{"id":11829,"date":"2024-08-12T05:33:31","date_gmt":"2024-08-12T04:33:31","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=11829"},"modified":"2024-08-12T05:33:55","modified_gmt":"2024-08-12T04:33:55","slug":"el-universo-siempre-asombroso-4","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2024\/08\/12\/el-universo-siempre-asombroso-4\/","title":{"rendered":"El Universo siempre asombroso"},"content":{"rendered":"<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/estaticos-cdn.prensaiberica.es\/clip\/8f81f1cf-d958-422d-92c8-7771c8ab847a_16-9-aspect-ratio_default_0.jpg\" alt=\"Henrietta Leavitt - Diario C\u00f3rdoba\" width=\"582\" height=\"328\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Los dos grandes retos que los Astr\u00f3nomos hab\u00edan tenido desde siempre hab\u00edan sido medir las distancias alas estrellas y averiguar su composici\u00f3n. Como sab\u00e9is, el primero de los problemas se solucion\u00f3 al utilizar las Cefeidas, estrellas de brillo variable, como est\u00e1ndares. Estas estrellas hab\u00edan sido estudiadas por la americana <strong>Henrietta Leavitt<\/strong>, y en 1912 hab\u00eda conseguido relacionar la magnitud absoluta (brillo intr\u00ednseco de una estrella) con el per\u00edodo de su oscilaci\u00f3n luminosa. Para llegar al lugar de Observaci\u00f3n, las cosas no eran f\u00e1ciles y, los caminos que llevaban hasta el Observatorio eran peligrosos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.petloveshack.com\/Obseervatory.jpg\" alt=\"Mount Wilson Observatory located in California\" width=\"337\" height=\"208\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.discoverlosangeles.com\/sites\/default\/files\/images\/2019-05\/Mount%20Wilson%20Observatory%20mountains.jpg\" alt=\"Mount Wilson Observatory: The Story of an LA Icon | Discover Los Angeles\" width=\"366\" height=\"209\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\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 Post Card<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 P-69 Mount Wilson Observatory, CA<\/strong><\/p>\n<p style=\"text-align: justify;\">Teniendo en cuenta esta Ley, Edwin\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/11\/04\/recordando-el-pasado\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>\u00a0hab\u00eda detectado en 1925 en el Mount Wilson Observatory doce cefeidas en la \u201cNebulosa\u201d de Andr\u00f3meda que las situaban a una distancia mayor que el tama\u00f1o de nuestra Galaxia. Esto romp\u00eda todas las expectativas, ya que en ese momento se pensaba que todo el Universo estaba contenido en la V\u00eda L\u00e1ctea.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/universodoppler.files.wordpress.com\/2011\/05\/551328main1_hs-2011-15-a-670.jpg\" alt=\"\" width=\"566\" height=\"414\" \/><\/p>\n<div>\n<blockquote><p><strong>Hagamos un alto en el camino para hacer justicia y dar al Cesar lo que es del Cesar, es decir, el m\u00e9rito del descubrimiento de las estrellas Cefeidas.<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>&#8220;Henrietta Swan Leavitt<\/strong>\u00a0(Lancaster,\u00a0<a title=\"Massachusetts\" href=\"http:\/\/es.wikipedia.org\/wiki\/Massachusetts\">Massachusetts<\/a>,\u00a0<a title=\"4 de julio\" href=\"http:\/\/es.wikipedia.org\/wiki\/4_de_julio\">4 de julio<\/a>\u00a0de\u00a0<a title=\"1868\" href=\"http:\/\/es.wikipedia.org\/wiki\/1868\">1868<\/a>\u00a0\u2013\u00a0<a title=\"12 de diciembre\" href=\"http:\/\/es.wikipedia.org\/wiki\/12_de_diciembre\">12 de diciembre<\/a>\u00a0de\u00a0<a title=\"1921\" href=\"http:\/\/es.wikipedia.org\/wiki\/1921\">1921<\/a>) fue una astr\u00f3noma\u00a0<a title=\"Estados Unidos de Am\u00e9rica\" href=\"http:\/\/es.wikipedia.org\/wiki\/Estados_Unidos_de_Am%C3%A9rica\">estadounidense<\/a>.<\/p>\n<p style=\"text-align: justify;\">Leavitt estudi\u00f3 las estrellas variables\u00a0<a title=\"Cefeidas\" href=\"http:\/\/es.wikipedia.org\/wiki\/Cefeidas\">Cefeidas<\/a>, cuyo brillo var\u00eda a periodos regulares, en el\u00a0<a title=\"Harvard College Observatory\" href=\"http:\/\/es.wikipedia.org\/wiki\/Harvard_College_Observatory\">Observatorio del Harvard College<\/a>. Descubri\u00f3 y catalog\u00f3 estrellas variables en las\u00a0<a title=\"Nube de Magallanes\" href=\"http:\/\/es.wikipedia.org\/wiki\/Nube_de_Magallanes\">Nubes de Magallanes<\/a>, lo que le permiti\u00f3 descubrir en\u00a0<a title=\"1912\" href=\"http:\/\/es.wikipedia.org\/wiki\/1912\">1912<\/a> que las Cefeidas de mayor luminosidad intr\u00ednseca ten\u00edan largos periodos, mostrando una la relaci\u00f3n entre ambos.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Diagrama Hertzsprung-Russell\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen de Diagrama Hertzsprung-Russell\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Un a\u00f1o despu\u00e9s,\u00a0<a title=\"Ejnar Hertzsprung\" href=\"http:\/\/es.wikipedia.org\/wiki\/Ejnar_Hertzsprung\">Ejnar Hertzsprung<\/a>\u00a0determin\u00f3 la distancia de unas pocas Cefeidas lo que le permiti\u00f3 calibrar la relaci\u00f3n Periodo-Luminosidad. Por lo tanto, a partir de entonces, observando el periodo de una Cefeida se podr\u00eda conocer su luminosidad (y\u00a0<a title=\"Magnitud absoluta\" href=\"http:\/\/es.wikipedia.org\/wiki\/Magnitud_absoluta\">magnitud absoluta<\/a>) que compar\u00e1ndola con la\u00a0<a title=\"Magnitud aparente\" href=\"http:\/\/es.wikipedia.org\/wiki\/Magnitud_aparente\">magnitud aparente<\/a>\u00a0observada permitir\u00eda establecer la distancia a dicha Cefeida. Este m\u00e9todo podr\u00eda utilizarse tambi\u00e9n para obtener la distancia a otras galaxias en las que se observasen estrellas Cefeidas, tal y como lo hizo\u00a0<a title=\"Edwin Hubble\" href=\"http:\/\/es.wikipedia.org\/wiki\/Edwin_Hubble\">Edwin <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>\u00a0en los a\u00f1os 1920 con la galaxia de\u00a0<a title=\"Galaxia de Andr\u00f3meda\" href=\"http:\/\/es.wikipedia.org\/wiki\/Galaxia_de_Andr%C3%B3meda\">Andr\u00f3meda<\/a>.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Espectro del hidr\u00f3geno, mercurio y ne\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Cada elemento tiene su propio espectro, su huella dactilar<\/strong><\/p>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.iaa.es\/sites\/www-revista.iaa.es\/files\/Fig4AtomicSpectra.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Cada elemento qu\u00edmico (como el hidr\u00f3geno, mercurio y ne\u00f3n en la figura) tiene un espectro \u00fanico. La identificaci\u00f3n de las l\u00edneas en los espectros de objetos &#8230;<\/p>\n<p style=\"text-align: justify;\">As\u00ed que el segundo reto hab\u00eda llevado a los astr\u00f3nomos a estudiar el espectro de la luz que emiten las estrellas. Aunque en esa \u00e9poca la t\u00e9cnica espectrosc\u00f3pica era muy rudimentaria, comenz\u00f3 a dar sus frutos. Uno de ellos vino de la mano de <strong>Vesto Slipher<\/strong>, quien en la conferencia que imparti\u00f3 en el Lowell Observatory de Flagstaff (Arizona), en junio de 1925, anunci\u00f3 que el espectro de la luz que hab\u00eda recogido en la mayor parte de las galaxias estaba desplazado hacia el rojo. No se sab\u00eda a ciencia cierta lo que esto pod\u00eda significar, pero Harlow Shapley, apoyado en el Efecto Doppler, consider\u00f3 que ese corrimiento hacia el rojo era consecuencia de que las galaxias se desplazaban.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de el Efecto Doppler\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTOGmERZKAMz0fsEpSoZoau7nahGaTfUF4-yoeqS6_liO1lXfi1\" alt=\"Resultado de imagen de el Efecto Doppler\" width=\"298\" height=\"223\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Un Universo eterno en su evoluci\u00f3n<\/strong><\/p>\n<p style=\"text-align: justify;\">Georges Lama\u00ectre irrumpi\u00f3 en ese escenario t\u00edmidamente, como un estudiante de postgrado. Hab\u00eda nacido a finales del siglo XIX en el sur de B\u00e9lgica. Era el mayor de cuatro hermanos. Su padre hab\u00eda estudiado Derecho en la <strong>Universidad de Louvain<\/strong> y ten\u00eda una f\u00e1brica de vidrio. Georges comenz\u00f3 la carrera de Ingeniero de Minas en Lovaina, pero sus estudios se vieron interrumpidos al estallar la Primera Guerra Mundial, en la que particip\u00f3 como artillero. Al acabar el conflicto b\u00e9lico, regreso a las Aulas, pero no para continuar sus estudios de Ingenier\u00eda, sino que, se matricul\u00f3 de en el segundo ciclo de F\u00edsica y Matem\u00e1ticas. A su t\u00e9rmino, ingres\u00f3 en el Seminario de Malinas y en cc1923 recibi\u00f3 las \u00d3rdenes sagradas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Georges Lema\u00eetre\" width=\"163\" height=\"240\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Georges Lema\u00eetre\" width=\"428\" height=\"240\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0 \u00a0 Georges Lema\u00eetre en 1933, durante una de sus exposiciones.<\/strong><\/p>\n<p style=\"text-align: justify;\">Su condici\u00f3n de sacerdote no le impidi\u00f3 continuar en su carrera cient\u00edfica y pidi\u00f3 ser admitido como estudiante investigador de Astronom\u00eda en el <strong>Royal Observatory<\/strong> de Greenwich para el curso 1923-24. All\u00ed fue alumno de <strong>Eddintong<\/strong>, que le ense\u00f1\u00f3 a conjugar la Astronom\u00eda con la Teor\u00eda de la Relatividad. No dej\u00f3 de estar al d\u00eda con todos y cada uno de los adelantos y experimentos que se realizaban en aquel campo de la Astronom\u00eda Cosmol\u00f3gica.<\/p>\n<p style=\"text-align: justify;\">En 1926, el Jurado de su Doctorado le comunic\u00f3 que su tesis conten\u00edan todos y cada uno de los requisitos exigidos para su admisi\u00f3n y, resaltaban su grado de madurez matem\u00e1tica. En 1927, public\u00f3 un trabajo en el que presentaba una soluci\u00f3n a las ecuaciones de la Relatividad general y que explicaba el Universo en su Conjunto.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.imgur.com\/W8uyPkg.png\" \/><\/p>\n<h1 class=\"article-main__title\">El cura que encontr\u00f3 d\u00f3nde empezaba el universo. El invent\u00f3 el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/h1>\n<blockquote>\n<h2 class=\"article-main__description\" style=\"text-align: justify;\">No hace demasiado tiempo, cre\u00edamos que el universo era est\u00e1tico y que siempre hab\u00eda sido como es ahora. Fue Georges Lema\u00eetre quien rompi\u00f3 con esta idea sembrando la idea del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/h2>\n<\/blockquote>\n<p style=\"text-align: justify;\">Cuando escribi\u00f3 el trabajo no ten\u00eda noticias de trabajos previos de Friedmann, pues estaban escritos en ruso o alem\u00e1n, y ninguno de los modelos ni soluciones que conoc\u00eda hasta entonces le convenc\u00edan: el de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/11\/04\/recordando-el-pasado\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0conten\u00eda materia, pero era est\u00e1tico; el de De Sitter ajustando la constante cosmol\u00f3gica: un universo de simetr\u00eda esf\u00e9rica era din\u00e1mico pero carec\u00eda de materia. Al considerar que la densidad de materia pod\u00eda variar en el tiempo, Lama\u00edtre propuso una soluci\u00f3n intermedia entre la de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/11\/04\/recordando-el-pasado\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0y la de De Sitter ajustando la constante cosmol\u00f3gica: un universo de simetr\u00eda esf\u00e9rica, eterno y en evoluci\u00f3n. Con ese modelo no s\u00f3lo buscaba una soluci\u00f3n matem\u00e1tica correcta, sino que fuera compatible con la F\u00edsica, al dar explicaci\u00f3n a las observaciones astron\u00f3micas.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/15\/Studio_portrait_photograph_of_Edwin_Powell_Hubble_%28cropped%29.JPG\/640px-Studio_portrait_photograph_of_Edwin_Powell_Hubble_%28cropped%29.JPG\" alt=\"Edwin Hubble - Wikipedia, la enciclopedia libre\" width=\"327\" height=\"413\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Edwin\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/11\/04\/recordando-el-pasado\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a><\/p>\n<p style=\"text-align: justify;\">A\u00f1os m\u00e1s tarde,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/11\/04\/recordando-el-pasado\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>\u00a0hizo la misma propuesta que hoy conocemos como\u00a0 Constante de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/11\/04\/recordando-el-pasado\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>. As\u00ed que, el trabajo de Lama\u00edtre pas\u00f3 muy desapercibido y ello, le oblig\u00f3 a darlo a conocer para que, al menos, se le diera el m\u00e9rito a que era acreedor por justicia. Lama\u00edtre consider\u00f3 que el universo estaba en expansi\u00f3n exponencial con un pasado infinito, donde su tama\u00f1o, era casi constante en un primer momento, para luego crecer r\u00e1pidamente.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Constante de Hubble\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> era un hombre alto , elegante e imperioso, con una elevada opini\u00f3n de su lugar potencial en la historia. <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> lograba que todo lo que hac\u00eda pareciera hacerlo sin esfuerzo -hab\u00eda sido una gran figura del atletismo en pista, boxeador, becario en Oxford y abogado antes de ser astr\u00f3nomo-, y una de las cosas que menor esfuerzo le costaba era enfurecer a Shapley. <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> sac\u00f3 docenas de fotografias de M33 y su vecina M31, la espiral de Andr\u00f3meda, y hall\u00f3 en ellas lo que m\u00e1s tarde llam\u00f3 &#8220;densos enjambres de im\u00e1genes que en ning\u00fan aspecto difieren de las estrellas ordinarias&#8221;.<\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/estaticos-cdn.prensaiberica.es\/clip\/7ccc7c91-865f-4daf-9ab9-447b2b11d386_16-9-aspect-ratio_default_0.jpg\" alt=\"Fotograf\u00eda cedida por la NASA  y captada por el sat\u00e9lite &amp;quot;Galaxy Evolution Explorer&amp;quot; (Galex), que muestra una estela extraordinariamente larga, parecida a la de un cometa y procedente de la estrella &amp;quot;Mira&amp;quot;, que deja un rastro de 13 a\u00f1os luz o 20.000 veces la distancia media que separa a Plut\u00f3n del Sol. Los responsables de la investigaci\u00f3n coincidieron hoy en se\u00f1alar que &amp;quot;nunca se ha visto algo similar alrededor de una estrella&amp;quot;.\" width=\"593\" height=\"334\" \/><\/p>\n<p><strong>Mira la estrella cometa<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 Durante una exploraci\u00f3n del universo en luz ultravioleta, el telescopio espacial de la NASA Galaxy Evolution Explorer escane\u00f3 la conocida \u00b4gigante roja\u00b4 denominada \u00b4Mira\u00b4, que ha llamado la atenci\u00f3n de los astr\u00f3nomos desde hace 400 a\u00f1os. Este an\u00e1lisis permiti\u00f3 ver c\u00f3mo de la misma se desprende una enorme cola, similar a la que ofrecen los cometas, formada por &#8220;semillas&#8221; de nuevos sistemas planetarios. Este material se extiende a lo largo de nada menos que trece a\u00f1os luz, o 20.000 veces la distancia que separa a Plut\u00f3n del Sol.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los antiguos sumerios\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los antiguos babilonios\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Resultado de imagen de LKos antiguos mayas\" width=\"306\" height=\"191\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los antiguos Hindues\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La cosmolog\u00eda, a pesar del paso del tiempo, contin\u00faa siendo una disciplina interesante, basada en la astronom\u00eda y la f\u00edsica. Tenemos la necesidad de saber c\u00f3mo es nuestro mundo (el universo), incluso si esa visi\u00f3n es inexacta o incompleta. Los antiguos sumerios, hind\u00faes, babilonios y mayas combinaron la ciencia con la religi\u00f3n y las estructuras sociales para completar la imagen. Pensar que ahora nosotros, hacemos algo diferente es, enga\u00f1arnos a nosotros mismos. Si la cosmolog\u00eda moderna parece ajena a la religi\u00f3n, esto es porque las hemos convertido en una aut\u00e9ntica religi\u00f3n secular. Ahora, el sitio de los dioses, es ocupado por el Universo mismo, la Naturaleza sabia que tratamos de comprender.<\/p>\n<p style=\"text-align: justify;\">A diferencia de los f\u00edsicos o los qu\u00edmicos que aceptan gustosos los desaf\u00edos de sus paradigmas, los cosm\u00f3logos modernos son lagashianos, es decir, defienden el modelo que ellos han elegido frente a cualquier prueba que vaya contra \u00e9l. Como dijo el f\u00edsico ruso Lev Landau: \u201cLos cosm\u00f3logos caen a menudo en errores, pero nunca dudan\u201d.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/resize.hswstatic.com\/w_907\/gif\/big-bang-sound-1jpg.jpg\" alt=\"Resultado de imagen de Big Banf&quot;\" width=\"507\" height=\"285\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El mundo de la cosmolog\u00eda ortodoxa del big bang no soporta a los disidentes y, desde luego, hay muchos y la historia nos habla de ellos. Por poner un ejemplo, me referir\u00e9 al conocido protegido de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/13\/%C2%A1la-cosmologia-y-la-humanidad\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>, Halton Arp, educado en Harvard y Caltech que nunca renunci\u00f3 al rigor intelectual de su mentor y, en consecuencia, sosten\u00eda que los corrimientos hacia el rojo no demostraban necesariamente la existencia de un universo en expansi\u00f3n. Todos conocemos la calidad que como astr\u00f3nomo ten\u00eda Arp y de sus renombrados descubrimientos que, en su d\u00eda, llenaron las primeras portadas de toda la prensa.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/9\/94\/Arp_147.jpg\/1200px-Arp_147.jpg\" alt=\"Arp 147 - Wikipedia, la enciclopedia libre\" width=\"624\" height=\"515\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Arp 147 es una pareja de galaxias en fuerte interacci\u00f3n localizada a unos 430 millones de a\u00f1os luz de la Tierra sobre la constelaci\u00f3n de Cetus. La colisi\u00f3n entre ambos objetos, que una vez fueron una t\u00edpica galaxia el\u00edptica y una t\u00edpica galaxia espiral, ha generado una onda expansiva de formaci\u00f3n estelar intensa en lo que era la galaxia espiral, deformando este objeto de tal forma que ahora tiene una estructura claramente anular.<\/p>\n<p style=\"text-align: justify;\">A veces, los objetos en el cielo que aparecen extra\u00f1os o diferentes de lo normal, tienen una historia que contar que puede ser cient\u00edficamente valioso. Esta fue la idea del cat\u00e1logo de <strong>Halton Arp<\/strong> de Galaxias Peculiares que apareci\u00f3 en los a\u00f1os 1960. Uno de los raros objetos listados es Arp 261, que ahora ha sido fotografiado con mayor detalle que nunca usando el instrumento FORS2 en el Telescopio Muy Grande de ESO. La imagen contiene varias sorpresas.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/static01.nyt.com\/images\/video\/2009\/03\/16\/5063_1_tlabstars_312x176.jpg\" alt=\"New Image of Arp 261 - The New York Times\" width=\"466\" height=\"263\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Arp 261<\/strong> yace a 70 millones de a\u00f1os luz de distancia en la constelaci\u00f3n de Libra. Su ca\u00f3tica y muy inusual estructura es creada por la interacci\u00f3n de dos galaxias. Aunque las estrellas individuales es muy raro que colisionen en este evento, ya que est\u00e1n muy alejadas unas de otras, las enormes nubes de gas y polvo ciertamente chocan a gran velocidad, lo que provoca nuevos c\u00famulos de calientes estrellas. Las \u00f3rbitas de las estrellas existentes son dram\u00e1ticamente alteradas, creando los remolinos que se extienden en la parte superior izquierda e inferior derecha de la imagen. Ambas galaxias eran probablemente enanas, no muy distintas que las Nubes de Magallanes que orbitan nuestra galaxia.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/as.com\/epik\/imagenes\/2018\/03\/06\/portada\/1520341401_315006_1520343876_noticia_normal.jpg\" alt=\"Resultado de imagen de Big Banf&quot;\" width=\"561\" height=\"316\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Viendo esas im\u00e1genes de incre\u00edble misterio, toda vez que esconden historias que tenemos que deducir de sus configuraciones, nos hacen caer en la cuenta de que, en realidad, todas nuestras cosmolog\u00edas, desde las cosmolog\u00edas sumerias y maya hasta la de los \u201cexpertos\u201d actuales, est\u00e1n limitadas por una falta de visi\u00f3n que conlleva una enorme carencia de conocimientos. El que sabe, tiene una panor\u00e1mica visual de la mente mucho m\u00e1s amplia que el que no tiene los conocimientos y, lo decimos fuerte y claro: \u00a1A\u00fan no sabemos! Innegable es que vamos avanzando y mucho pero, de ah\u00ed a decir que conocemos lo que el Universo es\u2026 hay un enorme abismo que necesita del puente del conocimiento para poder pasar al otro lado.<\/p>\n<p style=\"text-align: justify;\">En los lejanos confines del Universo, a casi 13 mil millones a\u00f1os luz de la Tierra, unas\u00a0<strong>extra\u00f1as galaxias\u00a0<\/strong>yacen escondidas. Envueltas en polvo y atenuadas por la enorme distancia, ni siquiera el Telescopio Espacial\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/13\/%C2%A1la-cosmologia-y-la-humanidad\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>\u00a0es capaz de reconocerlas. Tendremos que esperar a su sustituto el James Webb.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Resultado de imagen de James Webb Space Telescope\" width=\"327\" height=\"181\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de James Webb Space Telescope\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTSC2Zggd2H7IJrcID9Up_XKFZljX1RUs82sHI-bsxNMNiY24Qr\" alt=\"Resultado de imagen de James Webb Space Telescope\" width=\"327\" height=\"183\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRJr_1Eir9sRlG9wCoZhtqD8WOegxT7s67ImJt5eHTgpQGkUcZ9\" alt=\"Resultado de imagen de James Webb Space Telescope\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Ten\u00edamos ganas de ver lo que nos pod\u00eda ense\u00f1ar \u00e9ste nuevo ingenio del hombre<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>James Webb Space Telescope<\/strong> (JWST NASA). Sabiendo todo lo que nos ha tra\u00eddo el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/13\/%C2%A1la-cosmologia-y-la-humanidad\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>, esas im\u00e1genes que nos ejaron literalmente con la boca abierta por el asombro, \u00bfqu\u00e9 no podr\u00e1 traernos este nuevo ingenio que supera en mucho al anterior? Su nombre es en honor al segundo administrador de la NASA y, sus objetivos:<\/p>\n<ul style=\"text-align: justify;\">\n<li><strong>Buscar la luz de las primeras estrellas y galaxias formadas tras el supuesto big bang<\/strong><\/li>\n<li><strong>Estudiar la formaci\u00f3n y evoluci\u00f3n de las galaxias<\/strong><\/li>\n<li><strong>Comprender mejor la formaci\u00f3n de estrellas y planetas<\/strong><\/li>\n<li><strong>Estudiar los sistemas planetarios y los or\u00edgenes de la vida<\/strong><\/li>\n<\/ul>\n<p style=\"text-align: justify;\">En su obra Cosmos, Carl Sagan describe varios mitos antiguos de la creaci\u00f3n, que son, seg\u00fan escribe este autor, \u201cun tributo a la audacia humana\u201d. Al tiempo que llama al big bang \u201cnuestro mito cient\u00edfico moderno\u201d, se\u00f1ala una diferencia crucial en el sentido de que \u201cla ciencia se plantera as\u00ed misma preguntas y podemos realizar experimentos y observaciones para tratar de comprobar nuestras teor\u00edas\u201d.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, lo que est\u00e1 claro es que Sagan, se sent\u00eda muy atra\u00eddo por la cosmolog\u00eda c\u00edclica hind\u00fa, en la cual Brahma, el gran dios creador, consigue que un universo llegue a existir cuando el lo sue\u00f1a<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/djxhemary.files.wordpress.com\/2010\/11\/500x_shutterstock_10780879.jpg\" alt=\"http:\/\/djxhemary.files.wordpress.com\/2010\/11\/500x_shutterstock_10780879.jpg\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00bfQu\u00e9 universos so\u00f1ar\u00eda Brahma? \u00bfSer\u00eda como este nuestro? \u00bfTendr\u00edan vida?<\/strong><\/p>\n<p style=\"text-align: justify;\">Seg\u00fan el experto en religiones Mircea Eliade, durante cada d\u00eda brahm\u00e1nico, 4.320 millones de a\u00f1os para ser exactos, el universo sigue su curso. Pero, al comienzo del anochecer brahm\u00e1nico, el dios se cansa de todo esto, bosteza y cae en un profundo sue\u00f1o. El universo se desvanece, disolviendo los tres dominios materiales que son la Tierra, el Sol y los cielos, que contiene la Luna,\u00a0 los planetas y la estrella Polar. (Hay cuatro dominios superiores a \u00e9stos que no se destruyen en este ciclo). La noche va pasando; entonces Brahma empieza a so\u00f1ar de nuevo y otro universo empieza a existir.<\/p>\n<p style=\"text-align: justify;\">Este ciclo de creaci\u00f3n y destrucci\u00f3n contin\u00faa eternamente, lo cual se pone de manifiesto en el dios hinf\u00fa Siva, se\u00f1or de la danza que , que sostiene en su mano derecha el tambor que anuncia la creaci\u00f3n del universo y en la mano izquierda la llama que. mil millones de a\u00f1os despu\u00e9s, destruir\u00e1 este universo. Hay que decir tambien que Brahma no es sino uno de los muchos dioses que tambi\u00e9n sue\u00f1an sus propios universos, es decir, ya por aquel entonces, se hablaba y cre\u00eda en los multiversos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_OnJ35bPUFzY\/TPeK4SQ-YrI\/AAAAAAAAAIo\/9Y_l62ll_xU\/s320\/altar+a+shiva+%2528centro+de+yoga%2529.jpg\" alt=\"\" width=\"320\" height=\"215\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Alrededor de todas aquellas configuraciones del Cosmos, como era de esperar, ten\u00edan muchos rituales y celebraciones. Cinco d\u00edas despu\u00e9s de terminar Sat Chandi Mahayajna, culto a la Energ\u00eda C\u00f3smica, empezar\u00e1 Yoga Poornima que es el culto a su contraparte, la Consciencia C\u00f3smica, Shiva. As\u00ed, ambos eventos, cada uno \u00fanico en su forma, rinden tributo a la figura materna y paterna del universo y crean un c\u00edrculo completo de experiencia total. Al t\u00e9rmino de ambos eventos uno se siente saciado, completo y pleno.<\/p>\n<p style=\"text-align: justify;\">Los 8.640\u00a0 millones de a\u00f1os que constituyen el ciclo completo de un d\u00eda y una noche en la vida de Brahma vienen a ser aproximadamente la mitad de la edad del Universo seg\u00fan los c\u00e1lculos actuales. Los antiguos hind\u00faes cre\u00edan que cada d\u00eda brahm\u00e1nico duraba un kalpa, 4.320 millones de a\u00f1os, siendo 72.000 kalpas un siglo brahm\u00e1nico, en total 311.040.000 millones de a\u00f1os. El hecho de que los hind\u00faes fueran capaces de concebir el universo en miles\u00a0 de millones de a\u00f1os (en ves de hablar de los miles de millones que se sol\u00edan barajar en las culturas y doctrinas religiosas primitivas occidentales) fue, seg\u00fan Sagan, \u201csin duda una casualidad\u201d. Desde luego es posible que fuera s\u00f3lo cuesti\u00f3n de suerte. No obstante, la similitud entre la cosmolog\u00eda hind\u00fa y\u00a0 la cosmolog\u00eda actual no me parece a m\u00ed una casualidad, ahi subyace un elevado conocimiento.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Resultado de imagen de Cosmolog\u00eda Hind\u00fa\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Cosmolog\u00eda Hind\u00fa\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Cosmolog\u00eda Hind\u00fa\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQgInAQDEmK3mmCq3mLrU6StrW0YnCXdSelJOFvB_E9zh5W08Fh\" alt=\"Resultado de imagen de Cosmolog\u00eda Hind\u00fa\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Es posible que, aquellas teor\u00edas que si las trasladamos a este tiempo, en algunos casos no podr\u00edamos discernir si se trata de las ideas de entonces o, por el contrario son nuestras modernas ideas, con esos ciclos alternos de destrucci\u00f3n y creaci\u00f3n, pudieran estar conectados y fuertemente ligados a nuestra\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/13\/%C2%A1la-cosmologia-y-la-humanidad\/#\"><a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a><\/a>que humana que, al fin y al cano, de alguna manera que no hemos podido llegar a entender, est\u00e1, ciertamente, conectada con el universo del que forma parte. Claro que, debemos entender y saber extrapolar los mensajes de entonces y traerlos al aqu\u00ed y ahora, y, aquellos redobles del tambor de Siva que sugieren el inmenso impulso energ\u00e9tico repentino, podr\u00eda ser muy bien lo que provoc\u00f3 nuestro <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/victorhut.files.wordpress.com\/2007\/07\/image006.jpg?w=510\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Si es cierto, \u00bfQu\u00e9 clase de objetos habr\u00e1 en ese otro universo?<\/strong><\/p>\n<p style=\"text-align: justify;\">Recientemente, un prestigioso f\u00edsico afirma haber hallado evidencias de un Universo anterior al nuestro, mediante la observaci\u00f3n del fondo c\u00f3smico de microondas. Esto significar\u00eda que nuestro Universo no es \u00fanico, sino que han existido otros universos con anterioridad, quiz\u00e1s un n\u00famero infinito. Es un ciclo que hasta ahora solo se cre\u00eda te\u00f3rico, sin ning\u00fan tipo de prueba que lo respalde. Ahora parece haberse encontrado la primera.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/img.xatakaciencia.com\/2011\/12\/lores_650.jpg\" alt=\"\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/sebastianalegre.com\/wp-content\/uploads\/2024\/02\/DALL%C2%B7E-2024-02-27-12.06.19-Un-explorador-espacial-en-una-nave-descubriendo-nuevas-galaxias-estrellas-y-planetas-en-un-universo-infinito-con-elementos-visuales-que-sugieran-la-1024x585.webp\" alt=\"La Paradoja de un Universo Infinito | Sebasti\u00e1n Alegre\" width=\"607\" height=\"347\" \/><\/p>\n<blockquote><p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En el Universo, que es casi infinito para nosotros, existen muchas cosas que debemos conocer<\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El descubrimiento son unos extra\u00f1os patrones circulares que pueden encontrarse en la radiaci\u00f3n de fondo de microondas del WMAP\" width=\"552\" height=\"309\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/francis.naukas.com\/files\/2010\/07\/dibujo20100704_stephen_hawking_initials_in_cmb_wmap_7_and_other_fliuctuations.png\" alt=\"Las iniciales &quot;SH&quot; de Stephen Hawking aparecen en el an\u00e1lisis de WMAP-7 del  fondo c\u00f3smico de microondas - La Ciencia de la Mula Francis\" width=\"556\" height=\"284\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El descubrimiento son unos extra\u00f1os patrones circulares que pueden encontrarse en la radiaci\u00f3n de fondo de microondas del WMAP (Imagen arriba), seg\u00fan un art\u00edculo recientemente publicado en\u00a0<strong>ArXiv.org,<\/strong>\u00a0donde Penrose explica el fen\u00f3meno, tras analizar los datos extra\u00eddos de estas anomal\u00edas. Concluye que es una clara prueba de que<strong>\u00a0el espacio y el tiempo existen desde mucho antes de nuestro\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/13\/%C2%A1la-cosmologia-y-la-humanidad\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a><\/strong>\u00a0hace 13.700 millones de a\u00f1os, que provienen de anteriores universos que podr\u00edamos llamar \u201ceones\u201d, de un ciclo que se lleva repitiendo desde el infinito.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/2.bp.blogspot.com\/-qAFJsCE8D9o\/UGI0jwalGTI\/AAAAAAAAw8U\/z5XygyRQywE\/s1600\/heic1214c.jpeg\" alt=\"\" width=\"629\" height=\"441\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Nos podemos imaginar, en un largo viaje en el tiempo hacia el pasados, todo lo que all\u00ed, en aquellas civilizaciones de pensaba acerca del Cosmos, las leyendas que se contaban para explicar los sucesos y con detalles, narrar lo que era el \u201cmundo-universo\u201d que ellos, en su ya inmensa imaginaci\u00f3n, &#8220;dibujaban&#8221; de una forma muy similar a la nuestra (salvando las distancias), toda vez que, en lo esencial, muchas son las coincidencias de ayer y hoy. \u00bfQuiere eso decir que hemos adelantado muy poco? Todo lo contrario, hemos adelantado much\u00edsimo para poder comprobar que, muchos de aquellos postulados, de hace miles de a\u00f1os, eran ciertos y apuntaban en la correcta direcci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V.<\/strong><\/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%2F2024%2F08%2F12%2Fel-universo-siempre-asombroso-4%2F&amp;title=El+Universo+siempre+asombroso' 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%2F2024%2F08%2F12%2Fel-universo-siempre-asombroso-4%2F&amp;title=El+Universo+siempre+asombroso' 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>&nbsp; Los dos grandes retos que los Astr\u00f3nomos hab\u00edan tenido desde siempre hab\u00edan sido medir las distancias alas estrellas y averiguar su composici\u00f3n. Como sab\u00e9is, el primero de los problemas se solucion\u00f3 al utilizar las Cefeidas, estrellas de brillo variable, como est\u00e1ndares. Estas estrellas hab\u00edan sido estudiadas por la americana Henrietta Leavitt, y en 1912 [&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":[234],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11829"}],"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=11829"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11829\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=11829"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=11829"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=11829"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}