{"id":10150,"date":"2020-08-06T08:08:51","date_gmt":"2020-08-06T07:08:51","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=10150"},"modified":"2020-08-06T07:09:14","modified_gmt":"2020-08-06T06:09:14","slug":"el-extrano-universo-%c2%a1el-universo-cotidiano-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/08\/06\/el-extrano-universo-%c2%a1el-universo-cotidiano-2\/","title":{"rendered":"!El extra\u00f1o Universo! \u00a1El Universo cotidiano!"},"content":{"rendered":"<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.elpais.com\/recorte\/20110110elpepusoc_4\/LCO340\/Ies\/Objeto_Hanny.jpg\" alt=\"El Objeto de Hanny\" width=\"340\" height=\"470\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfQue ser\u00e1n, estos extra\u00f1os cuerpos. Lo llaman Objeto de Hanny es una extra\u00f1a y brillante nube de gas verde que, en su momento, intrig\u00f3 a los astr\u00f3nomos desde que se descubri\u00f3 en 2007. La nube destaca cerca de una galaxia espiral porque un cu\u00e1sar (un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a> supermasivo) en su n\u00facleo la ha iluminado como si fuera un foco. En su momento, como cada vez que se descubren objetos misteriosos, fue estudiada con mucho m\u00e1s detalle gracias a las im\u00e1genes tomadas por el telescopio\u00a0<em><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a><\/em>, que fueron expuestas en Seattle (EE UU).<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/axxon.com.ar\/noticias\/imagenes\/2010\/0624-hannysvoorwerp.jpg\" alt=\"\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Finalmente los astrof\u00edsicos han descubierto el origen de una nube supergigante de gas resplandeciente en color verde que se encuentra flotando en el espacio intergal\u00e1ctico<\/p>\n<p style=\"text-align: justify;\">Su conclusi\u00f3n es que, como muchas galaxias, IC 2497 contiene un masivo <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> en su centro. La materia que cae al interior del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> genera un cono de radiaci\u00f3n que se emite en una direcci\u00f3n espec\u00edfica. Simplemente, la gran nube de gas de Hanny\u2019s Voorwerp parece estar en la l\u00ednea de fuego. La radiaci\u00f3n del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> est\u00e1 ionizando el gas, lo que causa que \u00e9ste brille en color verde.<\/p>\n<p style=\"text-align: justify;\">Lo que gener\u00f3 confusi\u00f3n en este asunto existe otra nube de gas situada entre la Tierra e IC 2497, que impide que veamos directamente el <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> (o el n\u00facleo gal\u00e1ctico activo, como lo llaman los astr\u00f3nomos).&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/blog.meteorologiaespacial.es\/wp-content\/uploads\/2014\/12\/hanny4.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Considerado uno de los objetos m\u00e1s extra\u00f1os de los much\u00edsimos observados en el espacio, en Hanny\u2019s Voorwerp (en holand\u00e9s), que tiene el tama\u00f1o de la V\u00eda L\u00e1ctea, el\u00a0<em><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a> <\/em>pudo descubrir delicados filamentos de gas y un grupo de c\u00famulos de j\u00f3venes estrellas. El color verde de la nube se debe al ox\u00edgeno ionizado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTR-1F0Q3P-HTh8_LQxL_HlC67YCIPMeWOZbh0eq99FMlEycKf09TKB4Id6DhjvkNVf-grGpIhvNvtNvSA8UVdQlHG7aDo00xzzBzU7&amp;usqp=CAU&amp;ec=45688581\" alt=\"Managing Scientific Inquiry in a Laboratory the Size of the Web ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Su descubridora, Hanny van Arkel, explic\u00f3 en su<a href=\"http:\/\/www.hannysvoorwerp.com\/\" target=\"_blank\">blog <\/a>que est\u00e1 encantada de asistir a la reuni\u00f3n de la\u00a0<a href=\"http:\/\/aas.org\/meetings\/aas217\" target=\"_blank\">Sociedad Americana de Astronom\u00eda<\/a> , donde se han presentado las nueva im\u00e1genes, y en general, de haber entrado en contacto con el mundo de la astronom\u00eda. Ella es una profesora que descubri\u00f3 la estructura celeste en 2007 mediante el proyecto Galaxy Zoo, que estimula la participaci\u00f3n de no especialistas para que ayuden a clasificar las m\u00e1s de un mill\u00f3n de galaxias catalogadas en el Sloan Digital Sky Survey y las captadas por el propio\u00a0<em><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a> <\/em>en sus im\u00e1genes de campo profundo. Lo cierto es que la labor callada de los aficionados a la astronom\u00eda, no siempre es bien conocida y, desde luego, tampoco reconocida como se merece.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.todoelsistemasolar.com.ar\/_androm1.jpg\" alt=\"Galaxia Andr\u00f3meda\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Nuestro vecina del Grupo Local<\/p>\n<p style=\"text-align: justify;\">\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=\"Doodleando, Los Logos de Google: Abd al-Rahman Al-Sufi (Azophi ...\" \/><img decoding=\"async\" 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\" alt=\"Al-Sufi (Azophi) - Astronomer | Science &amp; Faith\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Un astr\u00f3nomo persa, al-Sufi (<strong>Azophi)<\/strong>, ha sido reconocido como el primero en describir el d\u00e9bil fragmento de luz en la constelaci\u00f3n Andr\u00f3meda que sabemos ahora que es una galaxia compa\u00f1era de la nuestra. En 1780, el astr\u00f3nomo franc\u00e9s Charles Messier public\u00f3 una lista de objetos no estelares que inclu\u00eda 32 objetos que son, en realidad, galaxias. Estas galaxias se identifican ahora por sus n\u00fameros Messier (M); la galaxia Andr\u00f3meda, por ejemplo, se conoce entre los astr\u00f3nomos como M31.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cienciaes.com: William y Caroline Herschel, los m\u00fasicos de las ...\" \/><img decoding=\"async\" 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\" alt=\"William And Caroline Herschel, German Beach Sheet for Sale by ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>En la primera parte del siglo XIX, miles de galaxias fueron identificadas y catalogadas por William y Caroline Herschel, y John Herschel. Desde 1900, se han descubierto en exploraciones fotogr\u00e1ficas gran cantidad de galaxias. \u00c9stas, a enormes distancias de la\u00a0<a href=\"http:\/\/www.todoelsistemasolar.com.ar\/tierra.htm\">Tierra<\/a>, aparecen tan diminutas en una fotograf\u00eda que resulta muy dif\u00edcil distinguirlas de las estrellas. La mayor galaxia conocida tiene aproximadamente trece veces m\u00e1s estrellas que la V\u00eda L\u00e1ctea.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 28px;\" src=\"http:\/\/www.librosmaravillosos.com\/nuevaastronomia\/imagenes\/figura014.jpg\" alt=\"\" width=\"400\" height=\"338\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 0px;\" src=\"http:\/\/cdn.physorg.com\/newman\/gfx\/news\/hires\/2013\/2-1-areourtextbo.jpg\" alt=\"\" width=\"516\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>En 1912 el astr\u00f3nomo estadounidense Vesto M. Slipher, trabajando en el Observatorio Lowell de Arizona (EEUU), descubri\u00f3 que las l\u00edneas espectrales de todas las galaxias se hab\u00edan desplazado hacia la regi\u00f3n espectral roja. <\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El origen del universo\" \/><img decoding=\"async\" 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\" alt=\"Iglesia Mars Hill en el Observatorio Lowell en Flagstaff, Arizona ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Su compatriota Edwin <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a> interpret\u00f3 esto como una evidencia de que todas las galaxias se alejaban unas de otras y lleg\u00f3 a la conclusi\u00f3n de que el Universo se expand\u00eda. No se sabe si continuar\u00e1 expandi\u00e9ndose o si contiene materia suficiente para frenar la expansi\u00f3n de las galaxias, de forma que \u00e9stas, finalmente, se junten de nuevo, parece que \u00e9sto \u00faltimo no suceder\u00e1 nunca. La materia del Universo pararece estar aproximadamente en la tasa del la Densidad Cr\u00edtica.<\/strong><\/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%3AANd9GcTTu0B2nOvXTJXQdm7u6zZs_skMIgc6ILOJuge70_8hFO9mmcxECCpHmZTkqv1mtPy-25YoBGA9hn6dwylxGEB9zOT7sS2_ucIZ5Vz6&amp;usqp=CAU&amp;ec=45688581\" alt=\"Descubren que Andr\u00f3meda tiene el mismo tama\u00f1o que la V\u00eda L\u00e1ctea ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS4xkZyq9hBxwBqEfwNpEs5RrdgtmOlY_wV6trHkF84m_vk-7QJ5wriFIrfoy-pBgqNiv9TDdl18KO1KM5prAO5-Mz5tIgcJarzyrat&amp;usqp=CAU&amp;ec=45688581\" alt=\"Crossing the Universe &amp; More: Colisi\u00f3n entre Andr\u00f3meda y la V\u00eda L\u00e1ctea\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTRYMdpyk-H5wNXyc4Mk00K6EESCkVkn3Q_TsUYbQ1jKi_LVNpQs5Lriq92ZoO4Up41QqplCPqWd_fnUo48DNsRi01ILyRCWEc5Wqqk&amp;usqp=CAU&amp;ec=45688581\" alt=\"Descubren que Andr\u00f3meda tiene el mismo tama\u00f1o que la V\u00eda L\u00e1ctea\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRfqOEmI4V6UGD--BMFYVaMIsmAQgciCwmgk4a-dvHa6ZcqS7HlEspI_5JXf9zWfuC6sYd3zQGWyLbbwjXt2y1qg1lY4tb4daP78N9x&amp;usqp=CAU&amp;ec=45688581\" alt=\"Marea gal\u00e1ctica - Wikiwand\" \/><img decoding=\"async\" src=\"https:\/\/marcianosmx.com\/wp-content\/uploads\/2012\/12\/choque_galaxias_500.gif\" alt=\"Choque entre la V\u00eda L\u00e1ctea y Andr\u00f3meda | Marcianos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Andr\u00f3meda y la V\u00eda L\u00e1ctea se &#8220;casan&#8221; para siempre en el futuro lejano<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong><\/strong>La galaxia se est\u00e1 acercando a nosotros a unos 300 kil\u00f3metros por segundo, y se cree que de aqu\u00ed a aproximadamente, algo m\u00e1s de 3.000 millones de a\u00f1os\u00a0<a title=\"Colisi\u00f3n V\u00eda L\u00e1ctea-Andr\u00f3meda\" href=\"http:\/\/es.wikipedia.org\/wiki\/Colisi%C3%B3n_V%C3%ADa_L%C3%A1ctea-Andr%C3%B3meda\">podr\u00eda colisionar con la nuestra<\/a> y fusionarse ambas formando una\u00a0<a title=\"Galaxia el\u00edptica\" href=\"http:\/\/es.wikipedia.org\/wiki\/Galaxia_el%C3%ADptica\">galaxia el\u00edptica<\/a> gigante. Claro que, no se est\u00e1 de acuerdo con la velocidad a la que Andr\u00f3meda, se acerca a nosotros. Seg\u00fan \u00e9sta nota, podr\u00eda llegar cuando nuestro Sol, est\u00e9 en la agon\u00eda de su final para convertirse en gigante Roja primero y enana Blanca despu\u00e9s.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.quo.es\/wp-content\/uploads\/2019\/10\/big-bang-conceptual-image-royalty-free-illustration-639549057-1552638775.jpg\" alt=\"Qu\u00e9 pas\u00f3 antes del Big Bang? - Quo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ_HqDa8qgaKR8h8-X1RtwIcYa6xFpnf7pQdqiPm4MguByLRMxk_ex3L9MJi6fTJ4llabEEO5f3L_sHJ0B6JkRqcekd9JWmOzbOp6Yw&amp;usqp=CAU&amp;ec=45688581\" alt=\"El Big Bang | Comunion Internacional de la Gracia\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La semilla desde la que se desarroll\u00f3 nuestro Universo fue una Bola de fuego de pura energ\u00eda inmensamente densa e inmensamente caliente. La pregunta es, \u00bfc\u00f3mo lleg\u00f3 esta bola de fuego hasta el tipo de materia bari\u00f3nica que podemos ver alrededor de todos nosotros, mientras el Universo se expand\u00eda y se enfriaba? O, si se prefiere \u00bfde donde salieron los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">quarks<\/a> y los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a>? Y, puestos a preguntar, esa <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a> de la que tanto hablamos, \u00bfestaba ya all\u00ed cuando lleg\u00f3 la bari\u00f3nica? Si no fuese as\u00ed, \u00bfc\u00f3mo se puedieron formar las Galaxias?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/-25LxG59_NqI\/Tp3wCMYTFeI\/AAAAAAAAAD8\/AKUJ2_CS0WQ\/s1600\/universo_expansion1f.jpg\" alt=\"D\u00e1ndole al coco: El principio de todo: el Big Bang (tema 1 ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Creemos que conocemos la respuesta, aunque, en realidad, lo que s\u00ed tenemos es un modelo de que c\u00f3mo creemos que sucedi\u00f3, ya que, como a menudo es el caso de las historias, la explicaci\u00f3n es m\u00e1s especulativa cuanto m\u00e1s atr\u00e1s en el tiempo miremos y, en el caso del Universo, esto tambi\u00e9n corresponde a las energ\u00edas m\u00e1s altas que se tienen que considerar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Efectos cu\u00e1nticos de la gravedad sobre fotones | abcienciade\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/k62.kn3.net\/taringa\/E\/9\/A\/F\/7\/0\/RicardoMontanoAr\/507.jpg\" alt=\"Astrof\u00edsica: Materia extra\u00f1a - Ciencia y educaci\u00f3n en Taringa!\" \/><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/1-elorigendeluniverso-110322135752-phpapp01\/95\/1-el-origen-del-universo-20-728.jpg?cb=1300803484\" alt=\"Lo que creemos que pas\u00f3, el Modelo aceptado : Blog de Emilio ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nos vamos hacia atr\u00e1s en el tiempo y ponemos se\u00f1ales y nombres como los del l\u00edmite y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('planck tiempo de',event); return false;\">tiempo de Planck<\/a><\/a>, era hadr\u00f3nica (quarks: <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">neutrones<\/a>, etc.) y era lept\u00f3nicas (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">electrones<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('muon',event); return false;\">muones<\/a><\/a> y part\u00edcula <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">tau<\/a> con sus <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">neutrinos<\/a> asociados). Ah\u00ed amigos, est\u00e1 toda la materia que podemos ver. Sin embargo, \u00bfqu\u00e9 sabemos en realidad de la materia? No olvidemos que de la materia llamada inerte, provenimos nosotros cuyos materiales fueron fabricados en los hornos nucleares de las estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"imgEdition\" src=\"http:\/\/www.astronoo.com\/images\/sondes\/univers-wmap_320.jpg\" alt=\"Radiaci\u00f3n de fondo de microondas (CMB) WMAP\" width=\"320\" height=\"160\" \/><img decoding=\"async\" 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\" alt=\"WMAP - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<h3 style=\"text-align: justify;\">Imagen : El an\u00e1lisis de la imagen WMAP de todo el cielo sugiere que el universo es mayor de 13.7 millones de a\u00f1os (con una precisi\u00f3n del 1%). Se compone de 73% de energ\u00eda oscura, 23% de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> fr\u00eda, y s\u00f3lo el 4% de los \u00e1tomos. En la actualidad se expande a una velocidad de 71 km\/s \/ Mpc (con una precisi\u00f3n del 5%), se elev\u00f3 por episodios de r\u00e1pido crecimiento llamado inflaci\u00f3n y crecer para siempre. Cr\u00e9dito: Equipo de WMAP Ciencia, la NASA<\/h3>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Astrof\u00edsica y F\u00edsica: junio 2014\" \/><\/p>\n<p style=\"text-align: justify;\">Se\u00f1ales modo B captadas por BICEP2.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Estas sombras ser\u00edan una especie de eco del\u00a0<em>big bang<\/em> en las microondas, lo que pone en duda la validez de la popular teor\u00eda sobre el origen del Universo. El trabajo se publica en la edici\u00f3n del 1 de septiembre de 2006 del\u00a0<em>Astrophysical Journal<\/em>.<\/p>\n<p style=\"text-align: justify;\">El estudio se bas\u00f3 en observaciones realizadas con el observatorio orbital de la NASA WMAP (Wilkinson Microwave Anisotropy Probe \u2013 prueba Wilkinson de la anisotrop\u00eda en microondas), que tiene como objetivo estudiar la radiaci\u00f3n c\u00f3smica de fondo. Para ello se estudiaron las sombras dejadas en esta radiaci\u00f3n c\u00f3smica de fondo por 31 c\u00famulos de galaxias.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/s3.ap-south-1.amazonaws.com\/spaceleer\/9.jpg\" alt=\"2018 septiembre 17 : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Dr Lieu expresa que \u201cEstas sombras son algo bien conocido que hab\u00eda sido previsto hace a\u00f1os\u201d, y es \u201cel \u00fanico m\u00e9todo directo para determinar la distancia al origen de la radiaci\u00f3n c\u00f3smica de fondo\u201d, hasta ahora toda la evidencia apuntaba a que era originada por una gran bola de fuego denominada\u00a0<em>big bang<\/em> y ha sido circunstancial.<\/p>\n<p style=\"text-align: justify;\">Lieu menciona tambi\u00e9n que \u201csi usted ve una sombra, indica que la radiaci\u00f3n viene m\u00e1s all\u00e1 del c\u00famulo de galaxias, y si no las ve, hay un problema, entre los 31 c\u00famulos estudiados, algunos mostraron el efecto de sombra y otras no\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 0px;\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/d4\/WMAP_Leaving_the_Earth_or_Moon_toward_L2.jpg\" alt=\"\" width=\"589\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En estudios previos, se han reportado la presencia de este tipo de sombras en la radiaci\u00f3n c\u00f3smica de fondo, estos estudios sin embargo no usaron los datos proporcionados por el WMAP el cual est\u00e1 dise\u00f1ado y construido espec\u00edficamente para estudiar esta radiaci\u00f3n de fondo.<\/p>\n<p style=\"text-align: justify;\">Si la teor\u00eda est\u00e1ndar de la creaci\u00f3n del Universo o\u00a0<em><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a><\/em> es la correcta y la radiaci\u00f3n c\u00f3smica de fondo viene a la Tierra desde los confines del Universo, los c\u00famulos masivos de galaxias que emiten <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a><\/a>, cercanos a la V\u00eda L\u00e1ctea, deber\u00edan mostrar todos, la presencia de estas sombras en la radiaci\u00f3n c\u00f3smica de fondo.<\/p>\n<p style=\"text-align: justify;\">Los cient\u00edficos aseguran tambi\u00e9n que basados en todo el conocimiento, hasta ahora, de las fuentes de radiaci\u00f3n y halos alrededor de los c\u00famulos de galaxias, es imposible que estos c\u00famulos gal\u00e1cticos puedan emitir microondas a una frecuencia e intensidad id\u00e9nticos a la radiaci\u00f3n c\u00f3smica de fondo.<\/p>\n<p style=\"text-align: justify;\"><a class=\"image\" href=\"http:\/\/commons.wikimedia.org\/wiki\/File:Sunyaev.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/3\/33\/Sunyaev.jpg\/220px-Sunyaev.jpg\" alt=\"Sunyaev.jpg\" width=\"220\" height=\"329\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 158px;\" src=\"http:\/\/nuclearweaponarchive.org\/Russia\/Zeldovch.jpg\" alt=\"\" width=\"160\" height=\"239\" \/><\/a><\/p>\n<p style=\"text-align: justify;\"><span><span style=\"font-size: smaller;\">Rashid Sunyaev\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Yakov Zel\u2019<\/span><\/span><\/p>\n<p style=\"text-align: justify;\"><span><span style=\"font-size: smaller;\"><br \/>\n<\/span><\/span><\/p>\n<p style=\"text-align: justify;\">La predicci\u00f3n de la radiaci\u00f3n c\u00f3smica de fondo data del a\u00f1o 1948 y fue descubierta en 1965. La predicci\u00f3n del efecto de sombra fue realizada en 1969, por los cient\u00edficos rusos Rashid Sunyaev y Yakov Zel\u2019dovich. El efecto se crear\u00eda de la siguiente forma: los c\u00famulos de galaxias emiten luz en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a><\/a> por acci\u00f3n de la gravedad de su centro, que atrapa gas y lo calienta enormemente. Este gas es tan caliente que pierde sus <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">electrones<\/a>, o sea que se ioniza, produciendo, a su vez, enormes espacios llenos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">electrones<\/a> libres. Estos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">electrones<\/a> libres interact\u00faan con los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a> individuales de la radiaci\u00f3n c\u00f3smica de fondo, originando con esto la desviaci\u00f3n de sus trayectorias originales y produciendo el efecto de sombra.<\/p>\n<p style=\"text-align: justify;\">Como ver\u00e9is, siempre habr\u00e1n motivos m\u00e1s que sobrados para la pol\u00e9mica y, a medida que se avanza la pol\u00e9mica crece, toda vez que, esos avances, dejan al descubierto muchas de las creencias largamanete asentadas que ahora, con las nuevas tecnolog\u00edas, podemos descubrir que, en realidad, eran distintas de como se hab\u00edan imaginado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_keNzm18eAvs\/So1xMebxdeI\/AAAAAAAABnM\/552FTiPJL1c\/s320\/envejecimiento-retardar.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00bfQue hace la Entrop\u00eda con nosotros?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si hablamos del Universo no podemos olvidar \u201cEl Tiempo\u201d con su hermana \u201cLa Entrop\u00eda\u201d destructora de todo lo que existe que, a medida que el primero transcurre, la segunda lo transforma todo. Debemos aprovechar ese corto espacio de tiempo que nos otorga el transcurrir entre las tres im\u00e1genes de arriba, sin no sabemos aprovecharlos\u2026\u00bfpara qu\u00e9 estamos aqu\u00ed? \u00bfAcaso ser\u00e1 cierto que todo comenz\u00f3 con la explosi\u00f3n de una <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a> que produjo lo que llamamos <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>?<\/p>\n<p style=\"text-align: justify;\">S\u00ed, es posible que todo comenzara as\u00ed. Sin embargo, nadie lo puede asegurar. Y, algunos dicen que somos uno de tantos universos que en el Multiverso est\u00e1n. Si eso fuera as\u00ed \u00bfHabr\u00e1 otros seres en esos otros universos? En las im\u00e1genes de abajo os pongo dos bellezas, una bonita Nebulosa y la Tierra que nos acoge, sin embargo, en el \u00e1mbito cercano y familiar, podemos encontrar im\u00e1genes m\u00e1s bellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"foro_img\" src=\"http:\/\/www.ecoloquia.com\/08\/universo.jpg\" alt=\"\" align=\"top\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.astromia.com\/universo\/fotos\/nebulosasemision1.jpg\" alt=\"GC6YETP #041 - Ori\u00f3n - Nebulosas de emisi\u00f3n (Unknown Cache) in ...\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 Nebulosa de emisi\u00f3n. Es la Nebulosa del \u00c1guila a 7.000 a\u00f1os luz de distancia<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.freepik.com\/foto-gratis\/vista-planeta-tierra-azul-espacio_117023-10.jpg\" alt=\"Vista del planeta tierra azul en el espacio. | Foto Premium\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0La Tierra vista desde el Espacio<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/elordenmundial.com\/wp-content\/uploads\/2017\/01\/ESPACIO-1024x640.jpg\" alt=\"La militarizaci\u00f3n del espacio, \u00faltima frontera de las power ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfSer\u00e1 \u00e9sta la \u00faltima frontera? No,\u00a0 creo que no, el Universo que nosotros conocemos, por mucho que corramos tras \u00e9l, nunca podremos alcanzar el final. Siendo as\u00ed, hablar de la \u00faltima frontera, es\u2026, al menos, arriesgado. No conocemos bien ni los objetos que pueblan nuestro propio Sistema solar, esos mundos enormes y gaseosos que, a su vez, est\u00e1n rodeados de otros peque\u00f1os mundos en los que, posiblemente, la vida est\u00e9 presente. Sin embargo, nos permitimos hablar de los confines del Universo situados en lugares inaccesibles para nosotros. Bueno, al menos de momento.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/-H-Spf4K58fg\/TbOMlOnpCsI\/AAAAAAAAIjc\/m2jXIn6Wedk\/s640\/rosadeagua+072.JPG\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0Contemplar una flor, un paisaje, sentir la brisa del Mar, mirar las estrellas&#8230; \u00a1No cuesta nada y alimenta el esp\u00edritu!<\/p>\n<p style=\"text-align: justify;\">El poco tiempo que estamos aqu\u00ed, si podemos disfrutar de Im\u00e1genes como \u00e9sta, de nuestra amiga Anadelagua, lo podemos dar por bien empleado. Vistas as\u00ed consiguen sacar de nosotros lo mejor y, si eso es as\u00ed (que lo es), mir\u00e9mosla durante un largo rato.<\/p>\n<p style=\"text-align: justify;\">\u00a1Que sentimiento de paz! \u00a1De simbiosis con la Naturaleza!<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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%2F08%2F06%2Fel-extrano-universo-%25c2%25a1el-universo-cotidiano-2%2F&amp;title=%21El+extra%C3%B1o+Universo%21+%C2%A1El+Universo+cotidiano%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%2F08%2F06%2Fel-extrano-universo-%25c2%25a1el-universo-cotidiano-2%2F&amp;title=%21El+extra%C3%B1o+Universo%21+%C2%A1El+Universo+cotidiano%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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padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; 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>\u00bfQue ser\u00e1n, estos extra\u00f1os cuerpos. Lo llaman Objeto de Hanny es una extra\u00f1a y brillante nube de gas verde que, en su momento, intrig\u00f3 a los astr\u00f3nomos desde que se descubri\u00f3 en 2007. La nube destaca cerca de una galaxia espiral porque un cu\u00e1sar (un agujero negro supermasivo) en su n\u00facleo la ha iluminado como [&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":[49],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/10150"}],"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=10150"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/10150\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=10150"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=10150"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=10150"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}