{"id":26742,"date":"2021-07-02T05:41:06","date_gmt":"2021-07-02T04:41:06","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26742"},"modified":"2021-07-02T05:41:06","modified_gmt":"2021-07-02T04:41:06","slug":"el-extrano-universo-%c2%a1el-universo-cotidiano-11","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/07\/02\/el-extrano-universo-%c2%a1el-universo-cotidiano-11\/","title":{"rendered":"!El extra\u00f1o Universo! \u00a1El Universo cotidiano!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/23\/seguimos-buscando-nuestro-origen\/\" rel=\"prev\">Seguimos buscando nuestro origen<\/a><\/h2>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.sindioses.org\/cienciaorigenes\/biopoyesis15.jpg\" alt=\"\" width=\"584\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">La c\u00e9lula viva es un sistema din\u00e1mico, en cambio constante en el cual las sustancias qu\u00edmicas se tornan ordenados por un tiempo en estructuras microsc\u00f3picas, tan solo para disolverse nuevamente cuando otras mol\u00e9culas se juntan para formar los mismos tipos de estructuras nuevamente, o para sustituirlas nuevamente en la misma estructura.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Pin en Biolog\u00eda\" \/><img decoding=\"async\" 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\" alt=\"Organelas 2018\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;En biolog\u00eda celular, se denominan org\u00e1nulos\u200b (o tambi\u00e9n\u00a0<strong>organelas<\/strong>,\u200b\u00a0<strong>organelos<\/strong>,\u200b organoides\u200b) a las diferentes estructuras contenidas en el cito<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> de las c\u00e9lulas, principalmente las eucariotas, que tienen una forma determinada. La c\u00e9lula procariota carece de la mayor parte de los org\u00e1nulos.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Las organelas de las cuales las c\u00e9lulas est\u00e1n hechas no son m\u00e1s est\u00e1ticas que la llama de una vela. En cualquier instante, la vela exhibe un patr\u00f3n din\u00e1mico de casamientos y divorcios qu\u00edmicos, de procesos que producen energ\u00eda y procesos que la consumen, de estructuras form\u00e1ndose y estructuras desapareciendo. La vida es proceso no una cosa.<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/enigmas-siempre-enigmas\/\" rel=\"next\">Enigmas, siempre enigmas<\/a><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Les myst\u00e9rieux portails et portes des \u00e9toiles du monde antique | Le savoir  perdu des anciens\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRehkY7pDUFqoCuRLlXh_fyAErjGfWyW4evxlnPzXXF-I4wzBY_sMNdq71Dgvq0gU8QdSc&amp;usqp=CAU\" alt=\"Mundos Extra\u00f1os. Bosque Fotos, Retratos, Im\u00e1genes Y Fotograf\u00eda De Archivo  Libres De Derecho. Image 11016164.\" \/><\/div>\n<h3 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El Universo posee una extra\u00f1a infinidad de mundos<\/h3>\n<p style=\"text-align: justify;\">Un equipo de cient\u00edficos ha dise\u00f1ado un test para descubrir si el universo primitivo pose\u00eda una sola dimensi\u00f3n espacial. Este concepto alucinante es el n\u00facleo de una teor\u00eda que el f\u00edsico de la Universidad de Buffalo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"POSIBLEMENTE EL UNIVERSO ORIGINALMENTE FUE UNIDIMENSIONAL \u2013 UNIVERSITAM\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfUna sola dimensi\u00f3n? La idea no se estructura en mi cabeza<\/p>\n<p style=\"text-align: justify;\">Dejan Stojkovic y sus colegas proponen y que sugiere que el Universo primitivo tuvo solo una dimensi\u00f3n antes de expandirse e incluir el resto de dimensiones que vemos en el mundo actualmente. De ser v\u00e1lida, la teor\u00eda abordar\u00eda los problemas importantes de la f\u00edsica de part\u00edculas. Han descrito una prueba que puede ratificar o refutar la hip\u00f3tesis de la \u201cfuga de dimensiones\u201d.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/-f-c9-5TOZyc\/Tvy5CZAy_ZI\/AAAAAAAAAWg\/qNh2F-ov5lE\/s1600\/5248833697_b769f602a3.jpg\" alt=\"El Frikismo Ilustrado: diciembre 2011\" \/><\/p>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Una mancha misteriosa y brillante de gas verde flota en el espacio. Es el\u00a0<strong>Objeto de Hanny<\/strong>\u00a0que tiene intrigados a los astr\u00f3nomos desde que fue descubierto en 2007 por una joven aficionada. Y todo, dicen los expertos, porque el n\u00facleo de la nube est\u00e1 iluminado por un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> super-masivo (un qu\u00e1sar) como si fuera un foco de gran alcance.&#8221;<\/p>\n<\/blockquote>\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>\u00a0<\/em>ha descubierto 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;\"><img decoding=\"async\" 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\" alt=\"Lezing: Hanny van Arkel over Hanny's Voorwerp\" \/><\/p>\n<p style=\"text-align: justify;\">Su descubridora, Hanny van Arkel, explic\u00f3 en su\u00a0<a href=\"http:\/\/www.hannysvoorwerp.com\/\" target=\"_blank\">blog<\/a>\u00a0que estaba 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>\u00a0, 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>\u00a0<\/em>en sus im\u00e1genes de campo profundo.<\/p>\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;\">\u00a0 \u00a0 Nuestra vecina del Grupo Local que en unos miles de millones de a\u00f1os se fusionar\u00e1 con la V\u00eda L\u00e1ctea<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Un astr\u00f3nomo persa, al-Sufi, 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>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El telescopio Hubble capta la colisi\u00f3n de los galaxias | RTVE.es\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTwGUc-gzIllDZ-N-IANvTjEvQSVUSjGZEGh2Vle2ElRpGpQIwL80hRnCCLTLpkpKxvmps&amp;usqp=CAU\" alt=\"Las mejores im\u00e1genes del Hubble en sus 30 a\u00f1os de vida\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\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<\/blockquote>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/3.bp.blogspot.com\/-PFhq96UwOao\/TtGUcAkUSKI\/AAAAAAAAFMY\/ZAGQIhu112w\/s1600\/lowellobserva.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/-PFhq96UwOao\/TtGUcAkUSKI\/AAAAAAAAFMY\/ZAGQIhu112w\/s640\/lowellobserva.jpg\" alt=\"\" width=\"640\" height=\"498\" border=\"0\" \/><\/a><\/div>\n<p style=\"text-align: justify;\"><strong>Plut\u00f3n fue descubierto a ra\u00edz de una b\u00fasqueda telesc\u00f3pica iniciada en 1905 por el astr\u00f3nomo estadounidense Percival Lowell, quien supuso la existencia de un planeta situado m\u00e1s all\u00e1 de Neptuno como el causante de ligeras perturbaciones en los movimientos de Urano.<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQgWAoDR1wMcSlwyrLDvZsOQKT_CGVAnHb-lQ&amp;usqp=CAU\" alt=\"Ocurri\u00f3 en un d\u00eda como hoy 12 de... - AstroCiencias Ecuador | Facebook\" \/><img decoding=\"async\" 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\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alt=\"Percival Lowell y los canales de Marte - Ciencia y educ... en Taringa!\" \/><\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Tambi\u00e9n crey\u00f3 ver los Canales de Marte<\/p>\n<p style=\"text-align: justify;\">El camino que condujo a su descubrimiento se atribuye a Percival Lowell quien fund\u00f3 el Observatorio Lowell en Flagstaff, Arizona y patrocin\u00f3 tres b\u00fasquedas separadas del &#8220;Planeta X&#8221;, del que por cierto, aqu\u00ed hemos hablado en alguna otra ocasi\u00f3n.<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSHhm2ZUbsAHjhFmjCNxDBI1SnwfhrpHM1hyQ&amp;usqp=CAU\" alt=\"Espectroscop\u00eda \u2013 UNIVERSO Blog\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo calcular la edad del Universo a partir de la Ley de Hubble \u2013 La  Conexi\u00f3n C\u00f3smica\" \/><\/p><\/blockquote>\n<blockquote>\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. Su compatriota Edwin\u00a0<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>\u00a0interpret\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 esto \u00faltimo no suceder\u00e1 nunca. La materia del Universo parece estar aproximadamente en la tasa del la Densidad Cr\u00edtica.<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/cosmologia.relatividad.org\/galaxias.JPG\" alt=\"Resultado de imagen de El telescopio espacial Hubble enfoc\u00f3 regiones del espacio aparentemente vac\u00edas y negras, y despu\u00e9s de muchos d\u00edas de exposici\u00f3n obtuvo unas bell\u00edsimas fotos de galaxias muy lejana\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">El telescopio espacial <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> enfoc\u00f3 regiones del espacio aparentemente vac\u00edas y negras, y despu\u00e9s de muchos d\u00edas de exposici\u00f3n obtuvo unas bell\u00edsimas fotos de galaxias muy lejanas, entre las cuales se distinguen unas cuantas peque\u00f1as galaxias rojas, color que deben a un corrimiento al rojo tan elevado que se calcula por la ley de <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> que su luz fue emitida hace unos 13000 millones de a\u00f1os. (foto recortada de foto cortes\u00eda de la NASA).<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Por fin sabemos cu\u00e1ndo Andr\u00f3meda chocar\u00e1 con nuestra galaxia\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\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 estar\u00e1 aqu\u00ed aproximadamente en 3.000 millones de a\u00f1os cuando\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>\u00a0y fusionarse ambas formando una\u00a0<a title=\"Galaxia el\u00edptica\" href=\"http:\/\/es.wikipedia.org\/wiki\/Galaxia_el%C3%ADptica\">galaxia el\u00edptica<\/a>\u00a0gigante. 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;\"><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/-opFz9FL15No\/TVgeuiz83JI\/AAAAAAAAAxI\/TCuY4aalZ6g\/s1600\/big-bang.jpg\" alt=\"Resultado de imagen de Una bola de fuego primordial fue el comienzo del Universo\" \/><\/p>\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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">quarks<\/a>\u00a0y los\u00a0<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\u00a0<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>\u00a0de la que tanto hablamos, \u00bfestaba ya all\u00ed cuando lleg\u00f3 la bari\u00f3nica? Si no fuese as\u00ed, \u00bfC\u00f3mo se pudieron formar las Galaxias?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Formaci\u00f3n de galaxias tempranas | ALMA\" \/><img decoding=\"async\" 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\" alt=\"La teor\u00eda de formaci\u00f3n de galaxias: Entrevista a Teresita Su\u00e1rez Noguez -  Mito | Revista Cultural\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRhOVUF30a-luoyK_B5HKxTdvmlAFEwPOqcO3OCvDn9h2RnTvChh1r443-hdol-CkXFxjM&amp;usqp=CAU\" alt=\"Diario La Verdad - Hallan 4 mil galaxias tempranas en mapa 3D del Universo\" \/><\/p>\n<p style=\"text-align: justify;\">Creemos que conocemos la respuesta, aunque, en realidad, lo que s\u00ed tenemos es un modelo de 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;\">Nos vamos hacia atr\u00e1s en el tiempo y ponemos se\u00f1ales y nombres como los del l\u00edmite y\u00a0<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:\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">protones<\/a>\u00a0y\u00a0<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>,\u00a0<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>\u00a0y part\u00edcula\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">tau<\/a>con sus\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">neutrinos<\/a>\u00a0asociados). 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;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/esmateria.com\/wp-content\/uploads\/2014\/03\/b_over_b_rect_BICEP2-1024x584.png\" alt=\"\" width=\"689\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Cient\u00edficos de EEUU detectan ondas gravitacionales que ser\u00edan la primera evidencia directa de la inflaci\u00f3n, el momento de la historia del universo en que en menos de un segundo pas\u00f3 de ser un punto diminuto a convertirse en una inmensidad. Han captado los primeros momentos del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. De acuerdo con la teor\u00eda de la Relatividad de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><a href=\"http:\/\/esmateria.com\/2012\/12\/20\/el-universo-dira-si-einstein-tenia-razon-antes-de-2016\/\">, aquel cataclismo debi\u00f3 generar ondas gravitacionales<\/a>, una especie de ondas expansivas cuyos efectos, aunque d\u00e9biles, a\u00fan podr\u00edan observarse ahora, 13.800 millones de a\u00f1os despu\u00e9s. Los investigadores del experimento BICEP 2, un telescopio de microondas situado en pleno Polo Sur, dicen haber fotografiado esas ondas por primera vez. Estas ondas son \u201clos primeros temblores del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>\u201d,seg\u00fan el CFA.<\/p>\n<p style=\"text-align: justify;\">Esas sombras ser\u00edan una especie de eco del B<em>ig Bang<\/em>\u00a0en las microondas, lo que pone en duda la validez de la popular teor\u00eda sobre el origen del Universo. El trabajo se public\u00f3 en la edici\u00f3n del 1 de septiembre de 2006 del\u00a0<em>Astrophysical Journal<\/em>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"WMAP - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Wilkinson Microwave Anisotropy Probe | NASA\" \/><\/p>\n<p style=\"text-align: justify;\">Existen otros estudios llevados a cabo por 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;\">El Dr. Lieu, especialista en el tema 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 B<em>ig Bang<\/em>\u00a0y 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;\"><img decoding=\"async\" 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\" alt=\"WMAP - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Diagrama del WMAP<\/p>\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>\u00a0es 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\u00a0<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;\">\u00a0<a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:WMAP.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/a5\/WMAP.jpg\/300px-WMAP.jpg\" alt=\"\" width=\"300\" height=\"174\" data-file-width=\"2198\" data-file-height=\"1274\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">Imagen del WMAP de la anisotrop\u00eda de la temperatura del CMB.<\/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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Rashid Sunyaev - FBBVA\" \/><img decoding=\"async\" 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\" alt=\"The Zeldovich Universe: Genesis and Growth of the Cosmic Web\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Rashid 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 Yakov Zel\u2019dovich.<\/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\u00a0<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>\u00a0por acci\u00f3n de la gravedad de su centro, que atrapa gas y lo calienta enormemente. Este gas es tan caliente que pierde sus\u00a0<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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">electrones<\/a>\u00a0libres. Estos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/24\/el-extrano-universo-%C2%A1el-universo-cotidiano\/#\">electrones<\/a>\u00a0libres interact\u00faan con los\u00a0<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>\u00a0individuales 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 largamante 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;\"><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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00bfQu\u00e9 hace la Entrop\u00eda con nosotros?<\/p>\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\u00a0<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>\u00a0que produjo lo que llamamos <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>?\u00a0 Seguros, lo que se dice seguros&#8230; \u00a1No estamos!<\/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 fuese as\u00ed \u00bfHabr\u00e1 otros seres en esos otros universos?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.abc.es\/Media\/201010\/22\/new-most-distant-galaxy-ultra-deep-field_27705_600x450--478x270.jpg\" alt=\"La \u00faltima frontera del Universo\" \/><\/p>\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.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/c.files.bbci.co.uk\/7562\/production\/_118005003_gettyimages-1191009170.jpg\" alt=\"C\u00f3mo nuestra comprensi\u00f3n actual del universo es en verdad &amp;quot;una admisi\u00f3n de  nuestra ignorancia&amp;quot; - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">Claro que nuestras creencias actuales sobre el Universo y su origen podr\u00eda ser una gran verdad o, la prueba de nuestra inmensa ignorancia&#8230; \u00a1Quien sabe! Es mucho lo que no sabemos.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, nos permitimos hablar de los confines del Universo situados en lugares inaccesibles para nosotros. Bueno, al menos de momento. Incluso alg\u00fan grupo de astr\u00f3nomos han realizado un trabajo queriendo llegar a los confines del Universo y, de manera sorprendente, han declarado que mucho m\u00e1s all\u00e1, han detectado la presencia de un inmenso bloque de materia que, seg\u00fan todos los indicios&#8230; \u00a1Es otro Universo!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"2017 octubre : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Ana del Agua, nueva directora financiera para el Sur de Europa de Tunstall  Healthcare - Geriatricarea\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0Una bella flor, una bella canci\u00f3n, un bello paisaje, un buen libro&#8230; \u00a1Tenemos tantas cosas buenas!<\/p>\n<p style=\"text-align: justify;\">El poco tiempo que estamos aqu\u00ed, si podemos disfrutar de Im\u00e1genes como \u00e9sta, captada por nuestra amiga Ana del Agua, 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, si es posible oyendo cantar a\u00a0Sarah Brightman,\u00a0\u00a0el Sue\u00f1o de las Hadas de Enya, la banda sonora de Juego de Tronos, o, cualquier otra obra musical que nos eleve el Alma para que nos transporte a otro mundo sin salir de este mundo nuestro.<\/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%2F2021%2F07%2F02%2Fel-extrano-universo-%25c2%25a1el-universo-cotidiano-11%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; 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