{"id":21358,"date":"2018-07-03T10:58:56","date_gmt":"2018-07-03T09:58:56","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=21358"},"modified":"2018-07-03T10:58:56","modified_gmt":"2018-07-03T09:58:56","slug":"%c2%a1que-cosas-5","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2018\/07\/03\/%c2%a1que-cosas-5\/","title":{"rendered":"\u00a1Qu\u00e9 cosas!"},"content":{"rendered":"<p><img decoding=\"async\" id=\"VyEucwYGj3TxIM:\" 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CwpICWuNpBBfKWcEavmNGeZ78CyMkYnZAcj0szI8Y8WKO9FcSUMy1NWhTHtFYQbmtknkST3ZT4ZmibIqmNpmVCiVpDqkEAMWIcSwLT1L40POIiK1OFCoqyDczSXdtcCUS4bTWH0zXmj0tV3+7ueDU4J3fdzq7sBmMEtE7xS1C2dUpBUQQZKWxnDocXBQyXDAjBeOUdYpWCqrFwGVy5aQhxe726gBi7scaw2J5CSd7WlzMU26D8AcgAoxdqkHB0HSBM9WXm1gCAVEqRLZkgvonL+H1QA9LvJV98VJtVa26SkMpVoOUZCXyX5O0cTOtSTvqtV6CR6HKbgkghpWFDocOSCOQ4qpBWpptWHF1u5LAFwNZbhiXzksNQCIQZuR6et1H4jGitTutG+sDnAB2hj89W5KfxGA7nnK56FshxpqJFLU2pN0ypNpSolUpyQQDbwoyMsWyGhC6u4pVdVgLQTaJLM7jPBcFJ5B30LHWEzJ9wA3tYkpDFpJBPqv82xLl8e3QYA7NqTbiZVBzc4kOoDKSkDd4yxLg401hcqaSAkTqlJEzVUoXEWqNodDFOCXYnlzENGdgnfVhAYW7lidWZ5QJ7pz45LEQ7LnuJad5VOmY1xlEFbk97ga1ueBoehgBM6q7vpKtPB6skF2JTcTuzxEh28Rhnjs2r4U8dTqsYk8RIZQJ4GAA4RjL9RHUz8K9LVC7jB3LsMrYejOOIJY54cdSiXV\/8A2VZwNZBbJB5SwXZx0DnpAHoIIIIAIyz5QbTCayskimlTVGtnqClIuWblFITjLA8QA9bwcHU0ZL8pPwpVAzDKHaprrDm1pissMlo08MinKV9xCZE2stc21QpRKSkKJslkAhSjMcltEpWkDokJiAujmA2mWsKdmKSC\/RmibVTSlHDVrW4AKOIaguDlsYHQvDB2vUfl5ujfOK01bWNqGklq6lZGVIUA5SoAAF2LZ0+PLrGlPNAptiSCLsCd3QCr52ZoDgnpGcJlfNUCFTVkEBJBWSCAbgDnICst1zGlPMt+B6b2zf4q48GKX7pX39CUMy1p1qUsDeViXwykIATcCvJKTozc2JA1Jiym7OWVP2icBddaLGGuO67eBPL2x1WzlOSKicASSzoIy5YOgkAPjPqjxdQoFW2momksBdwPgu+EM50OGblGCWiEbOWElPaZxJAFxscMCCQyGDuDpqB4uqTQrSSTPmqcpObdA+GCeb5OvjCPktdpT2mfku7y31fHo9D00bGkdmbNUST2meHJwChg5dhwctB4dYAjnZM7nVL6d1se4j46wpezZ5TaKpQ4WcID6uC5ckgY6NqCcxMpKRSCSZ0yY\/JdjD2WoTEuAK8UU3L1CsqfCUhhnhGuMjV9IQdlrZu1T+X5PLexH\/b64s4IAgqoVG708ziTbi0W4GRw6lj8YSmgXcFGomn83gYuQcsh\/DHIxYQQBXfJyySTUTWJVwi0ABTgAG27hcEF9R0xHPkxbv2mdq\/qezkjw\/fFlBABBBBABGS\/KQH5Uq7ZYmHtU5kkO53iuXONaRkjyqAO0qwFdgNTOBUXYekVyAJjVwrxy4EJjIcEEUeM4IWXyOZzhvrPUx1wbSii1LjiWpw+MF3HCoP7ekJMxg4rVE4wN71D5bkM+72QicpEtLyqqYovoEKR4u93X+sa1vesrOTWKSOykKt7wvwAHKmGNNeUaK8y34HpvbN\/irjNSq6adZi+Y7x54PPnGk\/M0sJ2NTE6Dev\/AL1ceHE01SXHoShmelrqapM0KlTkplsApBSCe+glQJBY2XpYuO6cRUz9j7RMgIFagTWyuxi53oUQ3gqWwZklJLHAE6dtJ+JNQhCJgJlFaSNN2BlTApcnxN4Yhob+UQCCa6SzjDo0dZz7UlI5d0nmwwi0Qug2iZoX2mUEALFgQfWWCknkSlIAds5wCXh+no60TkrXUSzLZAUgIIdkG5tWJmZ\/1WHJy2naK0K3cyrp7kKAWDLKVZtUwdbdwnIDZ8CIeRVrJSkVUkqXvLWTqNA3EcpV8RycPAEGTsjaG5kIXVpMyVOQpSgCN5LTLCVIV4rmOq4uzjBZiSdh1jMurJ+bFwUoKZMwlTswKlyyAVBg4wEgsHpO02ZRrZJDJNpCUkukgONQCpSDyYDxeLGhrhMWLZ8pYs7ssgkkFip3OAcN45gCygij8o65UoyyJxlguLRJM0KJKAHCeJgCdGyQ5wxb2ROqZ3pBPTuySwVSLlKZyMXzXB8VJYsC2YA9BBFR2SrB4amWRnvyLj3lEZStA7pSDjJS+HaHJMiqFl0+UoA8XoCCoWkflWBuY6ciGy4As4IpVUddalqqTcEsSaYkKPVhNDcsP19kXUAEEEEAEZW8ppNIqrrN7Mmondtnd1AUiy8+IIU78zoMc41TGUvKdNMa6s3qpqVdrqHKEpUGv4GBUnL33OfoNzjSwzxy4bCEypXT0rhp8whkuTKAySLg15cAXEHmwDZiVKo6BzdUzmcAESBpwOe\/4rFv5uo0hM2noQQ0+cQQ7plAkdAQVJ4tXYkaZ6V1eiUFehWpSfz0hKh7gSPrjaXxarv39isaqEpCiEKKk8iQx06OefjGjvNZPs2DJVeEMJvGUlQHpl5Yaxm2NK+aebbsOQq5KW3vEoFQHpl6gEE+wGPFivylx6EoZnoZtaCCDUyRlCQQkEJUpuEOWZTHGocZ0hcupUx9LJdfCg7pSeJQBTgq4gyg4HXUMYZFYQkKVU0oSsqKTZghLhgSsORz6ZHJ4ep6x5VxqJCiFhIWE2pcapIKjkgPhn5YaMAtGZlasEKNTIAW5SDJVkBJJbjckAp+Ggy6vlBprGopbQs8uMcRdHeYEDn4ZHOOqq3G8FVTCWGT3AQFMHD3+DgcubwGetIWFVFMkyym\/wBEQE3PqCvAUSGPgfcBxNaLUntVNlRSGSLSeBhlRcjIYEd4dMv7JnkzLTPkzCEXWy0Wlll0qe48LDA+JODDKKxUxVqKil4sJFhKsIdRAvD5cs2AMkxI2bWpmTGTOkraW5TLGcq1dzhgA3X3QA9WVanG6mSdSkhavWwWx0QFkj2cnhlNbNvQLqe0gXgLVc7h7Q2gyM9RpzjAAoIKaN1LcA90pZwrTiIDeDDXo3LTMQm8CiQe6VBwHJDpce7DwBI+UZzICV0pWQX9IWJcBIDB9CHxrC11c8kWLpi7AArIILMWDZ4nx0bnDBkoSUuijStKhfhmAKSLcd4AuOht6vHFU4G8mSxSBaFkva4CAklNxGQoqLkjQE6tAEn5QWyiZsgAL4bSVcHE9x5LYHqHTzjnbJ4OTTsFWllLd8Eju6tmI1IoJcFNElAcptLZyMhscRUCdckNmHUXJ3X9kvUStYdnuOFow5UQNecAXsEEEAEZS8pdoIRXViVU8uZ99zy6rnysgDhUMBifaY1bGV9v7VVLra+WJEmaFVM\/MxBKh6RyxBBHcH19S+lhvilq2cCEys+WpWPvGnYBtZvV+Uz\/AM9mIZkbTlJUT2WUoH1SVsNNOJ2wefrF3w0+XtBacfJ1OQq1gZUwuxuDG9y4wc5A6uYrtoXrAalTKCXJMtC8gt3ipStP55jZillb8+pWN1lehaAkU8qWoEErRfcdXBBUUgF3wBpGi\/M8knYtOEkAvM7wcfPL1DiMyxp7zLfgem9s3+KuPFiiSoq2\/oShmXNUVyrd7USU8KwCZTEkjq7d60kAZt5Q3Pr2SB2yQi8XBRl8KmSHZ1MRkFnfOsW03aSAZgZRMsEqAS+iUqx1LKEJl7UlKStQJIQm48JGM6AhycaeyMEtK6m2oi\/jqadSBc4Si0O4biKiCQAQw8ekTPlelUVellljkkhnScZOCQfgYSPKCmbv8gWsU+Q7aat8OcOz9ryULUhZIKXd0lsJSos3gofXABS19MWCFygScAEAkqzpq5f64sLYgTtrSUi5SmBSFOx0Lt4vg45c2xDlDtOVOKhLU5TqGI\/fr\/3HWAKqXLuKrk0ZYEpILkEXM7p0A1P+tHVS3SEIRRMAFrTqArmoADRmYnMMICg6kJoRaGUSSCHJSAS2NFJ8cw9uiCRLFGLkAK6lgbnAGU4wDyEAcmOpKzNTRXqCFJJLhizkulyMcML3RSVmTLoxLKrCcgl8FKmSxN5OPHxhK5JVcFooyoS3RzYObSXHdAB06coeloSLQU0okqA3gDDjycBmObdcwAxV0zpBTLonKVZVoS+QDbkYDnqNIcnG6aLTSKQLQi7KwObN7S3t5RHddoSRQkB8Obc5Pq83QT7\/AAhcmQ6nEuhtBDkah8DLYOgEAejggggAjInlgsp2jWEEg9pnZBb8YqNdxkLy0\/CFb+kzv4io1cJ8cuBCeRXiumuDvVuC4N5xqOvifjHO2TGI3i2OCLix+uGII3dFbioI0n5qZtuwpCguz5zitub0yw7RmyNKealRGwpJCilhN4kpuI9KvRI1PQdYzMV+UuPQnDM9LLWtaCU1RdD3K3La6cJ6Mfj7Iaq6\/jCu1lCVAsncvjIySPzVEP48oaVtFjb204+jIfoeQL4PL+UTflBBVKmCebFcFu775YnJZxy\/dzjALRgVqlhS0VRsRaktJcu4BORzL6aPC5c5WEdpN+JvzWTLIItbQaO\/XlDNTWqTMWk1akcTgbgFgSzOxcBj48zhokHaAMslNQQZeVq3WSH0Yj3Y8IAizdppUD99LTx3AiSpwlSTw6EEAl36gRZbOVbMXLVOMxYyQUkMMM3Ln+7pDFRtBIKiZygmYgFDSybSrhSQdSSRo3747sSqExRaoM0JQOEotOdFPz0+vk8AQyF5SE0QCu8k8y+LgByz1y8SAE8HZ00u8KXVy1HqlIubvfCBCJaVm4UljqKma7JU2GZ2AB65hEwIEwdnFGARwktcVG4Yt5MT8TADRmL4SBRm5NgVnIABKQwdrXNucCJkyVKJSiWmmMsk3pLO+AWAw7MM+EcolBKbZnZRLBtaWcBZ5MQwwT4wumlyd6WTTMCLLbb3A59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alt=\"Resultat d'imatges de Bolet\u00edn de la R.S.E.F.\" \/><\/p>\n<p><img decoding=\"async\" id=\"2TTDwV_YIkpmZM:\" 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\" alt=\"Resultat d'imatges de Bolet\u00edn de la R.S.E.F.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Como cada cierto tiempo, recibo el Boletin informativo con las \u00faltimas novedades que me env\u00eda, como miembro numjerario, la Real Sociedad Espa\u00f1ola de F\u00edsica, y, con cierta sorpresa puedo leer una noticia que me ha sorprendido.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/simbiotica.files.wordpress.com\/2018\/05\/wormhole-2514312_1920.jpg\" alt=\"Resultat d'imatges de Colisi\u00f3n de dos agujeros de gusano\" width=\"484\" height=\"272\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>\u00bfPueden colisionar dos <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a> y emitir ondas gravitacionales?<\/p>\n<p>La Noticia se titula: <strong>Ecos de Agujeros de Gusano<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>&#8220;Un equipo de la Universidad de Lovaina, en el que participa el f\u00edsico Pablo A. Cano (IFT &#8211; UANI\/C<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>C) ha presentado un modelo que predice c\u00f3mo se detectar\u00edan las ondas gravitatorias originadas por la colisi\u00f3n de dos <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a> en rotaci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p><strong><\/strong><img decoding=\"async\" loading=\"lazy\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultat d'imatges de LIGO\" width=\"484\" height=\"316\" \/><\/p>\n<p>LIGO<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/francis.naukas.com\/files\/2017\/06\/Dibujo20170617-ligo-hanford-livingston-virgo-control-room.jpg\" alt=\"Resultat d'imatges de VIRGO y las ondas gravitatorias\" width=\"484\" height=\"301\" \/><\/p>\n<p>VIRGO<\/p>\n<p>&nbsp;<\/p>\n<p>la parte final de la se\u00f1al gravitatoria detectada en LIGO y VIRGO, se corresponde con la \u00faltima etapa de la colisi\u00f3n de dos <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> y tiene la propiedad de apagarse completamente tras un breve per\u00edodo de tiempo debido a la presencia del Horizonte de Sucesos.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/www.investigacionyciencia.es\/files\/22767.png\" alt=\"Resultat d'imatges de Agujeros negros en colisi\u00f3n emitiendo ondas gravitatorias\" width=\"458\" height=\"353\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Si no hubiera horizonte, esas oscilaciones no se apagar\u00edan del todo, sino que al cabo de cierto tiempo producier\u00edan una serie de ecos. Y curiosamente, si en lugar de aguros negros hubiera objetos ex\u00f3ticos, la se\u00f1al deber\u00eda ser similar. As\u00ed que se necesita determinar la presencia o ausencia de todos los ecos para distinguir los dos tipos de objetos.<\/p>\n<p>El trabajo ha sido publicado en Physical Review D.<\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2018%2F07%2F03%2F%25c2%25a1que-cosas-5%2F&amp;title=%C2%A1Qu%C3%A9+cosas%21' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2018%2F07%2F03%2F%25c2%25a1que-cosas-5%2F&amp;title=%C2%A1Qu%C3%A9+cosas%21' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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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>&nbsp; Como cada cierto tiempo, recibo el Boletin informativo con las \u00faltimas novedades que me env\u00eda, como miembro numjerario, la Real Sociedad Espa\u00f1ola de F\u00edsica, y, con cierta sorpresa puedo leer una noticia que me ha sorprendido. &nbsp; \u00bfPueden colisionar dos agujeros de gusano y emitir ondas gravitacionales? La Noticia se titula: Ecos de Agujeros [&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":[128,8],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/21358"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=21358"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/21358\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=21358"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=21358"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=21358"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}