D de la primera colisi\u00f3n en ATLAS. M\u00e1s im\u00e1genes en ATLAS event displays.\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Representaci\u00f3n en 3D de la primera colisi\u00f3n en ATLAS. M\u00e1s im\u00e1genes en ATLAS event displays.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS4P-UcHp8gILwCgZ2fg54HzUgFj3hvsQxBxvPFAX_FDrQNvgO_\" alt=\"Resultado de imagen de Representaci\u00f3n en 3D de la primera colisi\u00f3n en ATLAS. M\u00e1s im\u00e1genes en ATLAS event displays.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\" align=\"center\"><cite>\u00a0Representaci\u00f3n en 3D de la primera colisi\u00f3n en ATLAS.<\/cite><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Estamos embarcados en una enorme aventura intelectual que eleva al ser humano a la categor\u00eda m\u00e1s alta que en el Universo pueda. La F\u00edsica de altas energ\u00edas nos llevan a conocer las entra\u00f1as de la materia y nos cuenta como se producen esas interacciones en el coraz\u00f3n de los \u00e1tomos y aunque no sabemos c\u00f3mo puedan ser las leyes finales ni cuanto ser\u00e1 el tiempo que tardaremos en encontrar las pistas que nos gu\u00eden por el camino correcto, lo cierto es que, el progreso contin\u00faa y cada vez se construyen aceleradores m\u00e1s potentes y sofisticados y telescopios m\u00e1s modernos y con mayor capacidad para transportarnos hacia regiones profundas del Universo en las que podemos contemplar galaxias situadas muy cerca de ese comienzo que llamamos <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.eldiario.es\/fotos\/galaxias-lejanas-Universo-llevara-Transvulcania_EDIIMA20180409_0296_20.jpg\" alt=\"La galaxia captada por el Gran Telescopio de Canarias.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El Gran Telescopio de Canarias\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El Gran Telescopio de Canarias\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El Gran Telescopio de Canarias capta la galaxia m\u00e1s lejana<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Como no pod\u00eda ser de otra manera dado nuestro car\u00e1cter siempre dispuesto a la controversia y nuestras mentes de pensamientos diversos, la propia idea de una teor\u00eda final nos ha llevado a la m\u00e1s profunda discrepancia entre unos y otros. Por una parte, est\u00e1n los partidarios de esa teor\u00eda que nos podr\u00e1 hablar de un Universo de m\u00e1s altas dimensiones, donde la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y la mec\u00e1nica cu\u00e1ntica de Planck, conviven en la so\u00f1ada concordia que muchos f\u00edsicos han so\u00f1ado y, por la otra, est\u00e1n aquellos que discrepando de los primeros se agarran al pensamiento de la imposibilidad de conseguir una teor\u00eda de esas caracter\u00edsticas y, ellos hablan de f\u00edsica-ficci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRTEuUQlI5jKcwC8YalDbWUW9982rcOLRwnO0jHcChCstuWEjFJ\" alt=\"Resultado de imagen de La Teor\u00eda final\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRzprsptu3U9eFEsnxO1mxW7FcnHIJwcyPbcBhBrv_ompO86aBr\" alt=\"Resultado de imagen de La Teor\u00eda final\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo cierto es que, a pesar de lo que digan los detractores de estas ideas avanzadas (no pocas veces por envidia y por el simple hecho de que ellos no tienen la capacidad de entender los nuevos conceptos y sus complejas matem\u00e1ticas), la F\u00edsica prosigue su camino y en no pocos campos, la lista de los Grupos Especializados que existen en la Real Sociedad Espa\u00f1ola de F\u00edsica es un ejemplo del lugar que la F\u00edsica ocupa en el \u00e1mbito de la Ciencia y en la Sociedad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Real Sociedad Es\u00e0\u00f1pla de F\u00edsica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Grupos Especializados dentro de la RSEF:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">De Adsorci\u00f3n, de Astrof\u00edsica, de Calorimetr\u00eda y An\u00e1lisis T\u00e9rmico, de Coloides e interfases, de Cristalograf\u00eda y crecimiento cristalino, de Did\u00e1ctica e Historia de la F\u00edsica y la Qu\u00edmica, de la F\u00edsica At\u00f3mica y Molecular, de la F\u00edsica del Estado S\u00f3lido, de la F\u00edsica en las Ciencias de la Vida, de F\u00edsica Estad\u00edstica y No Lineal, de F\u00edsica de Altas Energ\u00edas, de F\u00edsica de la Atm\u00f3sfera y del Oc\u00e9ano, de F\u00edsica de Pol\u00edmeros, de F\u00edsica M\u00e9dica, de F\u00edsica Nuclear, de F\u00edsica Te\u00f3rica, de Informaci\u00f3n Cu\u00e1ntica, de Materiales Moleculares, de Reolog\u00eda, de Termodin\u00e1mica, etc.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/innovacion.uas.edu.mx\/wp-content\/uploads\/2017\/03\/NOTA_112-3.jpg\" alt=\"Resultado de imagen de F\u00edsica de altas energ\u00edas&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todo esto demuestra el enorme inter\u00e9s que la F\u00edsica tiene en todos y cada uno de los apartados que la puedan afectar y, lo mismo trata de conseguir un l\u00edquido de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> que, a temperatura ambiente se convierta en el mejor superconductor, que encontrar el Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> para completar y mejorar el Modelo Est\u00e1ndar, investigar en los campos del electromagnetismo y de la radiaci\u00f3n con la mirada puesta en la salud con fines m\u00e9dicos que hagan mejor nuestras vidas (tomograf\u00eda por emisi\u00f3n de positrones computerizada:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.elhospital.com\/documenta\/imagenes\/8096533\/Paciente-de-30-anos-de-edad-portador-de-epilepsia-refractaria-al-tratamiento-p3.jpg\" alt=\"Resultado de imagen de (tomograf\u00eda por emisi\u00f3n de positrones computerizada:&quot;\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQSlckclz2u2KwWr0FdrxZWOR_QCDGtuNTTa6zlr6U1VnIEC3yo\" alt=\"Resultado de imagen de (tomograf\u00eda por emisi\u00f3n de positrones computerizada:\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hoy tenemos herramientas como la radiaci\u00f3n ionizante, neuroimagen por resonancia magn\u00e9tica, estudio de fisiolog\u00eda card\u00edaca mediante Ecocardiograf\u00eda Doppler, Radioterapia con radiaci\u00f3n sincrotr\u00f3n, radioterapia del melanoma ocular, una perspectiva de la biolog\u00eda y la medicina desde la teor\u00eda del caos y la geometr\u00eda fractal, etc. etc.), innumerables y sustanciosas colaboraciones con la Astronom\u00eda (Astrof\u00edsica), con las ciencias de la vida (Biof\u00edsica) y, ser\u00eda interminable la lista de aquellos apartados del saber de la Humanidad en los que la F\u00edsica est\u00e1 presente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Ordenador cu\u00e1ntico\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRfFvwRtPb7R7gNO5KyiTV5x_U2p9LVk2MYtj_rTrOXNWDEZcGq\" alt=\"Resultado de imagen de Energ\u00eda de vac\u00edo\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTQGQ8L50ZiRXQx9buNaHixVMk2fLjdiJ3eQmp41-GM1NfRJSVa\" alt=\"Resultado de imagen de semiconductores magn\u00e9ticos diluidos\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Nano tecnolog\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Independientemente de los muchos proyectos en marcha (ordenadores cu\u00e1nticos, energ\u00eda de vac\u00edo, semiconductores magn\u00e9ticos diluidos (materiales para la espintr\u00f3nica), nanotecnolog\u00eda y nanociencia, modelos de las din\u00e1micas de las ondulaciones en la nanoarena, materia extra\u00f1a, tecnolog\u00edas de la telecomunicaci\u00f3n y de la informaci\u00f3n, capacidad de almacenar informaci\u00f3n, f\u00edsica de fluidos, estudios del efecto de la irradiaci\u00f3n sobre el metano, la f\u00edsica de materiales, teletransportaci\u00f3n cu\u00e1ntica, estudio del cristal aperi\u00f3dico de la vida, interacciones fundamentales, sensores de radiaci\u00f3n y detecci\u00f3n de alimentos irradiados, simetr\u00edas ex\u00f3ticas, fibras \u00f3pticas, nanotubos\u2026 y seguir enumerando lo que la F\u00edsica es y la infinidad de campos en los que interviene requerir\u00eda muchas horas y muchas p\u00e1ginas de las que no disponemos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/_dISkoprgqWc\/RouZG5cUYKI\/AAAAAAAAAFY\/QdF3FivXKP4\/s400\/galatomo.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A todo esto, nos damos de bruce con problemas tan complejos que la idea que podemos tener hoy de la realidad que sea compatible con los m\u00e1s recientes resultados te\u00f3ricos y experimentales de la mec\u00e1nica cu\u00e1ntica. Yo tengo amigos banqueros, Ingenieros, oficinistas, constructores, camareros, mec\u00e1nicos o marineros que, cuando se les habla de estos temas, miran para otro lado y silban. Poca gente se interesa por estos asuntos que, de su enorme importancia, no s\u00f3lo depende nuestro bienestar, sino que, en esos conocimientos reside el futuro de la Humanidad.<\/p>\n<p style=\"text-align: justify;\">Si profundizamos, por curiosidad, en los conocimientos que actualmente tenemos de la Astronom\u00eda y de la F\u00edsica o la Qu\u00edmica (siempre acompa\u00f1adas de los n\u00fameros), veremos con admiraci\u00f3n que las semillas se pusieron hace ya m\u00e1s de 2.500 a\u00f1os, cuando Tales, Anaximandro o\u00a0Anax\u00edmes sintieron la curiosidad de conocer y miraron el mundo desde la l\u00f3gica\u00a0y, dentro de sus posibilidades trataron de desvelar los secretos de la Naturaleza. All\u00ed, en ese momento, naci\u00f3 la Ciencia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/pm1.narvii.com\/6936\/677991feb82ee4f760bf9e95e1af9e48d9e51349r1-320-214v2_hq.jpg\" alt=\"Resultado de imagen de Los grandes pensadores griegos&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A medida que el tiempo avanz\u00f3, nos dimos cuenta de que, nuestras experiencias cotidianas se alejaban del mundo real y, nuestro sentido com\u00fan, no siempre nos guiaba en la correcta direcci\u00f3n para poder comprender el mundo. Con frecuencia nos preguntamos: \u00bfQu\u00e9 es lo real? \u00bfSi dentro de nuestras mentes conformamos un \u201cuniverso\u201d a la medida de nuestras limitaciones \u2013por falta de los datos reales que nos impide ver la realidad-, c\u00f3mo podremos llegar a saber la clase de Universo que nos acoge? Aqu\u00ed nos topamos con el determinismo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.cdn.uolala.com\/getimage.ashx?width=730&amp;q=70&amp;src=\/event-covers\/b-charla-calma-confianza-autoestima-aqui-y-ahora-20150312121604453-d5207a.jpg\" alt=\"Resultado de imagen de Nuestra mente y la realidad&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Todos tenemos nuestro propio universo en la mente<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por lo que se refiere al Universo, caben dos posibilidades: o existe desde siempre o ha tenido un comienzo. \u00bfTendr\u00eda sentido pensar que existi\u00f3 desde siempre? Y, si no ha existido desde siempre, quiere decir que ha tenido un comienzo. \u00bfQu\u00e9 hab\u00eda antes? Tal vez nada. Sin embargo, la F\u00edsica nos dice que la \u201cNADA\u201d no existe y, en ese caso, lo \u00fanico que podemos hacer es preguntarnos, \u00bfDe d\u00f3nde sali\u00f3? Y si hab\u00eda algo que lo form\u00f3, \u00bfC\u00f3mo podemos hablar de un comienzo?, \u00bfNo habr\u00eda que tratar de ir hacia atr\u00e1s y, buscar el verdadero origen que lo form\u00f3? Ante todo esto volvemos al hecho de que el determinismo se refiere a dos cosas a la vez:<\/p>\n<ol style=\"text-align: justify;\">\n<li>si todo acontecer natural y<\/li>\n<li>si todo acontecer humano<\/li>\n<\/ol>\n<p style=\"text-align: justify;\">deben estar previamente determinados por unos antecedentes y, el determinismo\u00a0 debe quedar, en su caso, circunscrito al acontecer natural. Si as\u00ed fuera, tendr\u00edamos libertad en nuestras decisiones, pero esto implicar\u00eda que entre nuestros constituyentes deber\u00eda haber una \u201csustancia\u201d que se sustrae el determinismo, lo cual introducir\u00eda el interesantisimo problema del dualismo materia-mente, en la tradici\u00f3n de Plat\u00f3n, Descartes y sobre todo Kant. Aunque, finalmente, tiendo a pensar que no existe nada que no est\u00e9 escrito en las leyes de la F\u00edsica y de la Qu\u00edmica. Adem\u00e1s, si la vida es diferente en este aspecto, \u00bfD\u00f3nde est\u00e1 el borde o el final de lo que el Universo pueda o no pueda hacer? \u00bfEn el Homo Sapiens? \u00bfEs la propia vida la que pone l\u00edmites a la creaci\u00f3n?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-b12X4B6bZWs\/Taormq6ICPI\/AAAAAAAAARE\/B96y-MEaZSw\/s1600\/fisica_cuantica.jpg\" alt=\"\" width=\"563\" height=\"422\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Saber para poder responder estas preguntas, la verdad, no sabemos y, es precisamente por eso, por nuestra enorme falta de conocimientos por lo que no paramos de buscar esas respuestas a preguntas que bullen dentro de nuestras mentes y, tengo la esperanza de que, un d\u00eda, lejano a\u00fan en el futuro, si no al completo, si obtendremos una respuesta satisfactoria que, al menos, sacie nuestra curiosidad y, llegados a ese punto o alto nivel del saber, las cosas ser\u00e1n m\u00e1s tranquilas, los conocimientos nos llegaran escalonados y en los momentos precisos en los que la Naturaleza sepa que, ese saber, ya no nos podr\u00e1 hacer da\u00f1o alguno, pues, nuestra capacidad para entonces podr\u00e1 manejar fuerzas y energ\u00edas que hoy por hoy, nos destruir\u00edan.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<p>&nbsp;<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F12%2F11%2F%25c2%25a1la-fisica-%25c2%25a1el-universo-%25c2%25a1nosotros%2F&amp;title=%C2%A1La+F%C3%ADsica%21+%C2%A1El+Universo%21+%C2%A1Nosotros%21' 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 class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%A1La+F%C3%ADsica%21+%C2%A1El+Universo%21+%C2%A1Nosotros%21&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F12%2F11%2F%25c2%25a1la-fisica-%25c2%25a1el-universo-%25c2%25a1nosotros%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>El \u00e9xito alcanzado por la F\u00edsica desde finales del siglo XIX hasta esta primera d\u00e9cada del siglo XXI no s\u00f3lo ha transformado nuestra concepci\u00f3n del espacio-tiempo, sino que ha llegado a poner en nuestras mentes una nueva percepci\u00f3n de la Naturaleza: la vieja posici\u00f3n central que asign\u00e1bamos a la materia ha cedido su lugar a [&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":[6],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/7107"}],"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=7107"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/7107\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=7107"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=7107"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=7107"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}