{"id":13722,"date":"2020-05-21T09:23:52","date_gmt":"2020-05-21T08:23:52","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=13722"},"modified":"2020-05-21T08:23:54","modified_gmt":"2020-05-21T07:23:54","slug":"tan-sencillo-y-tan-complejo","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/05\/21\/tan-sencillo-y-tan-complejo\/","title":{"rendered":"Tan sencillo y tan complejo"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_oI9Yw05x-fU\/SPTRjnQsIII\/AAAAAAAAABs\/NAXdMf3eABk\/s400\/luz.bmp\" alt=\"\" width=\"370\" height=\"228\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Nunca podremos dejar de maravillarnos ante las \u201ccosas\u201d que puede realizar la Naturaleza para conseguir sus fines. y, como dice Leonard Susskind, para comprender la realidad en sus niveles m\u00e1s elementales, basta con conocer el comportamiento de dos elementos: el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> y el <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a>. Todo el argumento de la Electrodin\u00e1mica Cu\u00e1ntica gira en torno a un proceso fundamental:<\/strong><\/p>\n<blockquote><p><strong>\u00a1La emisi\u00f3n de un \u00fanico <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> por un \u00fanico electr\u00f3n!<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/e\/ec\/PairCreation.svg\/600px-PairCreation.svg.png\" alt=\"\" width=\"370\" height=\"115\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><strong>Cuando el movimiento de un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> es alterado s\u00fabitamente, puede responder desprendiendo un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a>. La emisi\u00f3n de un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> es el suceso b\u00e1sico de la mec\u00e1nica cu\u00e1ntica. <\/strong><\/p>\n<p style=\"text-align: justify;\">\n<div lang=\"es-ES\" data-md=\"32\">\n<div id=\"media_result_group\" data-hveid=\"CAsQAg\">\n<div>\n<div data-hveid=\"CAoQAA\">\n<div>\n<div data-h=\"130\" data-nr=\"1\">\n<div data-attrid=\"image\" data-docid=\"tkyp0NSA9RY_CM:\" data-lpage=\"\/search?q=La++emisi%C3%B3n+de+un+fot%C3%B3n&amp;rlz=1C1PRFI_enES885ES885&amp;tbm=isch&amp;source=iu&amp;ictx=1&amp;fir=tkyp0NSA9RY_CM%253A%252CEdaMgiK6rBYS-M%252C_&amp;vet=1&amp;usg=AI4_-kSS6t6B7peL8FEfwKD0R-yv9HBz9A#imgrc=tkyp0NSA9RY_CM:\" data-ved=\"2ahUKEwj5xYmUscTpAhXR3YUKHXOgB6wQzkwoADAAegQIChAC\"><a id=\"tkyp0NSA9RY_CM:\" tabindex=\"0\" 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alt=\"Resultado de imagen de La  emisi\u00f3n de un fot\u00f3n\" width=\"231\" height=\"70\" data-atf=\"1\" \/><img decoding=\"async\" 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\" alt=\"Quantum processes\" \/><\/a><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div lang=\"es-ES\" data-md=\"61\">\n<blockquote>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAsQAw\">&#8220;Cuando un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> se encuentra en un nivel de energ\u00eda elevado, tiende a caer espont\u00e1neamente a un nivel de energ\u00eda inferior con la subsiguiente\u00a0<strong>emisi\u00f3n<\/strong>\u00a0de luz. &#8230; El proceso contrario, aquel en el que el\u00a0<strong>fot\u00f3n<\/strong>\u00a0se absorbe induciendo la subida de un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> a un nivel de energ\u00eda superior, se llama absorci\u00f3n estimulada.&#8221;<\/div>\n<\/blockquote>\n<\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ondas de radio - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Radiaci\u00f3n infrarroja: qu\u00e9 es y c\u00f3mo se aplica en fisioterapia ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSKnt_BvycQz5Q9_evSShWkhe1DyiUyMw-YeFCGzipo5eJs4GLh&amp;usqp=CAU\" alt=\"Pin en Ideas Decoraci\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Toda la luz visible que\u00a0 vemos, as\u00ed como las ondas de radio, la radiaci\u00f3n infrarroja y los <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a>, est\u00e1 compuesta de <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> que han sido emitidos por <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, ya sea en el Sol, el filamento de una bombilla, una antena de radio o un aparato de rayos.<\/strong><\/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=\"e)- LOS FOTONES - 1- S\u00cdNTESIS de la TEOR\u00cdA TIEMPO-ESPACIO\" \/><\/p>\n<p style=\"text-align: justify;\"><strong><\/strong><br \/>\n<strong>Claro que, los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> no son las \u00fanicas part\u00edculas que pueden emitir <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>. Cualquier part\u00edcula el\u00e9ctricamente cargada puede hacerlo, incluido el <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>. Esto significa que los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> pueden saltar entre dos <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> o incluso entre un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> y un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>. Este hecho es de enorme importancia para toda la ciencia y la vida en general. El intercambio continuo de <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> entre el n\u00facleo y los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> at\u00f3micos proporciona la fuerza que mantiene unido el \u00e1tomo.<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong><br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/_js6wgtUcfdQ\/SmDedNAIQcI\/AAAAAAAAGpk\/A-Jaz1qqHR4\/s400\/creacion_y_aniquilacion_de_pares.png\" alt=\"\" width=\"280\" height=\"280\" \/><\/p>\n<p style=\"text-align: justify;\"><strong> <\/strong><br \/>\n<strong>Sin estos <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> saltarines, el \u00e1tomo se deshar\u00eda y toda la materia dejarar\u00eda de existir, y, no podemos olvidar que, tambi\u00e9n nosotros, los seres vivos\u2026 \u00a1Somos materia!<\/strong><\/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=\"Qu\u00e9 es el principio de exclusi\u00f3n de Pauli | El principito ...\" \/><img decoding=\"async\" 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\" alt=\"Los fermiones son part\u00edculas cu\u00e1nticas que se sincronizan como ...\" \/><img decoding=\"async\" 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\" alt=\"El condensado de Bose-Einstein \u2014 IV | Cuentos Cu\u00e1nticos\" \/><img decoding=\"async\" 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t9KAqWu4HK000uN1M4YKAgYjkRoHDnqADggrcXAPr1ffhzhcyiXOMplAkQDiJCWUPf6gkFesdR371OycTQG1mv6WFzuRYb+79RW6VGEJ8yJb++0g70BUOA8DkAhWaKwWRpSXEZa6KioGEfSOrJhh\/8ASUnqNdG8Oe03wH9a1uIRgLFYAXTf37D86zeH78w9scd\/W9xa360BYqVj08wdFcdmAYfAi9eUBWfGUtpdOHdUjKSljJO8EeQMWILRkZNYuQp8gx8qaviuqjkxjReWpdnZxI5KxGBQEu2xYSSG\/bpvYm95DxRxo6aJ+WheXkyyqBjYLCBdjkRcAumw3N6zcJ42uoeRER7RkqZCBgzIxRlBv3DK23pa9rigIJuLa2UOY5I1x1MSC0LOvLeTEjLmjI2K5XClbNsLhqz6Ljmold1eMBVmCqoDiRQrsGMmLEWIWMi9r5NdbAE7MXiyNiAIpLuFaO+AEiSCVlcHKyjHTyN1WNsfM2HzH4uQx87kTCMkKjHDrdioChQ5YHr8x9lgLm1wPnhnGtWdJLNNErTJCsqxxqwuXjD8vqJLNkGFxb4euqPEOqI028V5JcXKRsxKl0ChEzt7LnN1eQJa9mANt2TxdGoUvDMt+lgQuSSckz8plyvkEABPbJlF+9tvSccMjKiwSZXYOCU+jCPgWJy3ubkWvsp9wIGjxrjE66gwKgEfLLFiDm+Sv9UVPdWCXutgCSWGwLivFtRBFpljUEunW8gJVSqr0tYhsmubWDHpPSfLVHjJeWmotIYhAZGsigvIYPlCxe2SpEQY2AIuyjLYgzS8cHJaVo3VlkEXLJUtm7KqLcHHcunnYX91AQOp4vrpeeIpI0Mc8KraFnHLeYqQWMgu5UAupVSguN8lcZp\/Es4ldLIoBZd43JiwlSPmyWbqR1cyADGy2u1siNjhHicySCFopDKXfIKAREglljQuQbW+gYX9beZtX3xfxJ8mlnDI8ixwiUKgXIKgkaRrsRfZUAHe7D3kAaPAeNajmRQtZg7OSSkmTBmmbmKWNo41wRLNf6xRcdIa40pQHxL7J+Brlnj6\/wAgmsSDZdwbH219K6nL7J+BrmXjGPLRyj1w\/wA61pY8RbJKVzWRXzOZ8H0cjfac\/wDkf3q58N4C1t2a\/wATWz4Y4eAoNqldZrwmw2rytl9t03GLOjxXi1PDoqCjmRGyeHzb2m\/M1WuM8GdQbM4\/8jVui4rc+0K29VEsqHa+1auV9Ly2yhwz2jr1VnurIJZOefw9Eg4hZmcjlv3JI8vI11aqR4e0eGvvb7D\/AO1XevSaO33lakWeI1Ku7C7j2lKVbKApSlAKUpQClK8oARevo\/VwfCX\/AFBWhNomJuJGU7+ttz6Zem21q3z9XB8Jf9QUMFZ8I6mR5NYHd2CzkKGYsFF22W56R7hVj1ev5OnnIPW6cuMeZkk2UD87\/hVV8HyBZNcWNgJzv+LVceD6CLUyRSk3WO0qDyJI6Sfhe\/xtTSSimnPZMs6jCs8l6Fq0cWEaJ91Qv5C1KzUo+pXILxPqtAvLj1sayZ5FFMDT9iqt0qjW3lQfjWPT8T4esiyRoBLMpN1075m4ZirWS6seUxwazEp2vUhxTh8EjK8pswBjU5Y\/WMjkDyJLQx289j61qQcF0wkWQM6tzGcKZCAzhpLnEnf62Qf4SvoLAQYk4dqIISsY07awI9vkwZ+vLHLKNlU5SOVY7E5EXGVSWn4pw+SAKqqdORkeZE6hgqhw6h0+k7oQw7nsSRavt9Fw+FtMvMCOANNDaQhmEa5CIkG52W\/cXvY3ysdnVaDRrAiSOqxQpylYyY4AAC2VxZhiu\/e4oCNGj0DY6rFeV1QLENNiSd4mjKcvmMB9IMCLbsSLAEZNLqOElFkSOLGNslPJIxdok1OQBW4JQxyX+8B9oVvS8K06RcoyFSHaVWaQh1kfJmcNe++Um3axYdtq0JfD+hihtOwCLD9IMyEYLEITJje98FVbj0Ft6Azc3hnIOq5UXLC\/JsuSQ2OfK5GBXK2Vkxtbt5VsRcQ0crHTFeuYZvG8TC91UkSXXEOFKEqTcArtuKyxaWB4REszFWGQIkuSo9PLCwtYDH3Vh4dwjSQPnDdMVAYhzgeSoiXmG\/UVVQLMfs37i9AaWqm4fDLFGNPGOWzEsICFixBkODBMWfNlOKnK7k2vetnX6nh00HyiZEkjLFOuFmbKMvGymMpndbSgi2wyvtevJ+G6SSWTJnBBVvrCqB5Rs6C9g3QD8dxuTfN80aQr8lyyZHM4Be8iu7Mxk33F2du4t1WoDLpvEGleRIUc5MoKjBwLMhdRkVxBKKxAJv0t6VLVFwcJ0+aupLNHJncuWOaxGHqJJJODHY+Zv3qUoD4l9k\/A1znxJ\/6d\/wDx\/wA610aX2T8DXNfFjW0kh\/w\/51qO79OXgTaf9WPiffCfq7j0qseIZXuR\/wA\/v2qZ8OaxWXG9ecY4Xl6n4dxXmdBbGq7+85HtTRZHVe8a6FN0k7Zbir5waQld79qr+m4KQ3Y1Z9LGI1322ro8X1VNkUoHC0UJW6qHu12mlpY7av8A8W\/2qfqtcO1IbWWFvYb\/AGqy1NwlNUeZ9A4kmrI57ke0pSumc0UpSgFKUoBSlKA0peJIo3v+Xobef4fn8bbp+rg+Ev8AqCvLV6fq4P8A8v8AqCgKFoCOXxG9957bX7lza9uwv511Lw17Tf4RXLNF9VxLYN9PazdjdzYV0\/w1MM8TsWS4B91rj471FT8JY1Px+S9CyUpSpSuRfFOGNLLFKroOWGUrInMUhypJADLi4wsG3sGbbeooeELTLKJQQGZiroSAWmkmyQK6gNeYi7BvYQgAitnxLw3UTSRGKSRURHyCSGMs5khK3t3GCzb38\/ea1E4frbiNmk5Z6DIJupERpgGuTcsyNA19zcG\/YXA2ofDUEMelA5aDSsHZggUORA0Nz902cG+\/sge+tCLwWyxJGJo7oykOIipsicsNZZQGkK3yZwytfdLC1bHD4NTqOHu0rZS6hMwBeMAFQECht4sgocg7qzt6VrajRa1cWHN5aujqvOLNGiyK0qym5bUFow4VeqxYj0YASfFPD8OqlWc8tyuCjJFewilzcAnsTa3uKj0rQ0ng5kspmRl5eBvF1n6BYfaztj0BrW7lt9619AdXPhNG7PFzmKMsuK4DVSZFhf6VWh5YTuBY9rg1M+E9DPFHIJy5ZpLgvIZHZcVF26mRTkG2jxW1jipJFAaWo8IZSM4kWzRFAGQkoTEYso7OFXY33UnqcAgOa2NV4XTbk8qPHl2QxBoyYmuCyKVv9m24sUU+VqsNKApz+BwYoouarCNEjIaNjG6xx8vqRZFO4HbK1iykEMameF8GaKeaYyKRLviqsLHa7Es7C5CqDgEBtcgntMUoCE8NcCbShg0iOCiIMY8D9GCMnOTZM1wSdt7+tTdKUB8S+yfga5b46e2hmNr2C\/51rqUvsn4GqZasNZWDaEuWSfccl4Bxm1r7f1q96LjSEC9T2A9B+VeYD0rk3cJjZLmUsHSt4hXdDkthkjG4lGN6hOL8eUA2NW\/AUwHoKijwZZ6yINPdptO+aurqc48Ga3ma\/wB3Lf8A2rpFeBR6CvquvTUqo8qI9VqHfPmawKV8s1tzRXB7EH4GpcFXKPqleV7QyKUpQClKUBpajTysxtJZTbYdx+P\/ADv7q3T9XB8Jf9QVq6nXIl8idv7fuPzraP1cHwl\/1BQFF4XjhxLIlV5xuQAx9o9g2xq76EH5XpMQbZPe19l5Tbn3XxG\/mRVI4Yt04kLA3nI397H8\/h5103wswJJHmgt+Na6afKs+K+uUWNR+p5L0LFSlK2K5DcdGo52j5LsqGciUBcgU5MpGR+yuSqN\/Nl87A1+TjvEmQlY1R8j0tp5TgqxTNizEhWJeONQVY9wftqtW6XXBZ44LG8kckgPkBE0akfjzh+RpBxKF2dEcFk9oDysSDv2NiCDbsRY0BWZeOa1ZYoulmJa9tNJaQZw2IIYiEBJiCzEi6n0IppeL8QlIQKsTPJic9PKREuErHJiVRzlHGoKsRY3PtqBLL4i0BCz86PcFVbzIIDkDztji\/wABfsK2JPEOkXK8ydL4G29nJYY7dzeN1+KMO4IoCA1nE9bJzo1yjZciuMD7cqVVFnbpfNDnYdgfOxJz8Q41rFlMMaEvzFXMwSMmDNAueS2Vrc2U2DfYP3TUwePaYbmVMbgAhsgQyq2W3YWkQ3O3Uu+4rHP4igSblFx7LszX2UxsiY9upi0oWw3vt3NARGu4zrY3aOyllBUN8nmZGPKzExaPLFeZ0Yi5GJ9Rac4BqnkhUyZ8y2TZpgbFmC7Wt2X3EixIF7Vjk8QQZRIjB2mYBQL9mDNc7bGyMcTY7H0rYn4vAj8tpAG2BG5sWtZSQLAm4NjvY3oDepWj88afJU5q5MxUD+ZWZSD6HJHUX7lTa9qwarjsMUjpMyxqioQzHZi\/MJFvLFYixPpc7AUBK0pSgPiX2T8DVMFXOX2T8DVMFAe0pXlAK+HmUGxZQe9iQDb13qP45xIxJZN5WFkHkD94+79qgOC+EoSTLqLzSE3Jbfc7\/l7u1UdTr66Hyvq+4tQ0zdbtm8R9S2Lq4yLh1IG1wb9u\/aobifiAxkhFDbee1j6+8Vuz6ayhVACjZQBYAegt2qJ1OiJvfe9VKeJ88uvRHktdxS1T5a+i+5VuK8T1Ews7kqRiQNgfPcDvUXGZFPS7D8TVpl4Xc9vhWE8KN+1d2nidUY4KC1zfVs1eHca1SbZlt73O9vhf1BtVr4Rx1nsHF9tz2\/G1QkPCz6VJ6PRkG9qo6rX1vrHcwuI3RlmDLMsoPY191oaZNrEXFR\/EknjOULkDuVPUv5Ht38vSufVxeOcWLzPXcLm9bHG0vsWClUB\/HGphvzoEffYoxTzGxBDeV\/0q0eGuODWRc0RvGMseq29u5UjuL3H4V1a7oWLMWXbtLZT8aJYisEOvicJGkiM8fMzUG5W8gtkPLtWPUwSM11kxUgC1txa+49b3t+VVjwp\/6\/Wf4j\/nNbSlhr5kcIKUZPuRg4bbl8Sve3OJ2JHZj5qCR+FXXRa8xT6W5OMjGNr+eSEre218lWq14MH0ut\/+Qf6tU9qYi8+jQC\/\/AHCv8BGrMf0\/pUuhim8Pb+70ZJqP1PJeh0GlKVqVyL4pwfnSxzLPLC8augMfLOSSmNmU81G84U3Fj3rzQcEWGR3WSQ5BgEbHFc2LkCyhvaZjuT7Xwt5xjhZmkhe0brHldJVyXJitpV\/nQKwH\/uHcecFH4Jymyn5UkZIMi2N5sV1AzkubFj8pW\/pyhbyCgSnh3w6NOkRkkeSVIwrMxW2yKuIxVRiMdtr7m9zWtJ4fTmYQ6mRZA6yEZIWhiPOxEalCLF2k3cMSLi\/SLYJPCsmbsTAwZmJDhvpgZQ6Ryne4Regd\/YXaxK198Q8JrI0rIYY5HhgjOEa3tA7Mym4P0ci2jsQdk3BtagM7+D9KgRkMickdONpCFVI0xAdH3x08VmAzuDY7m+WXwvGzFhNOu7MgBS0TSSLMzLkhJJkQGzlgLkAAbVpf9IR4OrctZGhMEDDI8q6Sr05Nc9Mhva18b2FhZrvCzyTzTYaYZhFU4kM0cbozxy2F3EmBDG5AAQYsMsgJHR+GkjZGWaayNniSmLuFKB2sgNwpC2BA6RtfesOu8Nq+oaQSMqyBndQVuJgsSJMgZCbqsQFicdh0m5rHrfDLyaSHTF1Aia7KB9HIgDARm4OI6lbYEgoLW2Iy8H8PtDqWnPK6owhxUliQI1BDOS0agRAYBiGNm2INwPdJ4VijlWYSymRb5MeWS+Ujyb\/R9HVNJ9XhcGxvYVn4v4di1DMxeVCwCsUIBKWZWTdTYMHIJFmGxBB3qE0nhiZJ2kUpkhjZXKkCZsdSrNIQbl7aq57i6jt5bfhvw98lmBaSNnMeIPZyihAVAFrqpC9RyIBUdPmBaBXtVRvCrO2MrRtEJC+NjdlaZpiri9iLsFI7MFN9jYe+HfDEmmlSRmjbCMxlgCHZSIwqm+2KcrYfznsb5AWeX2T8DVMFXOX2T8DVMFAe14TSq\/434jydMwBs0hCDfex9q34XH41rOXLFs3rhzzUe8jG4iJZmkuMb2X\/CO3wO5\/OpzRate1c70fEBt\/z86m9HxRa8jqa5ym5vc9dLTVzqVfYi7hw3avJIhVfh4oK3I+Kj1qrl9qPN6v2bjZ1ib7aQGvk6Ie6sQ4kPKvr5xWtla+85M\/ZR9hkGkFZUhArVbiK+6sMnEwPOsObe7JafZZp9SULAVHcQ1Atao+fioqJ1nFL0UZS6JHpdBwiOnwz7HC\/lMgUDpvdj6L+58quuj0qRIscahVUWAH\/Nz76jvDGlKQ5t7UnV8B5D\/f8AGpivVcPo91Us7socT1PvbeVbIwT6pE2ZrH07nc27D41VPCh\/7\/WfE\/5zVuMKk5YjL1sL\/nVP8JuDr9aL75N\/nq1ZvHxKtPwWeH8o2vBf1ut\/+Qf6tV+8PRKZCxG6rsfS\/f8AoK5\/4JcGXW2IP05Pfyu29dD8Oe0\/w\/3rNPSI1Px+S9CepSlSFcieMc\/mQ4CQxdWfKKBs7rhlzCBy7cy9t74++q+NPxSSXEtNHGWBZrw22GpyEeJLBCTpAMhlYX9rI1I+OOKywwssZCFoZSHIZutFGMSYkESPkSp3+rNlPll4DxmWaeaN1VFjZlVTfmfRsVzbc9LizAkId9gwGVAYNPw7U5tKc8pDpyysylRiQZbKdgRby\/CokaXiYZ5MJ82ijR2DQZF0GoJ5fVYRcySI72ax7WvWPXeM20QCylTdnKq5PMlzknsEJICqgjjueqwcez05fPDP4hNJASwVZjIoVmQCAoZY0choppASiyX9sXte1r1jJjK2JzTQap9VE8qS4oWa5MXKUNGFFgpzzuXB2tct5Y1rxabiSyM5klb6VisZMfLwbUOq3IXKwhZH9q+1u4AGKXxbOpT6OPcNdbMGcLFK6zIL9MbNEigG5vLa4IGWXX8W1MM8XyjU6WKIxSs64kXK8vHrkcYsMyBsQcSbdQCZMnzw48RuvNXU4ZXPVpxJlhFa+LY8vP5QSBvfCwxr61+k4ksZaOWZ3d36RyAI7GTknqW3L6o8vaboXb2r4+F+JDyQ0bwlEWHou7yctjGH1DSFjdAryG5B9i5Y9QGtL4mnEskq4hGQKjNkYhhJrLEAEXeQRQr3G7Dv0qQJCWPXcydrTlM1C2aNW5eRyWJTIV7AHM4Ni5FsgLanEPlqGaQ89Ry1VW\/7fK30WKKRe8uRnvkcLse4xtK8H41LNq5IyY+UsYZQi5Nc47vJn0Hdugxi4sQzWIERP4knDu\/QelFwxIXTs7Nfn5uqllwUE3T2x5WyA3Y4teEJcSG4UdJi5+HOkJXK4XPlGEHe3tYktvWxws635UOYswhwYdZhK+zFh9Wcs7ibI9sibdONbXhzUSSGdpPN0sAWKC8ERbDIA45FvIfCpqgPiX2T8DVMFXRxcEe6oD5ik+8v6\/tQEVVP8a+HtVq5YuWyCFbBgSbjI9TgWsbCw710b5ik+8v6\/tT5ik+8v6\/tWJRUlhm8JuD5kcm0f8PJb9c6rZyOlcso9rG5tZu+24qZ0ngaJfamlb\/9R\/tV\/wDmKT7y\/r+1e\/MUn3l\/X9qi\/p63uif+tv7JFVg8P6dBYJf3liT\/AF27VsR8LhXtGvl7+3xqxfMUn3l\/X9qfMUn3l\/X9qyqK1+1fQjepte8n9StjhENrYfqfM39f+CvmTg0J8iNrbE+fnvVm+YpPvL+v7U+YpPvL+v7Vh6ap\/tX0MrVXLaT+pS9T4duOiQg2PfzP2R7gO1Quq4BrAbKFYX2OVtrd7Ht6V075ik+8v6\/tXnzFJ95f1\/aoJcPoeywWa+KaiPbnxOKcVh1UJIkjcW3uAWWwHfJdrVFcPkbUzRwp3dgPWw8z+Aufwr9AfMMn3k\/X9qwDwsMg+MQYXswG4v33t53NYjoIRfQmfFrJLDRoIgAAHYCw+Ar6qV+YpPvL+v7U+YpPvL+v7VeSwclvPUiapnAPCgh1Ur89WFnUKuzjmb9XoQP9jXSfmKT7y\/r+1YG8LkuJLrkPO7eYA7djsB+VauKeMktd061JRe+5QvBvhj5LLJJz1kFjGAu1rEE57+0LDb3n1ro3hz2n+A\/rWBuBMgZrrbdja\/pv5e6s3hIF4l1HZZVuoPcC\/nbb9a2jXiOVsYttnbLmluT9KUoRkJx3xGmmkji5byvIpYKhQEBXjS55jr3Mwt8DWvN4viRQzRyKtjmzFAsTKsjFHJfuOSwJFxuu+9cL8R8RddXqItUI+YdTJmSil1W5ZWicjNehI1Vr7C3wq8Q6yLSSB45YHMZLBNZ7SnJi2GsC5KQ0kg+kV7F2GQuarvU1xmoS6N\/wWbNNKCTTTyk+nZns8SB8b+P4+I6bStGqxSROsspZkYrkGjdY0Vy7DqLHILsq+tQsHFNOJlCPrhyZYpTk6HINYZ9rRsGkita4IO9u46Z8\/cF4jAdPNFHEyxmONZVSygqQvJmBMZ9k42a\/T2FtuP6TVZkwlRzCjqTYY3WAR4N5XM0EJA7dQ9axZXmal5dPzxIIxjnmws\/cnptfqNTqJSuq1kiD2I0lMq3DFdwvPyF0vcIL37AWrb4JI6QLIdE5mRl1hcafTwkaeNg7WZcTJeMOoONyW7CuseGeOcKKIdK0MZkQNZRhtZ5CDsO1pm381k8w1snDeE8NGkCYRPFGAHZkAyZUClnBG5ZbfEMPIisPTuSxKT7Psb+8S2RFeGOMtp1njl0zo51MhWFCtxmZWuAxWyFYHkzNlYsQt9hVh4V4iSeXlCORdmKu2OLcvDK1mJ25yeVr5DyrTibhLsIwsBaQ5Ww3upkTe46bMJksbWLMvdrHNpuKcNTFkeJcckWwsRkEZgBa9ipie\/Yri3berKWFgiPmPxKJXRI0dQzRnJwtpIpubi6YsSL8gncA2I23sPOLeK0hOoUxyAQK15AFZc0g5+IXMMxwubbDtuL16JNDG5MCQZ8xczcIFAMl3yt1Y\/TgW2yLC46iN6GDR6lWYJHIGYl7p3Yx8slgw3JiIXfupHlWQaOp8XwISuErOH5eAUZGS8nQLndisDuB3KlfvKDucC4i8z6oMMRFMqICLMFbTwyENueoNK1bc3DIHyDRIc2Dt0jqcAKHP8wVVF\/QAVk0mjiiBEUaIDYkKoUHFVQbD0VEUe5QPKgM9KUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgPCKrPg7KBp9C1\/oGyiJ84ZblfjY3FWeq7GL8VcqfZ0gD\/ABaQlf0DfnVil5hOL2xnzX\/WvMyixUpSq5grXizwRo+IFWnUh1uA6YhyG7qSVPoLHuPIi5vUdX4B1mkybRzGeM3ODlUnDEklhLiRKdz0yBhvXU6VBfp4XRxIkhbKLyj8+cP4aflEcUhSK5IlhlBiMoxkFxCytHJJ9Kbujkbdt62pJtBo9ZyFV0VbSyHO8McjYlCY7ZEXjRmsw6dh7u18X4Pp9Uhj1ESSKfJgD\/8AyuXeNf4SKI5p9JJM77MYGYtzEQWKBz1ZYjp38gPhSWkujbzOWY427M9\/+vUtVXU\/5F9N9un3xklP4bcLh1nDohMWEkcYgkjBxxVBMqGxGS5xakm\/mMSPO85rNG4ilgbmyiSTKSSRd7jDAryowpvhfZWAbuD7NQv8LfCQRYeIGedi0TRpG\/SAmbWy7FxbdVbYZE+lrjq9Jqmab6RcJFCxqpKNFa95Mhu5Ja5G2ygb7k9NFOSSfR5RHcF8PhkYzBwTggBxQ8rTu7IpVAFW\/MYHEAEWsB3rHwjhraUkiOR1jEojFlU4XGQKogzZiikN7TXa97AnfbQawo684BizlHBN1VzZBYi3QjMd73ZVOw2Hmn0OvA65kJtva46iZT0kghQM4lF1a4j3rJqRPBPDhmE3ylWWNlSKKPMkpGqSbFii\/wD3LL2uMBdie1l4ZwswljzpZCzFmzEfUxCLf6NFtYR7WsOpr32tscPR1jUSWLC97EnzNt23Jta\/vvWxQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCtPiWpeMIUQuSxBUDc2RiBfsl2VRk22\/vrcpQEfHNO+myCKs5juFbZRJbYGxJtf9KweHeCDTIxZzJNIcpZT3dvQeijsBUvSt1ZJRcVs9xkUpStAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUB\/\/Z\" alt=\"condensado de bose-einstein - INFIMIKIMIA\" \/><\/p>\n<p style=\"text-align: justify;\"><strong><br \/>\n<\/strong><br \/>\n<strong>Dec\u00eda que la Naturaleza hace las cosas m\u00e1s inveros\u00edmiles y de la manera m\u00e1s econ\u00f3mica posible y, ha sabido crear esos objetos peque\u00f1itos (infinitesimales como lo son las part\u00edculas subat\u00f3micas) que ha agrupado en familias. Los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> son de la Familia de los Leptones y son <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a>, mientras que los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> pertenecen a la familia de los Bosones. Los primeros no quieren estar juntos y se repelen cuando andan cerca los unos de los otros, mientras que los segundos, est\u00e1n encantados de la vida cuando se juntan muchos, de hecho, la Luz es un conjunto de <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> que, realmente, ilumina nuestras vidas.<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Veamos el Efecto fotoel\u00e9ctrico<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Efecto Fotoelectrico y Fotovoltaico. Explicaci\u00f3n y Aplicaciones\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El fen\u00f3meno del efecto fotoel\u00e9ctrico es una forma de mostrar el car\u00e1cter corpuscular de la radiaci\u00f3n electromagn\u00e9tica al interactuar la radiaci\u00f3n y la materia, para lo cual se requiere fotoconductividad que hace referencia al aumento de la conductividad el\u00e9ctrica de la materia o en diodos provocada por la luz y la presencia del efecto fotovoltaico que implica una transformaci\u00f3n parcial de la energ\u00eda luminosa en energ\u00eda el\u00e9ctrica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.sc.ehu.es\/sbweb\/fisica\/cuantica\/fotoelectrico\/Experimento.gif\" alt=\"\" width=\"325\" height=\"303\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Para que ocurra el efecto fotoel\u00e9ctrico descubierto por Heinrich Hertz en 1887 (Que <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> desarroll\u00f3 en su famoso trabajo de 1.905 que le vali\u00f3 el N\u00f3bel de F\u00edsica de 1.923), se observa la liberaci\u00f3n de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de enlaces de \u00e1tomos y mol\u00e9culas de la sustancia bajo acci\u00f3n de la luz: visible, infrarroja y ultravioleta; en sus experimentos halla un arco que se forma entre dos electrodos conectados a alta tensi\u00f3n alcanzando distancias mayores cuando se ilumina con luz ultravioleta que cuando se deja en la oscuridad.<\/p>\n<p>Se caracteriza por:<\/p>\n<p>&nbsp;<\/p>\n<div><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcQD-vDtDHiuwHguTZuVO-rr8yXLoA2GCP8w_NG8nk65fnSmGV3S\" alt=\"\" width=\"370\" height=\"133\" \/><\/div>\n<div style=\"text-align: justify;\">Placa A cuando el trabajo del campo el\u00e9ctrico eV0, que frena a los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, se hace igual a su energ\u00eda cin\u00e9tica inicial (la energ\u00eda cin\u00e9tica m\u00e1xima) Ec,m\u00e1x= (m\u03c52)\/2.<\/div>\n<div>\n<p align=\"justify\">El experimento consiste en colocar una placa met\u00e1lica en un recipiente de vidrio al cual que se ha realizado un vacio, existe otra placa que hace de colectar de part\u00edculas cargadas. Al hacer incidir un haz monocrom\u00e1tico de radiaci\u00f3n electromagn\u00e9tica se produce un desprendimiento de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de ella. Si se presenta una diferencia de potencial positivo entre el colector y la placa los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> ser\u00e1n acelerados hacia \u00e9l y se registrar\u00e1 una corriente: fotocorriente; sin embargo si se aplica un potencial negativo al colector, los fotoelectrones ser\u00e1n repelidos y llegar\u00e1n solamente los que alcancen una energ\u00eda mayor que el potencial.<\/p>\n<p align=\"justify\">\n<p align=\"justify\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.fisicafacil.com\/figpau\/jun2005_6.gif\" alt=\"\" width=\"187\" height=\"90\" \/><\/p>\n<p align=\"justify\">\n<p align=\"justify\">La energ\u00eda m\u00ednima necesaria para arrancar un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> (trabajo de extracci\u00f3n) de una l\u00e1mina de plata es 7,52 10-19 J.<\/p>\n<p>Es as\u00ed que <strong>\u2205<\/strong> es la energ\u00eda m\u00ednima necesaria para que un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> escape del metal.<\/p>\n<\/div>\n<div>\n<div align=\"justify\">\n<p>El <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> absorbe una energ\u00eda E (energ\u00eda cin\u00e9tica del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> emitida).<\/p>\n<p>La energ\u00eda de un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> se obtiene:<\/p>\n<p><strong>h = <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a>\u00a0 <\/strong><\/p>\n<p><strong>v = frecuencia de la radiaci\u00f3n electromagn\u00e9tica<\/strong><\/p>\n<p><strong>El trabajo dar\u00eda para mucho m\u00e1s pero, como simple referencia, aqu\u00ed lo dejamos.<\/strong><\/p>\n<p>emilio silvera<strong><br \/>\n<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F05%2F21%2Ftan-sencillo-y-tan-complejo%2F&amp;title=Tan+sencillo+y+tan+complejo' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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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