{"id":5645,"date":"2020-06-25T06:11:43","date_gmt":"2020-06-25T05:11:43","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=5645"},"modified":"2020-06-26T05:13:02","modified_gmt":"2020-06-26T04:13:02","slug":"%c2%a1los-agujeros-negros-no-se-correlacionan-con-la-amteria-oscura","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/06\/25\/%c2%a1los-agujeros-negros-no-se-correlacionan-con-la-amteria-oscura\/","title":{"rendered":"\u00a1Los Agujeros Negros no se correlacionan con la &#8220;materia oscura&#8221;!"},"content":{"rendered":"<p style=\"text-align: justify;\"><small><br \/>\n<\/small><\/p>\n<div>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/universitam.com\/academicos\/wp-content\/uploads\/2011\/01\/HALO.jpg\"><img decoding=\"async\" loading=\"lazy\" title=\"HALO\" src=\"http:\/\/universitam.com\/academicos\/wp-content\/uploads\/2011\/01\/HALO-300x228.jpg\" alt=\"\" width=\"300\" height=\"228\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> se relacionan con los bulbos de las galaxias que los alojan, pero no lo hacen con los discos gal\u00e1cticos, los pseudobulbos o los (supuestos) halos de &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;. As\u00ed lo afirman dos estudios liderados desde la Universidad de Texas en Austin (EE UU) que fue publicado en Nature.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRWKoRD4POH8UOXxfZFd7mOrghDuw6OscClSA&amp;usqp=CAU\" alt=\"Dibujo20140426 The Milky Way dark-matter halo - CERN Courier - La ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u201cNuestro resultado m\u00e1s sorprendente ha sido encontrar que los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> supermasivos no est\u00e1n relacionados con los pseudobulbos\u201d, destaca a <a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>NC John Kormendy, profesor del departamento de Astronom\u00eda de la universidad de Texas de Austin (EE UU) y coautor de los dos art\u00edculos publicados en Nature.<\/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=\"Descubren agujeros negros supermasivos a punto de chocar en el ...\" \/><img decoding=\"async\" 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\" alt=\"Agujero negro supermasivo - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Se considera que los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> supermasivos se encuentran en el centro de la mayor\u00eda de las grandes galaxias, y que sus masas se relacionan con los componentes del bulbo (regi\u00f3n central llena de viejas estrellas) de sus galaxias anfitrionas.<\/p>\n<p style=\"text-align: justify;\">Los investigadores han usado nuevas observaciones de las dispersiones de velocidad en las galaxias para investigar si la masa del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> tambi\u00e9n se correlaciona con los pseudobulbos (bulbos que se parecen a las galaxias de disco m\u00e1s que a las el\u00edpticas).<\/p>\n<p style=\"text-align: justify;\">Los resultados del primer estudio reflejan que los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> no se relacionan en absoluto con los discos y se correlacionan muy poco o nada con los pseudobulbos.<\/p>\n<p style=\"text-align: justify;\">\u00bfC\u00f3mo crece un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/achipec.files.wordpress.com\/2010\/08\/20070907blackholeov6.jpg\" alt=\"http:\/\/achipec.files.wordpress.com\/2010\/08\/20070907blackholeov6.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los autores tambi\u00e9n sugieren dos m\u00e9todos distintos de \u201calimentaci\u00f3n\u201d del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, dependiendo de si \u00e9ste se encuentra en un bulbo o si est\u00e1 alojado en una galaxia con pseudobulbo o sin bulbo.<\/p>\n<blockquote>\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=\"La formaci\u00f3n de galaxias podr\u00eda estar controlada por agujeros ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u201cYa conoc\u00edamos que el crecimiento de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> se produc\u00eda por fusiones, que originan la suficiente energ\u00eda como para que el <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> y la galaxia crezcan juntos\u201d, se\u00f1ala Kormendy.<\/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%3AANd9GcTUqd_TnkOLwM3Ze5nv7NY_7rLfLJhf1Ux5TA&amp;usqp=CAU\" alt=\"Lo que la fusi\u00f3n de varias galaxias con agujeros negros dice sobre ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">En el segundo m\u00e9todo el agujero neo \u201ccome\u201d el gas que se aproxima por procesos de azar como las colisiones de nubes de gas o el que lo atraviesa. En este caso el <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> unca produce la suficiente energ\u00eda como para influir en el conjunto de la galaxia.<\/p>\n<p style=\"text-align: justify;\">\u201cDesconoc\u00edamos que estas dos formas de crecimiento fueran tan diferentes\u201d, recalca el investigador.<\/p>\n<p style=\"text-align: justify;\">Una relaci\u00f3n m\u00e1s sencilla<\/p>\n<p style=\"text-align: justify;\">Los autores plantean en un segundo art\u00edculo que casi no hay correlaci\u00f3n entre los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> y los halos de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, a menos que la galaxia tambi\u00e9n contenga un bulbo.<\/p>\n<p style=\"text-align: justify;\">\u201cLa relaci\u00f3n entre <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> y galaxias es mucho m\u00e1s simple y sencilla de lo que imagin\u00e1bamos\u201d, afirma el cient\u00edfico, que destaca: \u201cTodas las galaxias tienen <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, pero en ausencia de bulbo \u00e9sta no controla el crecimiento del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<div><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/-6igoeY4WL2Q\/TiyLcdqHhVI\/AAAAAAAABdg\/3pkVwXyAkHk\/s1600\/agujero-negro+%25281%2529.jpg\" alt=\"\" \/><\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Kormendy concluye: \u201cSe pensaba que nunca seriamos capaces de comprender el crecimiento del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> hasta que descubri\u00e9ramos la naturaleza de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, porque los dos est\u00e1n conectados. Ahora ya no tenemos que preocuparnos de tener que comprender en detalle la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> para estudiar el crecimiento de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> y la convoluci\u00f3n de estos con las galaxias\u201d.<\/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%3AANd9GcT-A1SOygdVcUOMCiiOV7JwPJqB1dBVivy5KA&amp;usqp=CAU\" alt=\"Agujeros negros supermasivos crecen m\u00e1s r\u00e1pido que sus galaxias ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los cient\u00edficos continuar\u00e1n con esta l\u00ednea de investigaci\u00f3n, que ha contado con el apoyo de la National Science Foundation, pero se centrar\u00e1n m\u00e1s en las propiedades de las galaxias hu\u00e9sped que en del descubrimiento de nuevos <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>.<\/p>\n<p style=\"text-align: justify;\">Referencia bibliogr\u00e1fica: John Kormendy, Ralf Bender y M. E. Cornell. \u201cSupermassive black holes do not correlate with galaxy disks or pseudobulges\u201d. John Kormendy y R. Bender. \u201cSupermassive black holes do not correlate with dark matter haloes of galaxies Nature. 19 de enero de 2011. Doi: 10.1038\/nature09694 y 09695.<\/p>\n<p style=\"text-align: justify;\">FUENTE: <a href=\"http:\/\/www.plataformasinc.es\/Noticias\/Los-agujeros-negros-no-se-relacionan-con-los-halos-de-materia-oscura\"><a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>NC<\/a><\/p>\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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F06%2F25%2F%25c2%25a1los-agujeros-negros-no-se-correlacionan-con-la-amteria-oscura%2F&amp;title=%C2%A1Los+Agujeros+Negros+no+se+correlacionan+con+la+%26%238220%3Bmateria+oscura%26%238221%3B%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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F06%2F25%2F%25c2%25a1los-agujeros-negros-no-se-correlacionan-con-la-amteria-oscura%2F&amp;title=%C2%A1Los+Agujeros+Negros+no+se+correlacionan+con+la+%26%238220%3Bmateria+oscura%26%238221%3B%21' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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As\u00ed lo afirman dos estudios liderados desde la Universidad de Texas en Austin (EE UU) que fue publicado en Nature. \u201cNuestro resultado m\u00e1s sorprendente [&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":[9],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/5645"}],"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=5645"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/5645\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=5645"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=5645"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=5645"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}