{"id":20083,"date":"2021-01-20T06:00:21","date_gmt":"2021-01-20T05:00:21","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=20083"},"modified":"2021-01-20T06:26:13","modified_gmt":"2021-01-20T05:26:13","slug":"estrellas-masivas-de-vida-mas-corta","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/20\/estrellas-masivas-de-vida-mas-corta\/","title":{"rendered":"Estrellas masivas de vida m\u00e1s corta"},"content":{"rendered":"<p><img decoding=\"async\" src=\"http:\/\/www.abc.es\/media\/ciencia\/2016\/03\/17\/heic1605a--620x620.jpg\" alt=\"La regi\u00f3n central de la nebulosa de la Tar\u00e1ntula en la Gran Nube de Magallanes. El c\u00famulo de estrellas R136 joven y denso se puede ver en la parte inferior derecha de la imagen\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Nueve estrellas cien veces m\u00e1s masivas que el Sol han sido descubiertas por el <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La regi\u00f3n central de la nebulosa de la Tar\u00e1ntula en la Gran Nube de Magallanes. El c\u00famulo de estrellas R136 joven y denso se puede ver en la parte inferior derecha de la imagen &#8211;\u00a0NASA, ESA, P Crowther (University of Sheffield)<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/cdn.eso.org\/images\/thumb700x\/eso1816a.jpg\" alt=\"La rica regi\u00f3n alrededor de la nebulosa de la Tar\u00e1ntula en la Gran Nube de Magallanes\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Con su intenso brillo, situada a unos 160.000 a\u00f1os luz de distancia, la nebulosa de la Tar\u00e1ntula es el objeto m\u00e1s destacado de la Gran Nube de Magallanes, una galaxia sat\u00e9lite de nuestra V\u00eda L\u00e1ctea. Esta imagen, obtenida con el telescopio de rastreo del VLT, en el Observatorio Paranal de ESO, en Chile, muestra de forma muy detallada esta regi\u00f3n y sus ricos alrededores. Revela un paisaje c\u00f3smico de c\u00famulos de estrellas, nubes de gas que brillan intensamente y los dispersos restos de explosiones de supernova.&#8221;<\/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:ANd9GcTx08LGkRl2CK5o4vDzjxrMEo_0aQcOTaLRlg&amp;usqp=CAU\" alt=\"El telescopio espacial Hubble encuentra 'estrellas monstruo' | CNN\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTsvP4WMDjEWX8IW4v5c1dUU7sW0TwEq-r6og&amp;usqp=CAU\" alt=\"R136 - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Gracias al\u00a0<strong>telescopio espacial <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/strong>, un equipo de astr\u00f3nomos de la Universidad de Sheffield en Reino Unido ha identificado nueve monstruosas estrellas con masas m\u00e1s de 100 veces mayores que la del Sol en el c\u00famulo estelar R136, en la\u00a0<strong>Nebulosa de la Tar\u00e1ntula\u00a0<\/strong>dentro de la Gran Nube de Magallanes, a unos 170.000 a\u00f1os luz de distancia de la Tierra. Se trata de la muestra m\u00e1s grande de estrellas muy masivas identificada hasta la fecha. Los resultados, que ser\u00e1n publicados en la revista Monthly Notices de la Royal Astronomical Society, plantean muchas preguntas sobre la formaci\u00f3n de este tipo de gigantes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/media4.obspm.fr\/public\/VAU\/images\/evolucion\/etacarinaevlt.jpg\" alt=\"Resultado de imagen de Estrellas masivas\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"left\">\n<blockquote>\n<p style=\"text-align: justify;\" align=\"left\"><strong>La estrella\u00a0<img decoding=\"async\" src=\"https:\/\/media4.obspm.fr\/public\/VAU\/images\/evolucion\/images-TeX4ht\/evolucion471x.png\" alt=\"j\" border=\"0\" \/>\u00a0de Carena es tan masiva (100 veces m\u00e1s que el Sol) y luminosa (5 millones de veces la del Sol), que su vida llega casi al final a pesar de estar a\u00fan en la nebulosa en la que naci\u00f3. (Cr\u00e9dito ESO-VLT).<\/strong><\/p>\n<p style=\"text-align: justify;\" align=\"left\">\n<\/blockquote>\n<p align=\"left\">\u00a0Las estrellas m\u00e1s masivas dejan la secuencia principal cuando a\u00fan no han salido de la nube de materia interestelar donde nacieron, ya que, su voracidad en fusionar elementos es enorme, sus temperaturas las hacen mucho m\u00e1s luminosas y, sus vidas son m\u00e1s cortas.<\/p>\n<p style=\"text-align: justify;\" align=\"left\">Estas estrellas, al ser tan grandes, tienen temperaturas mucho m\u00e1s altas, tanto en sus superficies como en sus n\u00facleos, que las que ocurren en el Sol (cuya superficie est\u00e1 a 6000 K, mientras que una estrella de 15 MS tiene una temperatura superficial de 28 000 K.) Es por esto que las estrellas m\u00e1s masivas queman el hidr\u00f3geno del n\u00facleo m\u00e1s r\u00e1pido, haci\u00e9ndolas m\u00e1s brillantes.<\/p>\n<p style=\"text-align: justify;\" align=\"left\">\n<p style=\"text-align: justify;\" align=\"left\">\n<p style=\"text-align: justify;\" align=\"left\"><img decoding=\"async\" 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alt=\"Estrellas en la secuencia principal \u2013 La Cola de Rata\" \/><img decoding=\"async\" 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alt=\"Despu\u00e9s de la secuencia principal\" \/><img decoding=\"async\" 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\" alt=\"es una estrella de tipo-G de la secuencia principal y clase by giancarlo  sanchez vargas\" \/><img decoding=\"async\" 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\" alt=\"\u00c1lex Riveiro on Twitter: &quot;Tras terminar la secuencia principal, las  estrellas de una masa similar al Sol, o inferior, entran en la fase de  gigante roja. Se producen cambios que afectan no\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"left\">\n<blockquote>\n<p style=\"text-align: justify;\" align=\"left\"><strong>La secuencia principal es aquella curva en el diagrama que parece mostrar una relaci\u00f3n de proporcionalidad entre la luminosidad y la temperatura. En la secuencia principal se encuentran las estrellas que est\u00e1n en la madurez de sus vidas, como le pasa al Sol.<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\" align=\"left\">\n<p style=\"text-align: justify;\" align=\"left\">Se dice que una estrella se encuentra en la secuencia principal cuando en su n\u00facleo se llevan a cabo las reacciones nucleares que transforman hidr\u00f3geno en helio (en el Sol esto ocurre a raz\u00f3n de 4.654.600 toneladas por segundo), liberando as\u00ed la energ\u00eda que hace que la estrella brille. Al quemarse hidr\u00f3geno en helio se lleva a cabo una reacci\u00f3n exot\u00e9rmica, es decir, una reacci\u00f3n que libera energ\u00eda.<\/p>\n<p style=\"text-align: justify;\" align=\"left\">\n<p style=\"text-align: justify;\" align=\"left\"><img decoding=\"async\" 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\" alt=\"Influencia del Sol sobre la Tierra - ppt video online descargar\" \/><img decoding=\"async\" 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\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alt=\"Partes de las plantas que realizan la fotos\u00edntesis - La fotos\u00edntesis\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"left\"><img decoding=\"async\" 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\" alt=\"CIENCIAS NATURALES: Sol,viento y agua como fuente de energia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQR2VUigGxDpVUL9CtbZzQBmiCzmIEO6rI60A&amp;usqp=CAU\" alt=\"La Tierra sirve para probar una nueva t\u00e9cnica que busca vida en otros  planetas | HAZTE ECO\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"left\">\n<p style=\"text-align: justify;\" align=\"left\">De esa cantidad de Hidr\u00f3geno s\u00f3lo se transforma en Helio 4.650.000 toneladas y las 4.600 que se pierden por el camino, son eyectadas al Espacio Interestelar en forma de luz y calor, y, al planeta Tierra llega una diez millon\u00e9sima parte que es suficiente para que se produzca la fotos\u00edntesis y sea posible la Vida.<\/p>\n<p style=\"text-align: justify;\" align=\"left\">La Tierra est\u00e1 situada a 150 millones de Km del Sol (1 Unidad Astron\u00f3mica), distancia suficiente para que la zona sea habitable y no tengamos una temperatura imposible para la vida y que el agua corra l\u00edquida por los arroyos.<\/p>\n<p style=\"text-align: justify;\" align=\"left\">\n<p style=\"text-align: justify;\" align=\"left\"><img decoding=\"async\" src=\"https:\/\/s-media-cache-ak0.pinimg.com\/originals\/c2\/a7\/a6\/c2a7a61a97780506d57f8f66b03afef2.jpg\" alt=\"Resultado de imagen de Betelgeuse y Rigel en la constelaci\u00f3n de Ori\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"left\">\n<p style=\"text-align: justify;\" align=\"left\">Cuando una estrella masiva termina su estancia en la secuencia principal se convierte en una estrella s\u00faper-gigante, y su evoluci\u00f3n se vuelve mas r\u00e1pida. Dos ejemplos de estrellas s\u00faper-gigantes son las estrellas de Betelgeuse y Rigel en la constelaci\u00f3n de Ori\u00f3n. Betelgeuse es 1000 veces m\u00e1s grande que el Sol, y 20 veces m\u00e1s masiva. Rigel a su vez es 17 veces m\u00e1s masiva que el Sol.<\/p>\n<p style=\"text-align: justify;\" align=\"left\">\n<p style=\"text-align: justify;\" align=\"left\"><img decoding=\"async\" src=\"https:\/\/static2.abc.es\/media\/ciencia\/2020\/10\/16\/betelgeuse_sol-kb9B-U401377840111yFE-620x400@abc.jpg\" alt=\"El gigante Betelgeuse, m\u00e1s cerca de la Tierra de lo que se cre\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"left\">\n<p style=\"text-align: justify;\" align=\"left\">El Universo nunca dejar\u00e1 de asombrarnos.<\/p>\n<p style=\"text-align: justify;\" align=\"left\">emilio silvera<\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F20%2Festrellas-masivas-de-vida-mas-corta%2F&amp;title=Estrellas+masivas+de+vida+m%C3%A1s+corta' 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; 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El c\u00famulo de estrellas R136 joven y denso se puede ver en la parte inferior derecha de la imagen &#8211;\u00a0NASA, ESA, P Crowther [&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":[197],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/20083"}],"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=20083"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/20083\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=20083"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=20083"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=20083"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}