{"id":4348,"date":"2020-07-04T08:36:53","date_gmt":"2020-07-04T07:36:53","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=4348"},"modified":"2020-08-04T07:37:16","modified_gmt":"2020-08-04T06:37:16","slug":"la-palabra-imposible-mejor-dejarla-aparcada","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/04\/la-palabra-imposible-mejor-dejarla-aparcada\/","title":{"rendered":"La palabra imposible&#8230;mejor dejarla aparcada"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Augusto Comte y el Positivismo - \u00a1\u00a1RESUMEN corto y F\u00c1CIL!!\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nunca sabemos de qu\u00e9 est\u00e1n hechas las estrellas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<div><strong>Auguste Comte<\/strong>\u00a0(1798-1857)<\/div>\n<p style=\"text-align: justify;\"><strong>Fil\u00f3sofo franc\u00e9s<\/strong>, fundador del positivismo. Fue secretario y colaborador (1818-24) de Saint-Simon. &#8230; Bas\u00e1ndose en esta tesis,\u00a0<strong>Comte<\/strong>\u00a0afirmaba que la \u201cmetaf\u00edsica\u201d, es decir, la teor\u00eda acerca de la esencia de los fen\u00f3menos, ha de ser eliminada. Tambien se atrevi\u00f3 (imprudente) a afirmar otras cuestiones que no estaban a su alcance asegurar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static.nationalgeographic.es\/files\/styles\/image_3200\/public\/2528.600x450.jpg?w=1900&amp;h=1425\" alt=\"Qu\u00e9 sabes de las estrellas? | National Geographic\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el siglo XIX algunos cient\u00edficos declararon que la composici\u00f3n de las estrellas estar\u00eda siempre fuera del alcance del experimento. En 1825, el fil\u00f3sofo y cr\u00edtico social franc\u00e9s Auguste Comte, al escribir el Curso de Filosof\u00eda, declaraba que nunca conocer\u00edamos las estrellas de otra forma que como inalcanzables puntos de luz en el cielo debido a su enorme distancia de nosotros. Las m\u00e1quinas del siglo XIX, o de cualquier siglo, argumentaba, no eran suficientemente potentes como para escapar de la Tierra y alcanzar las estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-xAH6eCzE_D0\/T0IV8Vo-3II\/AAAAAAAAHUA\/Gu4jPWsR8Iw\/s1600\/doppler.gif\" alt=\"La espectroscop\u00eda en la astronom\u00eda - Astrof\u00edsica y F\u00edsica\" \/><\/p>\n<p style=\"text-align: justify;\">Sin embargo, las l\u00edneas espectrales de Franhoufer nos dijo de manera clara y precisa de que estaban hechas las estrellas y otros objetos celestes.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">As\u00ed que parec\u00eda que el determinar la composici\u00f3n de las estrellas era imposible, y lo curioso es que casi al mismo tiempo, el f\u00edsico alem\u00e1n Joseph von Fraunhofer estuviera haciendo precisamente eso. Utilizando un prisma y un espectrosc\u00f3pio pudo descomponer la luz blanca emitida desde las estrellas lejanas y determinar la composici\u00f3n qu\u00edmica de dichas estrellas. De la misma manera pudiera, en este mismo instante, estar trabajando un f\u00edsico-matem\u00e1tico en profundizar en la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a> y estar formulando otro respetable avance hacia nuestro futuro<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/wYZqHAG9n5I\/hqdefault.jpg\" alt=\"TODO LO QUE NECESITAS SABER SOBRE LA TEOR\u00cdA DE LAS SUPERCUERDAS ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 ser\u00eda de nosotros sin la f\u00edsica?<\/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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\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alt=\"LAS FUERZAS EN LA NATURALEZA - ppt descargar\" \/><img decoding=\"async\" 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qHAAO11G4AY5AwJm9E0FlW4WkWMQP3x4cj2r2gYVV7DHB7n1FiQMe+m4u1QpJV9TVd526sIqK1bMpG7fv\/dkABSPUvI5x5eHa7fMDmu1FC2h2tsVhaxcbNiB2KgANyQh5AwcnbJogEZ1FVg1isa7SDqF22rYPKFXkMNjIHDZ3hjyhHqHPx410as0FGqsyunoqObKy1jI7C16yLMZIwQXK54yO4ksiARrpfTbf3PnebtTzzhrOebUNO\/y2w2FB45\/rPXoGjvq2rcN37oBWUgLWABmtl3eps87xnPIOMDMglIBzvxZ07yrSw\/K3I+\/xI5acTrfUtAtyFWH2+hnM\/EPRLqCfSSvswzjErNRQ1Lcj0\/jNfGUVCb5RoNTbNda8yLczCtPM5RiWNtmTwteYtOne2xa0BLMQABNnoulW6h9lKFiT7dh9z7frOseBvBC6MebZh7iO\/sg+F+v1k2mv5KLW6hLg3XhLoo0elrpHcDLH5Y95uZWJLKR8lIlYmMARETILHQEEEZB9jOZ+MvBjoxu067kPLIO6n6D4nT5QidabpUyzE0nBTWGfONuRxjnOD8g+8x3M731fwppdTkvWAx\/jT0t\/oZGNR+FlRPpvcD4Kqf6y1j5KMl93BH+mx0cmPJlhUngfp7zrGn\/CqvPr1DEZ7KoB\/mcyTdD8HaTS8117m\/77PU36ew\/QCcLNbH4OkacdnOvBPgGy5lu1K7KgchTw1n6ewnY6kAAAAAAwAOwA4AEviV9ljm8s7JJFMRiViaGSmIxKxAKYjErEApiNsrEARKZlGcDk8D5MAuiW7pXdAKykpujeM4zzjOPpAK4lroDwRkfWVLASnmDjkc9vr8YgGm1nhTS2klqgCfccf2mLT4G0SnPlbv8AESZI1sBGQcgjII5BHtgy7dNPXH8HX32YxuZjaPQ11LtrRVHwoAmSZTdG6bpYObbfZdEpmWq4IyOR8jtBgviW7pXdAKxKbpQuIBdEtDgjIld0ArKRulC0ArE8671bO0g4JU4IOGHcHHY\/Sem6AViU3RugFYlu+N0AuiWho3QC6JQNKwBERAMTqgc02CvO\/Y23HBzjjB+ZGWrQu4o0pQeXy\/lXVuWFtXpcMgFhPqO4FsbSf4uZjKYgEabqGp9aIrm1TqzhqiEOHc6b1kBWyuzs3POTnMsps1D7ES7UbGvCm6yitLQnkXMcq1Kqo3rWAxQcnHOZKNsYgEWXV6nzqQzXY2qGVaQAx3OGexzUQBgLwGQj4IImV12m7e1lL2IyaV2XYiOHcMCqEMpyDjsuCc8ETf4jEAjOouvNzLm05LqavKHkirymKuLQmS+7aMbz3\/L7jwBta6lWa8BLKNtQpHlMgqUl3sNZIYMXGN642Dj3MtxGIBF9K+rKVWF7QRXot1flVhXZ2Av3ZTcuAT+Ujbj4l\/TddadaEey3mnUM1T1KlaFLaFQ1v5YZvS7fxsPV9sSQiYGiqoS20VVojnabSle3cTkrucDDNyTjOfV9eQNXqdXcNYAbLkXz0RaxUppeo1ZLNaayQ28sMB1\/IvHct4VdT1Bo7XixdNSLCKSrC8sFtZQaiHxySEVhjsORJDXclnYZwzD8pwGrYo3JGAQcgfPOMiZBgEb6W+qs8oPZaozeXfylBcI9fl7t9QC5BbsqkjOO2Rj6e\/UJSVPmVEVgVbajaCuRuZ\/3bMtg5ATBGMHDchZbAgEft823p1vN4sNVgUlUFxwDjC7AMntjYPtnmef7Vd5qgWXkZrCK1ACWVkLve1\/KGxwd\/GUxtHpPvI8Twq1SuzKuSUwGO1tuTngOfSx45AJx74gEZXqOp9e17Ws8je1b0hRU3mIH8nFQNmFL45sztH5uxaY3M1TWW3sAt6ZFG3eT5ZVbA1ClQcN6gEHp7\/Mk0uhqq3eXWibjubYiruPPJIAye8yYBE1\/a6aCq2Wt+40xDNWu6rJdbggSr1FVVDtZXIz2OcTM6X+0WeTuusAAsZj5KobCtoCq4sqBXK5Bwqk9xjibnV6yuobrHVBnGWIHM9KbQ6h1IKsAwYHIIPIIPxiAaTqgtXUO9bW5Om9CCtWqZwbCctsyGGQQNwySBz2mT0Ox2Vwz2uobFdl1QqtYbVLEp5aDhiQDtHb37nZ1uGAI5BAII9wRwZSywKMsQBxyeO5wO\/6QCJUrqKdLSBZqA37OHGKK3ZryqkVW4q9KexJ2nvl\/ebLULqjvYW2Lm+qtUWuoqqGyre43ISxx5nJOACeOMza6jWohAJJJcJtVWc7iAeQoOAAQSTwAckiZCOCAQcggEH5B7QDSdPXUK6Gy211Nt1ZV66gNib\/LsJSsEMdq85CnPA95j9Z1moXU1io27fMpDIK99bo9yrYSwqJUqpY82LjAOMd9\/dqkQqGZVLttUEgbmxnA+TweJ64gGh8Q6t0tqRbbaw1V7HyahazOjUBAQa32r62BOAOe44lhOrK2uXsBXy1Fa11kYNdRtdcqWdlJswAe4Iw3ab8oMg4GQCM45AOM4PxwP5CHYDGTjJwPr9IBGKGuNtTm3UlA1iozUqpsyKiBcvkgopbcN2E\/L39zXTX6plKiy\/JNG53oRWrdrMXJWDUAyBf4iGx\/3H2lAgwDD6P5nl4sLMy2WruZVVmUWMFYhQFyVxyAAe8z54aXULYNynIyRyCCCDggg8ggjE94AiIgCIiAIiIAiIgCIiAWvNBdp3IvrCEk3rYRnb5tZK5UMcDOFK4+nwZIYgEWp6TctWFRVyup\/d7lOBZqRYoGfTu2bsE5APyJiPpXopAuSy1PMs21koX5VNhPlAIMHzOAP4vfmTOBAI3R0qzymZl3W+RWiB2JxipVsGCcAk7vvxntPHpPQ7BhLtzVi93Cu1eQhpRQCKgqf+4HOAPfPvJXEA0XQumvSE3d\/wBmqWw7id1y\/nY57n6zzHQxnlRhtU9lmGI3IVsC7ueeWHEkErAIpqulXkXBFw7JqQLfMxvFgbyUx3G3KDnGNnEyreh7XZq1xi7TsnqPCrYhv7njKhgfmSGIBput6ex9vlo+8BtlqOqmtjgepXyHXtxhu3btMTUdPuJs\/d7rNpFVwcKqZqCABM5HqLEjt9ewEkiARVuj3ftJfNuFJ8v10eWEFe1V5TzeT3Gcck59pWzoJAK7N6MNMHXefWUexrWO48\/mT6nbJTKGARq7otjBmKr5gTUeUSx9D2Odh+mECfymXpNEReWeo+knZbv42bdqoFznsTnIx75zibqVgEc6h03U22m3fUFVkCVmtmYKrhmYWeYFV2HypwAo+ch0Ml97ruLNqGcb2w25v3SHnG0LjjsCMyRxAIl\/0W821F2uK1rSF2vRsXao353o1m4nP5TzxyJl\/wDSLAilOLStjO5cn94yttGSTwGbj2GBx7SRSkAiWv6Va1e2ulq1OSVV6WcuBhWZrQ6heTkqN3v9Jl1dGfKs3Lq2nCsXPpSsLvIGcZJ3D65HxJHEA1vSFO65+Qtl+5QQQdq1VVZwe2WrY\/YgzZSkrAEREA\/\/2Q==\" alt=\"Glu\u00f3n | Qu\u00edmica | Fandom\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tampoco los \u00e1tomos eran verificables hace dos siglos y llegaron Mach, Planck, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, Heisenberg, Schr\u00f6dinger, Feymann, Gell- Mann y tantos otros que dejaron todo el misterio al descubierto con la mec\u00e1nica cu\u00e1ntica que nos puede facilitar datos con una precisi\u00f3n asombrosa.<\/p>\n<p style=\"text-align: justify;\">Por eso, no puedo dejar de tener esperanzas sobre esperar la confirmaci\u00f3n experimental de la f\u00edsica de la d\u00e9cima dimensi\u00f3n por m\u00e9todos directos; la llave: nuestra imaginaci\u00f3n.<\/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=\"Buscando neutrinos en el Per\u00fa. La f\u00edsica Janet Conrad, del\u2026 | by ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Otra idea dif\u00edcil de verificar en f\u00edsica fue la existencia de los evasivos <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>. Hace poco tiempo, hablando con el doctor de f\u00edsica te\u00f3rica e ingeniero de materiales, adem\u00e1s de astrof\u00edsico, Alcione Mora, me cont\u00f3 que entraba a formar parte de un grupo o equipo que iniciar\u00e1n el proyecto de dise\u00f1ar y construir los aparatos tecnol\u00f3gicos necesarios para, posteriormente, en las profundidades de la Ant\u00e1rtida, buscar <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Encuentran fuente de neutrinos c\u00f3smicos de alta energ\u00eda \u2013 La ...\" \/><img decoding=\"async\" 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alt=\"Descubierta la primera fuente de rayos c\u00f3smicos - PDM Productos ...\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"Las part\u00edculas fantasma que llegaron del espacio exterior - BBC ...\" \/><!--more--><\/p>\n<p style=\"text-align: justify;\">En 1930, el f\u00edsico Wolfgang Pauli propuso la hip\u00f3tesis de una nueva e indivisible part\u00edcula denominada <em>neutrino<\/em> para dar cuenta de la energ\u00eda perdida en ciertos experimentos sobre <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a> que parec\u00edan violar la conservaci\u00f3n de la materia y la energ\u00eda. Pauli comprendi\u00f3, no obstante, que los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> ser\u00edan casi imposibles de observar experimentalmente, porque interaccionar\u00edan muy d\u00e9bilmente, y por consiguiente, muy raramente con la materia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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Z3SnFtkgwnFpcBIoZVLCQ0kA6p3wpjahg2PTU+2h7JMGtTvgRDXAmIVqSJZfxXAZHAWfbXcdDeVkMfQIdMiCe\/wB9luvEmJtmZBBbldbSdL\/ei+f4l1zOn6qJJsaIVKzwQ2csnKfy9ggfGLYq5tQ77KIrPl7GhwDibuOgm1\/e6TcSqONQs121mL8\/ZTpunkOwMGf8c9fp0QDsI8AuMCx1KaOqAWImBYzv+qU8QM6Sfu6NzbG0qFr7qiYKvfUY2S94aQDAgkkxYQNJO5SeviydLK1kmhjWLWgF7hBgw2Cf8IDiGPa6BTp5ABEklznX1Ow7AIJxlTo4Z7zDWlx5AEn6JqNZbKKSVy5eFUAVhMIXuY0D4vkAbT\/laLxb4ap4ehSrU3E53ZTMQZDiC0a2ym\/9zVX\/ALzRbRbUY6K4ZTYG5TbIIcTbLBPfQSkvEOJ1Kxmo6YsALADWABpf3K54SnOXFJfcqSUazYGpNUFJq6CTxy8AleuUUCPR0VwokaghW8Ie0VmF4BbmEzItN4IMgr6hx7w5LSRldkB9TMobLdcvQEgECcvyKz1JuPwHSo+VV2QfuFAJnhcATUdTfbnpIPMc\/wCUBXoljnNOrSQe4TjNS4BqieDqZHtdDXQQS1wlrhuHDcFPsX\/pqtZ76PopuY\/0PhpY9rSQbHmNtZjeFnmhWsaVM4W7safkKom45nQRJ+iYYXEPaA5hsT7GNbILA4l1N7ajbOY4OE8xz6HQjcJhTxWYVS5rQ6pUDxls0GHZ4G0yLd+QUSuwSHWC4wDZ0NP0nktBQqbhoJgTubgEGJ5LE4XDFxY0Oa5zw4wLFrm3yuB2IuCjsBiHgZqRlzblsfE0G+WRYg7jqpTi+Csm6w48sNeTrpzHdbnhtTzGNeDpYg66QsnwynTr0hVzAtic7D6hA0fT3MzdvyRnCcVSouE1mubIvedfxD\/C0hccyJk74JcQe97yxtw2Q3Wbamd7g6qGKwr2ANdAnQTz6IzhXEmEklozFzjaIALnZQQOkIzjjw+LX59f5UP1Jy7gmlgVMaBAFz2\/dNcEYIc3UJPRq8xfd2wHdaLhNRhHVEGOiOMouqGbnYQP2SfHYYt1BGuvf\/K2mH9J0kLK8fxhrPGX0EAgTBk9IHRVN0hbcitlFwEZOt+yM4XOgv8AfNRxNKGgvsSBb9T1VOFquB9O+6uCzkmWDTccLW4UDQkgne\/O6+f45wIgc5078l9AfgzWphnTXayy\/iWmyg0AOggZT6oFzzOnzWkxIyWJiC4EZgZvOgAAHXcpXicdIJJA3ED8kLjONMzen1Qbi+X\/AMpv7JDjcS52pytJt96lYOJVsY4niDWH1GeYaQTsddAfn2SLE455NjHbVXDDFzSWgkSGgDUl36cz2VXFMGKTgzOx7ssuyGQ10kZCf6hEn\/uHVEWrruFALgddpiev7qFekWmHAgwDBtY3CaNx9NgoFrM7qcuIdZpeXE3gyRGWLg2UOO8Xq4twq1cucNyjK0NAaCS1sDYSQJvEclak2\/YdUD8EpMdWaKhAbDzfQkNOUfOE94Nx6lgc3lAVKxv5kywHkGkXj2nWNIyZXrWylLT3O28eB2qqiWKcC9zgIBJMDQSZgKpE0sM55hgJPZVV6DmHK4QeR191omuCSsL0LwL1AHK2lTkf4lVJnw2owMObWeU7BTOW1WNKxY4KKk5WYjDuY4teC1w1B2kSrJOpCBO+ybYHxDWps8sPJaHZg03EyDMGRsEDQwj3gljXOgSYEx35KmpSLbEEHcJNXgB63jTKjhUfaruYJzTY9p1vy7JXxXENqV6j2iGl1uwAH1ifdBhehZaWhHTdxNJzcuSa1nh3gVHEYcnMG1RmkTeGtBzAG0XA1m55LK0xJTDEjK1uW1k9SNqjO6wHYXBuc9+Hc3K9pOTmDqGnmDYdCe6ApO0jfSNydAvMJiXte1+c5mkEHe1x32UqDJIlRGMknZctt4GeGa5rsjwWPNmh1pkEEB305bSm\/C2tDhNQsIzgNJiC9uV1v0BGiV8V4xWxBb5mRxbo7KA65nUa6mx27CJNqMdVNSrTFQOa1rm5iLgNBc0jQyCdN1FPurD3s2NPhGJw+HfUoZK1MlhIaS5wAaQ8hp1k5TEkiDCeeFuM4Z2EqMJY99SXZKhALHFobaq4wGzJykgjrK+f8H4pVY3KX16bWvJlhGYtLXQNQDDsmuxdCgMQHg14y1muIIDXN80bO9EtzRMyDNuqX6iiqadfUTheUb7A4XzIy+r1etjZFRhAu2D+KNARe2sgqdd1SmImoGjWQDlJMQ4fEL2nSVm8PxnyRNVlQNLWRUa3MHMJD80ECwtLZN4Mwbazh\/inDOb5Vao51oFTIDGgAhrnNe27TH9xjdSpRxUrXn\/g9t5ojhxmHM25iehv+yb4CsWAn0zqLx20kK+jhpZn8rM2SM9PMwW\/tGg01GukhGYHAh4JAdlJsZaYvBB9NucdVvHSdKSymLerpnN4zVywWU5Micx\/KL2Qob5TmuLWOykGJiHd4mL9k5peHWSHE9Yga9+Sq4nwdkCC6wkhzoa4\/hzECw2sq23LN4FZnuJ8WDnmW07TcZotqJNp0Q3+6sY0OIgO+H0m5An0xrykCNFHHU\/9OQ4NovqzDWtBNJpM+pznEl7p0aLC52Wd\/wB9c94qPrlxefM\/4hcNpOcC4u\/CwOEan4IjmpaiUqtfx+fIra2h7T8Wvc6AwU6cZnPf8RaPiLGDtE3Giynj3xBRxjmeU4tbDhmJm4iYaJIkkAaDU6ITiWIBptc9zzTjK1gc0F8kkBz5JykybgdkpxThSDs7aZM5WtD8zZi5JbBOWRprOtiplrRk8S+wKDXYCr0mNGUSfQzKW2GYgOeXEiTF2wIFpk7wxdc3LdDSbTMiSAGgPAJs3M7MbbO90S+gBUY01WvaZLy0ZQ2wMNMeo7KkPo1HufWLg0D0UqbSNLRybpq4ydbyotd7CnQu\/wBU9rDTDiGzMC14y66iRY80M3D+jMfS3QGNSNgrsQAXOLQWsk5QTJAmwJ3KJx2OY402nN5dJrGtaIJdHqcOTZfmJ55lo3tVpciUbdWL6WBqOY6oGPytEl2W3c8h1QgNlpOL+K31KfkUmCjSLcrmglxd\/wBznX0gQLa81moWkLfIqIELQcc4YKRZQZ6nhozRu6BnPsbeyQFMP96qgucCM7pzPvmMxN5+5U6qnjYXBRv1G64PgKeEptfVqUxYuJzFpmJaObtJDWguN9Nsb4u4ozEVw9gdlDGsBd8RiTeNBJIA2EBKDUJuTJ5nVQKcNNrMnbJddiK9XLloI5SaFFSCAGL+FuaJjqqqOGc6Y3ImRebkfqtPh6jnGPxN1BFtNuYQWJw7hDmiHDUc\/u6wuSJc0A8GxhouOaRI5kXBDhoRqRE8iVLjPE3Yp\/mVAC+AC4ABzoAEuIHqMDdXVWio2S3v0S00cpIMgj3EdtVntW7d3KUrBatIt1Fuff7PyUQVoOG0G1R5TjGYEz1At3\/ygOM8J8gtGfNmbJsRlP8ASZ17j6LeOpmmNg2HN0TWfKDpFWkpvkkm0ouhZBMRGHdLsuaJy8oNwb9AB81E3SspK3RczFNGsz0R2CxdBxvUczu2fyKfUfC9N7vKpjO\/T0n1EnQgETBEEEWIIvdK+N+FnUjlGYPGrXtLSDyErJSbBtLAZUoFrc8tcz+ppke+49wrfDnG2U67XGkHbA1ACxs7kEH6QlHCatSjBBD2382kRPpGsg2Ij9VphjKWFDCKPm0XiaT80OZBl7HD8T2FzRJOkTOqwnqOWIs0UaVs2\/8A7wo1s1E0cOKrrSQ1zam4Dcru03kWsFgeJhhqlowzaVcHVpcym6fhbLH+jvBuYMapNxHiDM7XUGPEmX5oF7gEQSARz1v0vdjqxxOR9UHMGhp9R1BIkQbSInrJ3WENPX3Zk6+n7UaN6dcGu8NcdqtjJUyZXOaWt9TgabmCoyo42Jh7XA2nK5vpIBWp4Rx7HvJAw9B7XOsXPeDbSSWm8DaOwXzWlWMkzqSTO5NySU14dxSoxwIcQB1tJ9\/0XZpRlB23ZlJpn1cs4kcpDcMzKLtFR5Lul6cDb91lfEvjLEtIpeSWVP6PhMgxJLpa1mvqgh0GIAk1YfxTWj\/qO+aVeJcacQ31uuAQHbwdp1WeupyknCTRemopPcjNcUxwrVMrqdbEuuYBy0idTkAaJ1Ny0Doo1jQblDnNYd6Yy1XNmxBLIB35ITzauHa8UiT5gyuvtaddzAC84C6iHZ69MzfQNOgOQGbagTbfoolLVjhu\/uCUWMKVXDEwC4DZz6UR3yvMBG4nw7UOmSNZJDWxzzGwHuhqz87A\/KaTGGTb1PsYpsMCBOruUabquJ8XquYG5QALNbybo0AduaUOomv8qv8APYbhF8FWKDGOLS9hjk6R7QLpfisW38LfcmT8tvqp0uCVKoLiQ0DYm5noiB4UcWy1wcb20mBOpt\/C6t75Zh6eEIK1UnWUOXT06\/wpuqXgx981W4roWRVRAlQUioFUgPS0f1D\/AO37LzKOY+R\/ZRKJpYMluY2E6Qb21lN4AoaydPoCpOpRv+X7qzzIsFKjRc\/QQFNsCtlEGNb9hEc+S8e0NMFrvc\/UW0TXhuDJqBrG+Y4teA2wEljgLnrf2U6fBnPIzkzGuugEAztt7LP9WpNMoUNrNGlNp\/7i4\/8A6CJZxJ0Wp0B\/8LD9XAlG8S4CWCWEHYcydx3A\/NJGq4TUlaE8H1ngOCpkeZ5YcSIpguLZcTdjjsbyDorfEXh9op067JBIGemblj9wfyVPCca6iS4gVGEFpm9iBIPI6J3juPOqUqdGk1ut6jyNJsHmLZf6r21XElJJuLz2X8BJxk0qwfP+IF9N+ZtF2V3qIgkgGxNvwylmOxLX\/wDVlpa2GvAuANAY1G3utJjuHPdWcxheXyW+hxmdCLX+SEHDamVwrAVLWLh2MF46Em\/9IWD6mMcSq\/bk6dHpoT4dfHj+\/omLsCGw0Zpc24cNDN4O\/L7Kf43BMqMFN7C2wl2uUuuHW1aQsrhOBVy54pgyxjqhDiGnIwZiRs+17XPJaLwtivPe2g94a4fC52k\/0u\/tJ32lbbZRqUXcfzgz1IuDqSMdj8IaNR1Mz6TabSPwn3EFVhy1HjjBn01yXXhjcw\/C2QRP9th8lk2ldkJbo2YtUXBy7eVAFSaVQGw8PeKazWmm9wc0ABpc0FzAJs12oF9NEbjPF9MuPmUqjzED\/lAbPPJk01MTusZRfC9ddc0tGMpNlRm48B+O4kKlQ1GtyOMAZBlAaWlrgRJm3vc9IngnuyFhPpzZh3gjTqI+QQNMI2ibIjpKLLeo2qL2hFU0ICrmuWhkFsKtwgiSQASbxv3S6pWIiGl3Yj9UWyogY3p1YXr3k2hBUqiaYR6l4KRHC8OzG4+ie4TgcXgD2RXDKjNwtHh6lOFDkylE+PeORiW1iynBYACL3kxNjb+EjwFZzXl9VheS2Lugh2xEW0HK86r7Txjg1DECDZ2xGoXz7jHhSpTJygOHMLllOUZYS+Pc0VVR63xLSp0gGtOYG0MptMRu8Elxm2mgSbiHisuDwyk1rnNyl5c5zwJkhpNmA75QOWiDxmAqN1YR7JTVoHkV0acFJ7mZydYQEbmV45WmmVU9dqMrKyoFTJTrwlwsVqwc8TTZLjOhywYJ5XHzRKSirYy\/gfh9xZ51RkNIJbmkSAYkc7giehCo4xUkkmw0AHTkPvVazjnEi5kuIH4Z0ED4WtboGgaABY3E8SE+kZidCf0HNci1JSl6VY9vkHwGFz3Pwj69P1Tn\/QufFNjhJ3\/p3Pay9HDKwpCo4BoIOUEtaXHeGk5jfpsieG8LYDlGJb5h\/sfcnYuHfkpl1EOb+ma+hUtDUXOPjj9z3g\/CyXhjDBMt5zII95mPde4sPBDBaPiO4jX3R3EMJ5XofZ9wCOY3jl1VeGc9rAAPMa0eq0lwI1ym4EXWf\/p4lDKfy+4LQ7SeQnw7xOmz01Wg053E9C4c7LN+KuCGniXtbdphwIGocJCb8Q4lScGVKNMMdSa1sASHulxLi02Bvpf4U88R8VFF9NlWhRL\/ACaRdIJIJExrsLLo3y23GOe68cf2EY5qTwaF\/hxlY+bhn5qeb\/kpzsTBHsdJXzfxBiKuGeabqVSk5sgyCA7W49oRdLj+KwtdxY8DzJDiAMrpMzlOhkAp3jP\/AFFrPNPzadGrlIkloOYCMwntb3URWyWX8vHPf\/RjG9txz5Mfw\/jQcWj4TGuy2+C8QljWOrYcFsZQ4GMw0id57JHxHjWDdixiGYQZXNOamYy5oiYHse6AxvE3YmtSD\/QzM1sSQGiduULn6nptHqI+pV+extp6upCSoM4tXFd7n5Q3Ns2w+WyVHhVQ\/wDJTsWuyuPOxIPe0fJbLjWLwoe9r8LVZkcQXtIDsuaG5hpOgPVBYjjFBuHdTo035XH11HgSJgACLCfzXmaWvqQSWnF+PY7bUnUmZjjHFKlSg2m9xcGFzhIEhz4zX1OgWdBTXjNdpaGgifxR3SgL6DprcLZx6ySlSLAVNpVQUgVuYhLHKwOQzSrWlS0AVTKJY9BMKuY5S0FhrXqwPQYeuqvcB6YnqlQw8PVrKiXYWs4iHNAPMH6R+soummAwpV0ywuM6JPSCZYRgUSopGn4fjQmVbFiEjwrRCsrvssWzQJOOjdAYriZ5lDVEJUQkhNsjjsbI0WYx9TotDXFkixzAtIUiJWI67kI4ozENQbwumJBWStZ4fxzKVF7Xaw0jqTJcCZkC4\/8AELJkJ9w+HADb8XU22XP1TqBtowU5UyOJrPrunRuwjnyCb8O4WGPygNBMjNP5ON47Qm9Pw680qb6YDpGaxExUAcJnQhpA+atxXBX0m5nFjRctBeMxGthPqMDTmV4ur10Z+mLrtR1xWxul8xfSpAuuCY2Onz+a0P8ApadKjNnVSA7Kz4Wzb1O1PZZ2lTfVY+KkOaSA0bgEjUa2gpdi3Yu1MU7CL79\/u66dPoXNXJnLPqc4GGMp5jJOm7jBJH5DooNaCG5ZDpIJFrHSD81LwpwOrXxQoVnZd3E6AATuvoGAwHDsDW\/5qocWguM3uBIEBd8On9KSZktX7ifwx4cHmMxNcBlGiXPdNg+GmDGkD6ysB4y48MTjKtaLEw0cmizR8vzTfx54ufXLabHRTAJyjS5tmjU207LCSt9KKUaRUpSbyPcfWzhKvNItOn3+y5cqaTOfTdYPTi3RH13XoxzwQ6bgyPZcuU\/pQ8Gu5hmI8SVnNymN5O5kCQelh8gllXGVHCC4xymy5clDQ04f4pFOTZWCuXq5bEHBSC5ckBNpVrSvFyQFzHKxrly5IC0OUw5cuSoCxhV7HLlyTGF0XJnhHLxcs5FIdYespVay9XLBmgHVqoWpWXi5NIQLXrpRjKi5ctYohiiuUE9cuXRFEkIUm1S24JBXLlTSfI+BgzxBViC48pBiw0Wi8LeIMNTqtfUqOaYMvLMxa6CfQBNycrZ2vzty5cs+j0pcKvhgtTaET67AXZapuTe8mDY8xZE\/7\/UiPPJAt1+a5crWjWLZDSfYlgfF+IpPe9lQ5nNDS60wBAvFtklxfEalRxc5xJJk3XLlpGKWApAuZc1erloB\/9k=\" alt=\"NEUTRINO: LA PART\u00cdCULA FANTASMA QUE EST\u00c1 DE MODA\" \/><img decoding=\"async\" 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\" alt=\"Los cazadores de neutrinos\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La pizarra de Yuri \u00bb Blog Archive \u00bb Neutrinos, los notarios del ...\" \/><img decoding=\"async\" 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\" alt=\"El haz de neutrinos m\u00e1s potente atravesar\u00e1 1.300 kil\u00f3metros de la ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por ejemplo, si pudi\u00e9ramos construir un bloque s\u00f3lido de plomo de varios a\u00f1os-luz de extensi\u00f3n desde nuestro Sistema Solar hasta Alpha Centauri y lo pusi\u00e9ramos en el camino de un haz de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>, a\u00fan saldr\u00edan algunos por el extremo opuesto. Pueden atravesar la Tierra como si ni siquiera existiese, y de hecho, billones de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> emitidos por el Sol est\u00e1n atravesando continuamente nuestros cuerpos, tanto de d\u00eda como de noche. Pauli admiti\u00f3: \u201c<em>He cometido el pecado m\u00e1s grave, he predicho la existencia de una part\u00edcula que nunca puede ser observada.<\/em>\u201d<\/p>\n<p style=\"text-align: justify;\">Mi estimado amigo Alcione y su equipo no lo tiene nada f\u00e1cil, pero si finalmente el proyecto tiene \u00e9xito, ser\u00e1 un enorme paso para la ciencia, ya que el <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a> tiene mucho que decirnos sobre la creaci\u00f3n del universo. \u00a1Suerte! Hay empresas que parecen descabelladas, y sin embargo son las que nos traen los mayores \u00e9xitos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/astrobitos.org\/wp-content\/uploads\/2018\/07\/Screen-Shot-2018-07-19-at-9.29.57-PM.png\" alt=\"Planck 2018: lo mejor de ambos mundos | Astrobites en espa\u00f1ol\" \/><\/p>\n<p style=\"text-align: justify;\">Si repasamos la historia de la ciencia, seguramente encontraremos muchos motivos para el optimismo. Witten est\u00e1 convencido de que la ciencia ser\u00e1 alg\u00fan d\u00eda capaz de sondear hasta las energ\u00edas de Planck. Como ya he contado en otras ocasiones, \u00e9l dijo:<\/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=\"Edward Witten Awarded Albert Einstein... - Institute for Advanced ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u201cNo siempre es tan f\u00e1cil decir cu\u00e1les son las preguntas f\u00e1ciles y cu\u00e1les las dif\u00edciles. En el siglo XIX, la pregunta de por qu\u00e9 el agua hierve a 100 grados era desesperadamente inaccesible. Si usted hubiera dicho a un f\u00edsico del siglo XIX que hacia el siglo XX ser\u00eda capaz de calcularlo, le habr\u00eda parecido un cuento de hadas\u2026 La teor\u00eda cu\u00e1ntica de campos es tan dif\u00edcil que nadie la crey\u00f3 completamente durante 25 a\u00f1os.\u201d<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ley de Faraday \u2013 Inducci\u00f3n Electromagn\u00e9tica \u2013 dademuchconnection\" \/><img decoding=\"async\" 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\" alt=\"Clase II Leyes de Maxwell |authorSTREAM\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">En su opini\u00f3n, las buenas ideas siempre se verifican. Los ejemplos son innumerables: la gravedad de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, el campo el\u00e9ctrico de Faraday y el electromagnetismo de Maxwell, la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> en sus dos versiones y su demostraci\u00f3n del efecto fotoel\u00e9ctrico, la teor\u00eda del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> de Paul Dirac, el <a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a> de Heisenberg, la funci\u00f3n de ondas de Schr\u00f6dinger, y tantos otros. Algunos de los f\u00edsicos te\u00f3ricos m\u00e1s famosos, sin embargo, protestaban de tanto empe\u00f1o en la experimentaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nota dominical: Por qu\u00e9 llamaron Sir Arthur &quot;Adding-One&quot; a ...\" \/><img decoding=\"async\" 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alt=\"Arthur Eddington, el hombre que invent\u00f3 a Einstein | OpenMind\" \/><\/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 \u00a0 \u00a0 \u00a0 \u00a0 Con un eclipse de Sol verific\u00f3 un postulado de la Teor\u00eda de la Relatividad<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El astr\u00f3nomo Arthur Eddington se cuestionaba incluso si los cient\u00edficos no estaban forzando las cosas cuando insist\u00edan en que todo deber\u00eda ser verificado. El premio Nobel Paul dirac incluso lleg\u00f3 a decir de forma m\u00e1s categ\u00f3rica: \u201c<em>Es m\u00e1s importante tener belleza en las ecuaciones que tener experimentos que se ajusten a ellas<\/em>\u201d, o en palabras del f\u00edsico John Ellis del CERN, \u201c<em>Como dec\u00eda en una envoltura de caramelos que abr\u00ed hace algunos a\u00f1os, \u00abEs s\u00f3lo el optimista el que consigue algo en este mundo\u00bb.<\/em>\u201d<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Emilio Silvera , astronom\u00eda Huelva\" \/><\/p>\n<p style=\"text-align: justify;\">Colabor\u00e9 con el A\u00f1o Internacional de la Astronom\u00eda<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Yo, como todos ustedes, un hombre normal y corriente de la calle, escucho a unos y a otros, despu\u00e9s pienso en lo que dicen y en los argumentos y motivaciones que les han llevado a sus respectivos convencimientos, y finalmente, tambi\u00e9n decido seg\u00fan mis propios criterios mi opini\u00f3n, que no obligatoriamente coincidir\u00e1 con alguna de esas opiniones, y que en alg\u00fan caso, hasta me permito emitirla.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Teor\u00eda de cuerdas - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Lo que todo f\u00edsico debe saber sobre la teor\u00eda de cuerdas - La ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Suponiendo que alg\u00fan f\u00edsico brillante nos resuelva la teor\u00eda de campos de cuerdas y derive las propiedades conocidas de nuestro universo, con un poco de suerte, podr\u00eda ocurrir en este mismo siglo, lo que no estar\u00eda nada mal considerando las dificultades de la empresa. El problema fundamental es que estamos obligando a la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a> a responder preguntas sobre energ\u00edas cotidianas, cuando \u201c\u00e1mbito natural\u201d est\u00e1 en la energ\u00eda de Planck. Esta fabulosa energ\u00eda fue liberada s\u00f3lo en el propio instante de la creaci\u00f3n, lo que quiere decir que la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a> es naturalmente una teor\u00eda de 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\" 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\" alt=\"1965. El eco del 'Big Bang' | Ciencia | elmundo.es\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Fuimos capaces de predecir que el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> produjo un \u201ceco\u201d c\u00f3smico reverberando en el universo y que podr\u00eda ser mesurable por los instrumentos adecuados. De hecho, Arno Penzias y Robert Wilson de los <em>Bell Telephone Laboratories<\/em> ganaron el premio Nobel en 1978 por detectar este eco del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, una radiaci\u00f3n de microondas que impregna el universo conocido. El que el eco del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> deber\u00eda estar circulando por el universo miles de millones de a\u00f1os despu\u00e9s del suceso fue predicho por primera vez por George Gamow y sus disc\u00edpulos Ralpher y Robert Herman, pero nadie les tom\u00f3 en serio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/fotos01.farodevigo.es\/2014\/03\/23\/318x200\/big-bang.jpg\" alt=\"El eco del Big Bang: \u00bfun hito en la historia del pensamiento ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSpym3PG21wu5gLVYj_djZ0ofQdnzJKWvUb9g&amp;usqp=CAU\" alt=\"Nuestra Consciencia forma el Cosmos y la Ciencia: EL UNIVERSO NO ...\" \/><img decoding=\"async\" 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\" alt=\"nexciencia.exactas.uba.ar \u00bb Ecos del universo lejano\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcScem3bKOCOyRxcNZGbLqEj4e2zaKgD1GNZQg&amp;usqp=CAU\" alt=\"Dudas sobre el descubrimiento del eco del Big Bang\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La propia idea de medir el eco de la creaci\u00f3n parec\u00eda extravagante cuando la propusieron por primera vez poco despu\u00e9s de la segunda guerra mundial. Su l\u00f3gica, sin embargo, era aplastante. Cualquier objeto, cuando se calienta, emite radiaci\u00f3n de forma gradual. \u00c9sta es la raz\u00f3n de que el hierro se ponga al rojo vivo cuando se calienta en un horno, y cuanto m\u00e1s se calienta, mayor es la frecuencia de radiaci\u00f3n que emite. Una f\u00f3rmula matem\u00e1tica exacta, la ley de Stefan-Boltzmann, relaciona la frecuencia de la luz (o el color en este caso) con la temperatura. De hecho, as\u00ed es como los cient\u00edficos determinan la temperatura de la superficie de una estrella lejana; examinando su color. Esta radiaci\u00f3n se denomina <em>radiaci\u00f3n de cuerpo negro<\/em>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"C\u00f3mo funcionan las gafas de visi\u00f3n nocturna?\" \/><img decoding=\"async\" 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\" alt=\"Crean lentes de contacto para ver en la oscuridad \u2013 Ideas e Inventos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esta radiaci\u00f3n, c\u00f3mo no, ha sido aprovechada por los ej\u00e9rcitos, que mediante visores nocturnos pueden operar en la oscuridad. De noche, los objetos relativamente calientes, tales como soldados enemigos o los carros de combate, pueden estar ocultos en la oscuridad, pero contin\u00faan emitiendo radiaci\u00f3n de cuerpo negro invisible en forma de radiaci\u00f3n infrarroja, que puede ser captada por gafas especiales de infrarrojo. \u00c9sta es tambi\u00e9n la raz\u00f3n de que nuestros autom\u00f3viles cerrados se calientes en verano, ya que la luz del Sol atraviesa los cristales del coche y calienta el interior. A medida que se calienta, empieza a emitir radiaci\u00f3n de cuerpo negro en forma de radiaci\u00f3n infrarroja. Sin embargo, esta clase de radiaci\u00f3n no atraviesa muy bien el vidrio, y por lo tanto queda atrapada en el interior del autom\u00f3vil, incrementando espectacularmente la temperatura.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-Gbf5yz3S8MY\/UTsXNCjZwpI\/AAAAAAAADq8\/BMWsVBsJnOw\/s1600\/blackbodyspec.gif\" alt=\"EL F\u00cdSICO LOCO: Cuerpo Negro. Ley de Wien. Ley de Stefan-Boltzmann\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;La\u00a0<strong>radiaci\u00f3n del cuerpo negro<\/strong>\u00a0es la\u00a0<a title=\"Radiaci\u00f3n electromagn\u00e9tica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Radiaci%C3%B3n_electromagn%C3%A9tica\">radiaci\u00f3n electromagn\u00e9tica<\/a>\u00a0t\u00e9rmica dentro o alrededor de un cuerpo en equilibrio termodin\u00e1mico con su entorno, o emitida por un\u00a0<a title=\"Cuerpo negro\" href=\"https:\/\/es.wikipedia.org\/wiki\/Cuerpo_negro\">cuerpo negro<\/a>\u00a0(un cuerpo opaco y no reflectante). Tiene un espectro y una intensidad espec\u00edficos que dependen solo de la temperatura del cuerpo, que se asumen para simplificar los c\u00e1lculos y la teor\u00eda como uniformes y constantes.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Black_body.svg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/19\/Black_body.svg\/303px-Black_body.svg.png\" alt=\"\" width=\"303\" height=\"242\" data-file-width=\"600\" data-file-height=\"480\" \/><\/a><\/p>\n<div>\n<div><\/div>\n<\/div>\n<div>&#8220;A medida que la temperatura disminuye, el pico de la curva de radiaci\u00f3n del cuerpo negro se mueve a intensidades m\u00e1s bajas y longitudes de onda m\u00e1s largas. El gr\u00e1fico de radiaci\u00f3n del cuerpo negro tambi\u00e9n se compara con el modelo cl\u00e1sico de Rayleigh y Jeans.&#8221;<\/div>\n<div><img decoding=\"async\" src=\"https:\/\/cadenaser00.epimg.net\/ser\/imagenes\/2018\/08\/01\/ciencia\/1533151680_192756_1533153433_miniatura_normal.jpg\" alt=\"La concentraci\u00f3n de CO2 en la atm\u00f3sfera bate marcas de 800.000 ...\" \/><\/div>\n<div>\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<div>&#8220;<a href=\"https:\/\/cadenaser.com\/ser\/2018\/08\/01\/ciencia\/1533151680_192756.html\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCNj8vOL1gOsCFQAAAAAdAAAAABAD\">La concentraci\u00f3n de CO2 en la atm\u00f3sfera\u00a0<\/a>&#8220;<\/div>\n<\/div>\n<\/blockquote>\n<p style=\"text-align: justify;\">An\u00e1logamente, la radiaci\u00f3n de cuerpo negro produce el efecto invernadero. Al igual que el vidrio, los altos niveles de di\u00f3xido de carbono en la atm\u00f3sfera, causados por la combusti\u00f3n sin control de combustibles f\u00f3siles, pueden atrapar la radiaci\u00f3n de cuerpo negro infrarroja en la Tierra, y de este modo calentar gradualmente el planeta.<\/p>\n<p style=\"text-align: justify;\">Gamow razon\u00f3 que el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> era inicialmente muy caliente, y que por lo tanto ser\u00eda un cuerpo negro ideal emisor de radiaci\u00f3n. Aunque la tecnolog\u00eda de los a\u00f1os cuarenta era demasiado primitiva para captar esta d\u00e9bil se\u00f1al de la creaci\u00f3n, Gamow pudo calcular la temperatura de dicha radiaci\u00f3n y predecir con fiabilidad que un d\u00eda nuestros instrumentos ser\u00edan lo suficientemente sensibles como para detectar esta radiaci\u00f3n \u201cf\u00f3sil\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQzZdSqNKv0WJMee6hdo8pkDBCMxLH3f0le4A&amp;usqp=CAU\" alt=\"PROYECTO ORIGEN DEL UNIVERSO Y DE LA VIDA (Big Bang - Evoluci\u00f3n ...\" \/><img decoding=\"async\" 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\" alt=\"Origen atomos y moleculas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La l\u00f3gica que hab\u00eda detr\u00e1s de su razonamiento era la siguiente: alrededor de 300.000 a\u00f1os despu\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, el universo se enfri\u00f3 hasta el punto en el que los \u00e1tomos pudieron empezar a componerse; los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> pudieron empezar a rodear a los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> formando \u00e1tomos estables, que ya no ser\u00edan destruidos por la intensa radiaci\u00f3n que estaba impregnando todo el universo. Antes de este momento, el universo estaba tan caliente que los \u00e1tomos eran inmediatamente descompuestos por esa radiaci\u00f3n tan potente en el mismo acto de su formaci\u00f3n. Esto significa que el universo era opaco, como una niebla espesa absorbente e impenetrable.<\/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%3AANd9GcRhK9ozZaINntuop6kv9eoXN2lFFxQYZL2C3g&amp;usqp=CAU\" alt=\"Ocho cosas ins\u00f3litas que quiz\u00e1s no sepa sobre el Big Bang\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pasados 300.000 a\u00f1os, la radiaci\u00f3n no era tan potente; se hab\u00eda enfriado y por lo tanto la luz pod\u00eda atravesar grades distancias sin ser dispersada. En otras palabras, el universo se hizo repentinamente negro y transparente.<\/p>\n<p style=\"text-align: justify;\">Terminar\u00e9 esta parte comentando que un aut\u00e9ntico cuerpo negro es un concepto imaginario; un peque\u00f1o agujero en la pared de un recinto a temperatura uniforme es la mejor aproximaci\u00f3n que se puede tener de \u00e9l en la pr\u00e1ctica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/GQAsG65H2AU\/maxresdefault.jpg\" alt=\"Teor\u00eda cu\u00e1ntica | Radiaci\u00f3n del cuerpo negro - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La radiaci\u00f3n de cuerpo negro es la radiaci\u00f3n electromagn\u00e9tica emitida por un cuerpo negro. Se extiende sobre todo el rango de longitudes de onda y la disminuci\u00f3n de energ\u00edas sobre este rango tiene una forma caracter\u00edstica con un m\u00e1ximo en una cierta longitud de onda, desplaz\u00e1ndose a longitudes de onda m\u00e1s cortas al aumentar las temperaturas<a href=\"#pie\">*<\/a>.<\/p>\n<p style=\"text-align: justify;\">Hablar, sin m\u00e1s especificaciones, de radiaci\u00f3n, es estar refiri\u00e9ndonos a una energ\u00eda que viaja en forma de ondas electromagn\u00e9ticas o <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> por el universo. Tambi\u00e9n nos podr\u00edamos estar refiriendo a un chorro de part\u00edculas, especialmente <a href=\"#\" onclick=\"referencia('particula alfa',event); return false;\">part\u00edculas alfa<\/a> o beta de una fuente radiactiva o <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> de un reactor nuclear.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\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alt=\"LA SORPRENDENTE QU\u00cdMICA DEL ESPACIO | Obstinados navegantes en ...\" \/><img decoding=\"async\" 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\" alt=\"F\u00edsica : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La radiaci\u00f3n act\u00ednida es la electromagn\u00e9tica que es capaz de iniciar una reacci\u00f3n qu\u00edmica. El t\u00e9rmino es usado especialmente para la radiaci\u00f3n ultravioleta y tambi\u00e9n para denotar radiaci\u00f3n que podr\u00eda afectar a las emulsiones fotogr\u00e1ficas.<\/p>\n<p style=\"text-align: justify;\">Radiaci\u00f3n blanda, radiaci\u00f3n c\u00f3smica, radiaci\u00f3n de calor, radiaci\u00f3n de fondo, de fondo de microondas, radiaci\u00f3n dura, electromagn\u00e9tica, radiaci\u00f3n gamma, infrarroja, ionizante, monocrom\u00e1tica, policrom\u00e1tica, de sincrot\u00f3n, ultravioleta, de la teor\u00eda cu\u00e1ntica, de <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>\u2026 y, como se puede ver, la radiaci\u00f3n en sus diversas formas es un universo en s\u00ed misma.<\/p>\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/p>\n<hr size=\"1\" \/>\n<p style=\"text-align: justify;\"><a name=\"pie\"><\/a>* Ley de Stefan y Ley de desplazamiento de Wien.<\/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%2F2020%2F07%2F04%2Fla-palabra-imposible-mejor-dejarla-aparcada%2F&amp;title=La+palabra+imposible%26%238230%3Bmejor+dejarla+aparcada' 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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Fue secretario y colaborador (1818-24) de Saint-Simon. &#8230; Bas\u00e1ndose en esta tesis,\u00a0Comte\u00a0afirmaba que la \u201cmetaf\u00edsica\u201d, es decir, la teor\u00eda acerca de la esencia de los fen\u00f3menos, ha de ser eliminada. Tambien se atrevi\u00f3 (imprudente) a afirmar otras cuestiones que no estaban a su alcance asegurar. En el siglo [&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":[23],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4348"}],"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=4348"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4348\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=4348"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=4348"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=4348"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}