{"id":20084,"date":"2021-01-20T06:50:26","date_gmt":"2021-01-20T05:50:26","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=20084"},"modified":"2021-01-20T06:54:17","modified_gmt":"2021-01-20T05:54:17","slug":"cuando-dos-galaxias-se-juntan","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/20\/cuando-dos-galaxias-se-juntan\/","title":{"rendered":"Cuando dos galaxias se juntan"},"content":{"rendered":"<p><img decoding=\"async\" src=\"http:\/\/www.abc.es\/media\/ciencia\/2017\/07\/28\/hubble-kc3G--620x349@abc.jpg\" alt=\"Dos galaxias en fusi\u00f3n: la barrada NGC 1512 y la enana NGC 1510\" \/><\/p>\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Dos galaxias en fusi\u00f3n: la barrada NGC 1512 y la enana NGC 1510 &#8211;\u00a0ESA\/<a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a>, NASA<\/div>\n<blockquote>\n<div><img decoding=\"async\" src=\"https:\/\/j.gifs.com\/6RyXPz.gif\" alt=\"El fin de la V\u00eda L\u00e1ctea llegar\u00e1 antes de lo previsto\" \/><\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\">Han sido descubiertas por el Telescopio Espacial <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> y est\u00e1n situadas a 30 Millones de a\u00f1os luz del Sistema Solar.\u00a0<span style=\"text-align: justify;\">Cuando dos galaxias est\u00e1n demasiado cerca, comienza el lento proceso de fusi\u00f3n. Giran una en torno a la otra, como si estuvieran bailando, aunque otros podr\u00edan decir que m\u00e1s bien se est\u00e1n midiendo y prepar\u00e1ndose para un combate. Sea como sea, al final de este complejo proceso habr\u00e1 cambiado la distribuci\u00f3n de gas, estrellas y planetas, y en ocasiones los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> super-masivos de su interior se habr\u00e1n tragado a una buena parte de la galaxia vecina.<\/span><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.kinja-img.com\/gawker-media\/image\/upload\/s--rRGNIu7y--\/c_scale,fl_progressive,q_80,w_800\/eejufkpaptfgcyhinnnn.jpg\" alt=\"\" \/><\/div>\n<div style=\"text-align: justify;\">Cuando fue descubierta esta imagen en los telescopios, todos cre\u00edan que NGC 6052 era una enorme galaxia irregular. Sin embargo, pronto descubrieron que la realidad, era muy diferente; se trataba de dos galaxias que se fusionaban.<\/div>\n<blockquote><\/blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"NGC 6052 \u2013 Astronomy Now | Galaxy ngc, Hubble space telescope, Ngc\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"NGC 6052, el despliegue de dos galaxias en colisi\u00f3n\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"File:NGC 6052.png - Wikimedia Commons\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Una colisi\u00f3n gal\u00e1ctica provocando un caos \u2013 Nuestroclima\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En la \u00faltima imagen podemos ver el comienzo de la fusi\u00f3n<\/div>\n<blockquote>\n<div style=\"text-align: justify;\">&#8220;Una\u00a0<strong>fusi\u00f3n de galaxias<\/strong>\u00a0puede ocurrir cuando dos o m\u00e1s\u00a0<a title=\"Galaxia\" href=\"https:\/\/es.wikipedia.org\/wiki\/Galaxia\">galaxias<\/a>\u00a0colisionan. Estos procesos son el tipo m\u00e1s violento de\u00a0<a title=\"Interacci\u00f3n de galaxias\" href=\"https:\/\/es.wikipedia.org\/wiki\/Interacci%C3%B3n_de_galaxias\">interacci\u00f3n de galaxias<\/a>. Aunque las fusiones de galaxias no involucran realmente la colisi\u00f3n de\u00a0<a title=\"Estrella\" href=\"https:\/\/es.wikipedia.org\/wiki\/Estrella\">estrellas<\/a>\u00a0o sistemas estelares, debido a las grandes distancias entre las estrellas en la mayor\u00eda de las circunstancias, las\u00a0<a title=\"Gravitaci\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Gravitaci%C3%B3n\">interacciones gravitacionales<\/a>\u00a0entre las galaxias y la fricci\u00f3n entre el\u00a0<a title=\"Gas\" href=\"https:\/\/es.wikipedia.org\/wiki\/Gas\">gas<\/a>\u00a0y el\u00a0<a title=\"Polvo c\u00f3smico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Polvo_c%C3%B3smico\">polvo c\u00f3smico<\/a>tienen efectos importantes en las galaxias involucradas en el proceso. Los efectos precisos de estas fusiones dependen de una gran variedad de par\u00e1metros, tales como los \u00e1ngulos de\u00a0<a title=\"Colisi\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Colisi%C3%B3n\">colisi\u00f3n<\/a>, las\u00a0<a title=\"Velocidad\" href=\"https:\/\/es.wikipedia.org\/wiki\/Velocidad\">velocidades<\/a>, y las composiciones y tama\u00f1os relativos. Por estas razones, las fusiones de galaxias representan en la actualidad un \u00e1rea extremadamente activa de investigaci\u00f3n en\u00a0<a title=\"Astrof\u00edsica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Astrof%C3%ADsica\">Astrof\u00edsica<\/a>.&#8221;<\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/51\/0d\/77\/510d77482f15f768a24cf9c570f8218f.gif\" alt=\"Pin en Suerte...Amor, Salud,Trabajo y Dinero.\" \/><\/div>\n<div style=\"text-align: justify;\">Las fusiones de galaxias son importantes, ya que la tasa de fusi\u00f3n es una medida fundamental de la evoluci\u00f3n de las galaxias.\u00a0La tasa de fusi\u00f3n tambi\u00e9n da a los astr\u00f3nomos pistas de la manera en la que las galaxias acumularon materia a lo largo del tiempo.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"LA TIERRA Y EL UNIVERSO\" \/><img decoding=\"async\" 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\" alt=\"La V\u00eda L\u00e1ctea, nuestra galaxia\" \/><\/div>\n<div style=\"text-align: justify;\">La galaxia Andr\u00f3meda viene hacia la V\u00eda L\u00e1ctea a una velocidad considerable y, dentro de unos 3.ooo M de a\u00f1os, se fusionaran conformando una inmensa galaxia irregular. Para cuando eso pase, la Humanidad\u00a0 (si seguimos por aqu\u00ed para entonces), habr\u00e1 tenido que preparar la escapada del planeta Tierra, ya que, un acontecimiento de ese calibre&#8230; \u00a1Puede ser muy peligroso y no se garantiza la vida de los habitantes del planeta!<\/div>\n<div style=\"text-align: justify;\">\u00bfQue queda mucho Tiempo? S\u00ed, es posible. Sin embargo, el problema a resolver es grande.<\/div>\n<div style=\"text-align: justify;\">emilio silvera<\/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%2F2021%2F01%2F20%2Fcuando-dos-galaxias-se-juntan%2F&amp;title=Cuando+dos+galaxias+se+juntan' 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%2F2021%2F01%2F20%2Fcuando-dos-galaxias-se-juntan%2F&amp;title=Cuando+dos+galaxias+se+juntan' 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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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>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Dos galaxias en fusi\u00f3n: la barrada NGC 1512 y la enana NGC 1510 &#8211;\u00a0ESA\/Hubble, NASA Han sido descubiertas por el Telescopio Espacial Hubble y est\u00e1n situadas a 30 Millones de a\u00f1os luz del Sistema Solar.\u00a0Cuando dos galaxias est\u00e1n demasiado cerca, comienza el lento proceso de fusi\u00f3n. Giran una en [&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":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/20084"}],"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=20084"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/20084\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=20084"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=20084"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=20084"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}