{"id":25650,"date":"2020-10-23T06:43:01","date_gmt":"2020-10-23T05:43:01","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=25650"},"modified":"2020-10-23T06:43:01","modified_gmt":"2020-10-23T05:43:01","slug":"pululando-por-la-red","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/10\/23\/pululando-por-la-red\/","title":{"rendered":"Pululando por la Red"},"content":{"rendered":"<p>&nbsp;<\/p>\n<header>\n<div>\n<div>\n<div>\n<div id=\"header\">\n<div id=\"Header1\" data-version=\"1\">\n<div id=\"header-inner\">\n<div>\n<h1><a href=\"http:\/\/abdel-majluf.blogspot.com\/\">UNIVERSO PARA TODOS<\/a><\/h1>\n<p style=\"text-align: justify;\">\n<\/div>\n<div>\n<p style=\"text-align: justify;\">Bienvenidos a mi sitio, soy Abdel Majluf, cosm\u00f3logo, investigador y divulgador cient\u00edfico. Durante el \u00faltimo tiempo, me he dedicando a investigar y encontrar respuesta a los misterios del Universo. Hoy que he aprendido a conocerlo un poco mas, quiero compartir esa informaci\u00f3n.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/header>\n<p>&nbsp;<\/p>\n<div>\n<div>\u00a0<img decoding=\"async\" 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alt=\"Abdel Majluf Aguero (@majlufabdel) | Twitter\" \/><img decoding=\"async\" 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\" alt=\"UNIVERSO PARA TODOS: Publicaciones en periodicos locales II.-\" \/><\/div>\n<\/div>\n<div>\n<div style=\"text-align: justify;\">Mi amigo Chileno,\u00a0Abdel Majluf, un enamorado de la Astronom\u00eda y estudioso de los misterios de la Naturaleza, habiendo le\u00eddo mi trabajo lo quiso divulgar en su Blog &#8221; Universo para Todos&#8221;. el trabajo es el siguiente:<\/div>\n<div>\n<div>\n<div><a name=\"5159781760224128061\"><\/a><\/p>\n<h3><a href=\"http:\/\/abdel-majluf.blogspot.com\/2012\/07\/las-sinfonias-de-los-agujeros-negros.html\">Las Sinfon\u00edas de los Agujeros Negros binarios<\/a><\/h3>\n<\/div>\n<div id=\"post-body-5159781760224128061\"><a href=\"http:\/\/emiliosilveravazquez.com\/images\/foto_esv.png\"><img decoding=\"async\" src=\"http:\/\/emiliosilveravazquez.com\/images\/foto_esv.png\" alt=\"\" border=\"0\" \/><\/a><\/div>\n<\/div>\n<\/div>\n<div>\u00a0 \u00a0 \u00a0 Emilio Silvera V\u00e1zquez<\/div>\n<div id=\"post-body-5159781760224128061\" style=\"text-align: justify;\">Amigos, este art\u00edculo pertenece a mi gran amigo Emilio Silvera V\u00e1zquez, investigador y divulgador cient\u00edfico espa\u00f1ol, he pegado el enlace pues lo encontr\u00e9 muy bueno y lo quise compartir con ustedes, estoy seguro que el no se va a enojar, desde ya un gran saludo.<\/div>\n<div>\n<div style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Muy Interesante - \u00bfQu\u00e9 es la curvatura espaciotemporal? Es... | Facebook\" \/><\/div>\n<div style=\"text-align: justify;\">Puesto que la curvatura-espaciotemporal es lo mismo que la gravedad, estas ondulaciones de curvatura son realmente ondas de gravedad, u ondas gravitatorias. La Teor\u00eda de la Relatividad General de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/feed\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0predice, de forma inequ\u00edvoca, que tales ondas gravitatorias deben producirse siempre que dos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/feed\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>\u00a0orbiten uno en torno al otro.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/e.rpp-noticias.io\/xlarge\/2016\/02\/11\/7899513gif.gif\" alt=\"Las ondas gravitacionales de Einstein revolucionan la ciencia, pero \u00bfqu\u00e9  son? | RPP Noticias\" \/><\/div>\n<div style=\"text-align: justify;\">Cuando parten hacia el espacio exterior, las ondas gravitacionales producen una reacci\u00f3n sobre los agujeros de la misma forma que una bala hace retroceder el fusil que la dispara. El retroceso producido por las ondas aproxima m\u00e1s los agujeros y les hace moverse a velocidades mayores; es decir, hacen que se muevan en una espiral que se cierra lentamente y hace que se vayan acercando el uno hacia el otro. Al cerrarse la espiral se genera poco a poco energ\u00eda gravitatoria, una mitad de la cual va a las ondas y la otra mitad va a incrementar las velocidades orbitales de los agujeros.<\/div>\n<\/div>\n<div><img decoding=\"async\" src=\"https:\/\/www.elindependiente.com\/wp-content\/uploads\/2018\/12\/agujeros-negros.gif\" alt=\"La mayor colisi\u00f3n de agujeros negros jam\u00e1s detectada con ondas  gravitacionales\" \/><\/div>\n<div>\n<div style=\"text-align: justify;\">El movimiento en espiral de los agujeros es lento al principio; luego, a medida que los agujeros se acercan, se mueven con mayor velocidad, radian sus ondulaciones de curvatura con m\u00e1s intensidad, y pierden energ\u00eda y se cierran en espiral con m\u00e1s rapidez. Finalmente, cuando cada agujero se est\u00e1 moviendo a una velocidad cercana a la de la luz, sus horizontes se tocan y se fusionan. Donde una vez hubo dos agujeros, ahora s\u00f3lo hay uno.<\/div>\n<div><img decoding=\"async\" src=\"http:\/\/chandra.harvard.edu\/photo\/2005\/j0806\/j0806_2panel.jpg\" alt=\"http:\/\/chandra.harvard.edu\/photo\/2005\/j0806\/j0806_2panel.jpg\" \/><\/div>\n<div style=\"text-align: justify;\">El horizonmte del agujero giratorio queda perfectamente liso y con su secci\u00f3n ecuatorial circular, con la forma descrita precisamente por la soluci\u00f3n de Kerr a la ecuaci\u00f3n de campo de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/feed\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>. Cuando se examina el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/feed\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>\u00a0liso final, no hay ning\u00fan modo de descubrir su historia pasada. No es posible distinguir si fue creado por la coalescencia de dos agujeros m\u00e1s peque\u00f1os, o por la implosi\u00f3n directa de una estrella supermasiva construida por materia, o por la implosi\u00f3n directa de una estrella constituida por antimateria. El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/feed\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>\u00a0no tiene \u201cpelo\u201d a partir del cual se pueda descifrar su historia.<\/div>\n<div style=\"text-align: justify;\">Sin embargo, la historia no se ha perdido por completo: ha quedado un registro codificado en las ondulaciones de la curvatura espacio-temporal que emitieron los agujeros coalescentes. Dichas ondulaciones de curvatura son muy parecidas a las ondas sonoras de una sinfon\u00eda. De la misma forma que la sinfon\u00eda est\u00e1 codificada en las modulaciones de las ondas sonaras (mayor amplitud aqu\u00ed, menor all\u00ed), tambi\u00e9n la historia de la coalescencia est\u00e1 codificada en modulaciones de las ondulaciones de curvatura. Y de la misma forma que las ondas sonoras llevan su sinfon\u00eda codificada desde la oequesta que la produce hasta la audiencia, tambi\u00e9n las ondulaciones de curvatura llevan su historia codificada desde los agujeros fusionados hasta los rincones m\u00e1s lejanos del Universo lejano.<\/div>\n<\/div>\n<div><img decoding=\"async\" src=\"https:\/\/rusticoabstracto.files.wordpress.com\/2016\/02\/gif-black-hole.gif?w=345&amp;h=345\" alt=\"Ondas gravitacionales simplificadas \u2013 Rustico Abstracto\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0Las ondulaciones de curvatura viajan hacia afuera por el tejido del espacio-tiempo a trav\u00e9s del conglomerado de estrellas y gas del que nacieron los agujeros. El aglomerado no absorbe las ondulaciones ni las distorsiona en absoluto; la historia codificada de las ondulaciones permanece perfectamente invariable, se expanden hacia el exterior de la galaxia madre del aglomerado y el espacio intergal\u00e1ctico, atraviesan el c\u00famulo de galaxias del que forma parte la galaxia progenitora, luego siguen atravesando un c\u00famulo de galaxias tras otro hasta llegar a nuestro propio c\u00famulo, dentro del cual est\u00e1 nuestra V\u00eda L\u00e1ctea con nuestro Sistema Solar, atraviesan la Tierra, y contin\u00faan hacia otras galaxias distantes.<\/div>\n<div>\n<div><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_yd9OLN_xAiw\/SeXI-2qdPXI\/AAAAAAAAEIE\/B4pD0a4_kAw\/s400\/16.jpg\" alt=\"http:\/\/4.bp.blogspot.com\/_yd9OLN_xAiw\/SeXI-2qdPXI\/AAAAAAAAEIE\/B4pD0a4_kAw\/s400\/16.jpg\" \/><\/div>\n<div style=\"text-align: justify;\">Claro que, en toda esta historia hay un fallo, nosotros, los humanos, a\u00fan no somos lo suficientemente h\u00e1biles para haber podido construir aparatos capaces de detectar y o\u00edr las sinfon\u00edas mencionadas con entusiasmos por el Sr. Thorne y, que seg\u00fan el cree, son mensajes que nos traen esas ondas de gravedad de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/feed\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>\u00a0binarios. Es como si no pudi\u00e9ramos o\u00edr esa hermosa sinfon\u00eda que nos mostrar\u00eda un nuevo Universo por nosotros desconocido.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Los astr\u00f3nomos detectan la colisi\u00f3n de agujeros negros m\u00e1s grande y extra\u00f1a  jam\u00e1s descubierta | National Geographic\" \/><\/div>\n<div style=\"text-align: justify;\">Se han detectado colisiones de <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> binarios<\/div>\n<div style=\"text-align: justify;\">Ahora sabemos que por medio de potentes telescopios podemos conocer lo que es el Universo, podemos observar galaxias lejanas y estudiar c\u00famulos de galaxias o de estrellas y captar las im\u00e1genes de bonitas Nebulosas, todo eso es posible gracias a que al captar la luz que emitieron esos objetos cosmol\u00f3gicos hace decenas, cientos, miles o millones de a\u00f1os como se\u00f1al electromagn\u00e9tica que viajando a la velocidad de c, hace posible que podamos ver lo observado como era entonces, en aquel pasado m\u00e1s o menos lejano. De la misma manera, se cree que, las ondas gravitatorias emitidas por estos objetos misteriosos, se podr\u00e1n llegar a captar con tal claridad que nos permitir\u00e1 saber de otra faceta (ahora) desconocida del Universo, y, sobre todo, podremos entender el pasado de esos densos objetos que, de momento, nos resultan ex\u00f3ticos y tambi\u00e9n extra\u00f1os.<\/div>\n<\/div>\n<div>\n<h3 style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQZUCd7nx7zAaDOmAcPCp24lsqtF5GiXLsoHw&amp;usqp=CAU\" alt=\"Detectan la mayor colisi\u00f3n de agujeros negros hasta la fecha |  Vanguardia.com\" \/><img decoding=\"async\" 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\" alt=\"Detectada la mayor colisi\u00f3n de agujeros negros jam\u00e1s vista | El HuffPost\" \/><\/h3>\n<\/div>\n<div>\n<div id=\"main\">\n<div id=\"Blog1\" data-version=\"1\">\n<p>&nbsp;<\/p>\n<p>Una cosa debemos tener clara: A\u00fan sabiendo muchas cosas sobre los Agujeros negros y de su procedencia, como funcionan, su &#8220;<a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a>&#8221; y el Horizonte de sucesos, de c\u00f3mo atrae a la luz y engulle a las estrellas vecinas&#8230; \u00a1Nos quedea mucho por saber.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F10%2F23%2Fpululando-por-la-red%2F&amp;title=Pululando+por+la+Red' title='Delicious' target='_blank' rel='nofollow'><img 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Durante el \u00faltimo tiempo, me he dedicando a investigar y encontrar respuesta a los misterios del Universo. Hoy que he aprendido a conocerlo un poco mas, quiero compartir esa informaci\u00f3n. &nbsp; \u00a0 Mi amigo Chileno,\u00a0Abdel Majluf, un enamorado de [&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":[111,1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25650"}],"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=25650"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25650\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=25650"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=25650"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=25650"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}