{"id":26967,"date":"2024-03-06T08:45:52","date_gmt":"2024-03-06T07:45:52","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26967"},"modified":"2024-03-06T08:45:50","modified_gmt":"2024-03-06T07:45:50","slug":"todo-es-universo%e2%80%a6-%c2%a1tambien-nosotros-4","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2024\/03\/06\/todo-es-universo%e2%80%a6-%c2%a1tambien-nosotros-4\/","title":{"rendered":"Todo es Universo\u2026 \u00a1Tambi\u00e9n nosotros!"},"content":{"rendered":"<div>\n<div style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/mision-cassini-huygens\/\" rel=\"prev\">Recordemos la Misi\u00f3n Cassini Huygens<\/a><\/div>\n<\/div>\n<div><\/div>\n<div><\/div>\n<div><img decoding=\"async\" src=\"https:\/\/www.publico.es\/uploads\/2017\/09\/15\/59bb9ce77dd18.jpg\" alt=\"Misi\u00f3n Cassini: Final espectacular de la misi\u00f3n Cassini | P\u00fablico\" \/><\/div>\n<div><\/div>\n<div>\n<h2 id=\"m69-68-70\" style=\"text-align: justify;\">Tras m\u00e1s de una d\u00e9cada explorando Saturno, sus anillos y sat\u00e9lites, la sonda Cassini ha completado su misi\u00f3n desintegr\u00e1ndose en la atm\u00f3sfera del gigante gaseoso.<\/h2>\n<\/div>\n<div>\n<div class=\"wDYxhc\" lang=\"es-ES\" data-md=\"61\">\n<blockquote>\n<div class=\"LGOjhe\" style=\"text-align: justify;\" role=\"heading\" data-attrid=\"wa:\/description\" aria-level=\"3\" data-hveid=\"CBMQAA\"><span class=\"ILfuVd\" lang=\"es\"><span class=\"hgKElc\"><b>Cassini<\/b>&#8211;<b>Huygens<\/b>\u00a0fue una\u00a0<b>misi\u00f3n<\/b>\u00a0de investigaci\u00f3n espacial colaborativa de NASA, la Agencia Espacial Europea (ESA) y la Agencia Espacial Italiana (A<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>) con el objetivo de estudiar el planeta Saturno, sus sat\u00e9lites naturales y su sistema de anillos. En general: 19 a\u00f1os, 335 d\u00edas.<\/span><\/span><\/div>\n<\/blockquote>\n<\/div>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/i.blogs.es\/e49156\/captura-de-pantalla-82\/450_1000.png\" alt=\"Sonda Cassini: los datos y mejores im\u00e1genes de su misi\u00f3n a Saturno\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/solarsystem.nasa.gov\/rails\/active_storage\/disk\/eyJfcmFpbHMiOnsibWVzc2FnZSI6IkJBaDdDVG9JYTJWNVNTSXBNREE0T0RnME9XRXROMkppWXkwME4yWXpMV0l6TmprdE1EUTJNRGMxTUdSbU1UaGlCam9HUlZRNkVHUnBjM0J2YzJsMGFXOXVTU0poYVc1c2FXNWxPeUJtYVd4bGJtRnRaVDBpUmxKUVQxOUVaWFJoYVd4elgwSnNZV05yWDFKbGRqQXVjRzVuSWpzZ1ptbHNaVzVoYldVcVBWVlVSaTA0SnlkR1VsQlBYMFJsZEdGcGJITmZRbXhoWTJ0ZlVtVjJNQzV3Ym1jR093WlVPaEZqYjI1MFpXNTBYM1I1Y0dWSklnNXBiV0ZuWlM5d2JtY0dPd1pVT2hGelpYSjJhV05sWDI1aGJXVTZDbXh2WTJGcyIsImV4cCI6bnVsbCwicHVyIjoiYmxvYl9rZXkifX0=--e89b3fd86ae986f9da59e4b83af72c192d526076\/FRPO_Details_Black_Rev0.png\" alt=\"Il Grand Finale della sonda Cassini-Huygens: 6 anni fa il &quot;tuffo&quot;  nell'atmosfera di Saturno - AstroSpace.it\" width=\"452\" height=\"277\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/b2\/Cassini_Saturn_Orbit_Insertion.jpg\/300px-Cassini_Saturn_Orbit_Insertion.jpg\" alt=\"Cassini-Huygens - Wikipedia, la enciclopedia libre\" width=\"452\" height=\"301\" \/><\/p>\n<div>\n<div role=\"heading\" data-attrid=\"wa:\/description\" aria-level=\"3\" data-hveid=\"CBMQAA\">\n<div id=\"newsletters--bloque\" class=\"newsletters--bloque\"><a href=\"https:\/\/youtu.be\/fg8DPtrh7hY\">https:\/\/youtu.be\/fg8DPtrh7hY<\/a><\/div>\n<\/div>\n<div role=\"heading\" data-attrid=\"wa:\/description\" aria-level=\"3\" data-hveid=\"CBMQAA\">\n<p id=\"m656-3-657\" style=\"text-align: justify;\">Cassini es un programa internacional fruto de la cooperaci\u00f3n entre la\u00a0<b>NASA, la ESA y la agencia espacial italiana A<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a><\/b>, adem\u00e1s de otros colaboradores acad\u00e9micos e industriales internacionales de cerca de una veintena de pa\u00edses.<\/p>\n<p>Que Cassini finalice su misi\u00f3n aterrizando en Saturno es &#8220;una oportunidad \u00fanica para hacer ciencia nueva&#8221;<\/p>\n<p id=\"m666-5-667\" style=\"text-align: justify;\">Pero durante el descenso, el orbitador no ha dejado de\u00a0<b>aprovechar el final de su vida<\/b>\u00a0para seguir estudiando Saturno lo m\u00e1s cerca posible.\u00a0<a title=\"Portal de la ESA\" href=\"https:\/\/www.esa.int\/spaceinimages\/Images\/2017\/09\/Science_during_Cassini_s_descent\" target=\"_blank\" rel=\"noopener\">Ocho de sus instrumentos<\/a>\u00a0(CDA, CIRS, INMS, MAG, MIMI, RPWS, RSS, UVIS) han recopilado datos durante la inmersi\u00f3n final, transmiti\u00e9ndolos a la Tierra en tiempo casi real. Las se\u00f1ales de radio tardan unos 83 minutos en atravesar los 1.400 millones de kil\u00f3metros que separan la Tierra de Saturno.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/media.c5n.com\/p\/f5f756fb9afac6c14aebb9e817da4db4\/adjuntos\/326\/imagenes\/000\/191\/0000191810\/1200x675\/smart\/saturno-nasa.png\" alt=\"La NASA revel\u00f3 c\u00f3mo se ven los anillos de Saturno con im\u00e1genes del James  Webb\" width=\"504\" height=\"284\" \/><\/p>\n<div>\n<div role=\"heading\" data-attrid=\"wa:\/description\" aria-level=\"3\" data-hveid=\"CBMQAA\">\n<h2 id=\"m676-7-677\" class=\"highlighted\">\u00bfLos anillos se formaron a la vez que Saturno?<\/h2>\n<p id=\"m681-8-682\" style=\"text-align: justify;\">Tambi\u00e9n se ha aprovechado para intentar dilucidar una de las cuestiones m\u00e1s persistentes del sistema del planeta:\u00a0<b>si los anillos se formaron al mismo tiempo que Saturno o si son m\u00e1s j\u00f3venes<\/b>. Para ello, se previ\u00f3 que Cassini midiera su masa en sus \u00faltimos instantes antes de desintegrarse.<\/p>\n<div id=\"m686-9-687\" class=\"captioned-image image-article article-multimedia-info\">\n<div class=\"description-image\"><\/div>\n<div class=\"image\">\n<div id=\"m690-689-691\" class=\"image\"><img decoding=\"async\" loading=\"lazy\" class=\"ImagenInlineClick\" src=\"https:\/\/www.publico.es\/files\/article_main\/uploads\/2017\/09\/15\/59bb9c1def047.jpg\" alt=\"Ilustraci\u00f3n de la nave Cassini de la NASA sobre el hemisferio norte de Saturno, dirigi\u00e9ndose hacia su primera inmersi\u00f3n entre el planeta y sus anillos en abril de 2017. NASA\/ JPL-Caltech\" width=\"535\" height=\"276\" \/><\/div>\n<\/div>\n<div class=\"description-overlay-image\">\n<blockquote>\n<p id=\"m696-1-697\" class=\"agency\" style=\"text-align: justify;\">Ilustraci\u00f3n de la nave Cassini de la NASA sobre el hemisferio norte de Saturno, dirigi\u00e9ndose hacia su primera inmersi\u00f3n entre el planeta y sus anillos en abril de 2017. NASA\/ JPL-Caltech<\/p>\n<\/blockquote>\n<\/div>\n<\/div>\n<p id=\"m703-10-704\" style=\"text-align: justify;\">Lamentablemente, la sonda no ha tomado im\u00e1genes durante su descenso, ya que la velocidad de transmisi\u00f3n de informaci\u00f3n necesaria para enviarlas era demasiado elevada, e imped\u00eda mandar otros datos cient\u00edficos mucho m\u00e1s valiosos. A modo de legado\u00a0<i>post-mortem<\/i>, las\u00a0<a title=\"Portal 'Cassini: The Grand Final' de la Nasa\" href=\"https:\/\/saturn.jpl.nasa.gov\/galleries\/raw-images?order=earth_date+desc&amp;per_page=50&amp;page=0\" target=\"_blank\" rel=\"noopener\">fotograf\u00edas finales<\/a>\u00a0que ya ofrece la NASA se han tomado hasta el<b>\u00a014 de septiembre<\/b>, y est\u00e1 previsto que retraten<b>\u00a0Tit\u00e1n, Enc\u00e9lado, el sat\u00e9lite menor &#8216;Peggy&#8217;<\/b>\u00a0y una h\u00e9lice en los anillos, adem\u00e1s de ofrecer un montaje en color del planeta y sus anillos, incluyendo la aurora del polo norte.<\/p>\n<div id=\"m713-12-714\" class=\"captioned-image image-article article-multimedia-info\">\n<div class=\"description-image\"><\/div>\n<div class=\"image\">\n<div id=\"m717-716-718\" class=\"image\"><img decoding=\"async\" class=\"ImagenInlineClick\" src=\"https:\/\/www.publico.es\/files\/article_main\/uploads\/2017\/09\/15\/59bb9ce77dd18.jpg\" alt=\"\u00daltima semana de Cassini. NASA\/ JPL-Caltech\" \/><\/div>\n<\/div>\n<div class=\"description-overlay-image\">\n<p id=\"m723-1-724\" class=\"agency\"><strong>\u00daltima semana de Cassini. NASA\/ JPL-Caltech<\/strong><\/p>\n<\/div>\n<\/div>\n<p id=\"m730-13-731\" style=\"text-align: justify;\">La misi\u00f3n Cassini contaba con\u00a0<a title=\"Portal de la ESA\" href=\"https:\/\/www.esa.int\/spaceinimages\/Images\/2017\/09\/Cassini_instrument_overview\" target=\"_blank\" rel=\"noopener\">12 instrumentos cient\u00edficos<\/a>, con los que\u00a0<a title=\"Portal de la NASA para la misi\u00f3n Cassini \" href=\"https:\/\/saturn-archive.jpl.nasa.gov\/mission\/team\/\" target=\"_blank\" rel=\"noopener\">equipos cient\u00edficos de varios pa\u00edses<\/a>\u00a0han logrado una mejor comprensi\u00f3n de Saturno y su entorno. Los resultados se vienen publicando en\u00a0<b>miles de art\u00edculos acad\u00e9micos<\/b>\u00a0desde hace m\u00e1s de una d\u00e9cada.<\/p>\n<h2 id=\"m735-14-736\" class=\"highlighted\">Cassini y Huygens en Tit\u00e1n<\/h2>\n<\/div>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cdn.mos.cms.futurecdn.net\/86jTSWmRjfnALJwiQj5yzB.jpg\" alt=\"Titan Landing Pictures by Huygens Spacecraft | Space\" width=\"419\" height=\"279\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.researchgate.net\/publication\/306271053\/figure\/fig12\/AS:614258521956362@1523462052686\/Left-Titan-as-seen-by-the-Cassini-spacecraft-in-UV-and-IR-wavelengths-which-revealed.png\" alt=\"Left) Titan, as seen by the Cassini spacecraft in UV and IR... | Download  Scientific Diagram\" width=\"417\" height=\"274\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cdn.mos.cms.futurecdn.net\/dpNszjv28a6t8x3krC7JXT.jpg\" alt=\"Habitable Titan? Cassini, Huygens Revealed Wonders of Saturn's Biggest Moon  | Space\" width=\"421\" height=\"315\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/imagenes.elpais.com\/resizer\/Day97S-09ecTeQqqjAXpLl35zAY=\/414x311\/arc-anglerfish-eu-central-1-prod-prisa.s3.amazonaws.com\/public\/EUYSXVXZVREL3RLJBW7GRMY7DY.jpg\" alt=\"Sonda Huygens en EL PA\u00cdS\" width=\"421\" height=\"316\" \/><\/p>\n<p>Mares de metano, una atm\u00f3sfera espesa como la que ten\u00eda la Tierra primigenia<\/p>\n<div>\n<div role=\"heading\" data-attrid=\"wa:\/description\" aria-level=\"3\" data-hveid=\"CBMQAA\">\n<p id=\"m740-15-741\" style=\"text-align: justify;\">Cassini tambi\u00e9n llev\u00f3 la sonda Huygens de la ESA hasta Saturno, donde se separ\u00f3 y viaj\u00f3 durante 20 d\u00edas hasta descender sobre la mayor luna saturniana, Tit\u00e1n. Huygens se pos\u00f3 en ese sat\u00e9lite el 14 de enero de 2005, convirti\u00e9ndose en la\u00a0<b>primera sonda en aterrizar sobre un cuerpo del sistema solar exterior<\/b>.<\/p>\n<\/div>\n<div class=\"g\">\n<div lang=\"es\" data-hveid=\"CA0QAA\" data-ved=\"2ahUKEwj7vJ2Fgd-EAxWeQ6QEHaUOB8EQFSgAegQIDRAA\">\n<div class=\"tF2Cxc\">\n<div class=\"yuRUbf\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/23\/%c2%a1el-nucleo-atomico-y-mucho-mas\/\" rel=\"next\">\u00a1El N\u00facleo At\u00f3mico! Y mucho m\u00e1s<\/a><\/div>\n<div><\/div>\n<\/div>\n<h3 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcRLoekjO4go408BFgOMouGZn4v1EzFIfIhevqR1XqI26qzWJtLw\" width=\"254\" height=\"316\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcRFF_Xy_2y9HO5oGlI1LVSZYizRl92_cPlZfU1da-mr_-CvVGpt\" width=\"341\" height=\"264\" \/><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcTsXRr1lUn_AmQDsNYRUqRRbwmo3yT0f6CWBU7mEE6rGkhi_HUq0Q\" \/><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcR04CMCMIoKd6XWqVB0cOZbAWjisomWFQcrPyIqvBa-rsCU4icP\" \/><\/h3>\n<p><strong>\u00a0 \u00a0 \u00a0El n\u00facleo at\u00f3mico fue descubierto por Rutherford en su famoso experimento<\/strong><\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/vRnNRBb.png\" width=\"593\" height=\"76\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/qph.cf2.quoracdn.net\/main-qimg-31af2d2214e8cc8ae5ddf7b53c863592-lq\" alt=\"Por qu\u00e9 Rutherford pensaba que iba a atravesar la l\u00e1mina de oro con el  disparo de una part\u00edculas alfa? - Quora\" width=\"409\" height=\"285\" \/><\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/EjgPKV1.png\" width=\"595\" height=\"137\" \/><\/p>\n<p><iframe loading=\"lazy\" title=\"\u00bfSomos los \u00fanicos en el Universo? &quot;La pr\u00f3xima estaci\u00f3n&quot; - T2\/cap 10\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/ONE_PWMywY0?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" allowfullscreen><\/iframe><\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que el Universo es igual en todas parteas, no importa qu\u00e9 galaxia o lo alejada que est\u00e9, en todas rigen las mismas leyes fundamentales y las mismas constantes universales, de manera tal que, lo que pasa en un lugar pasar\u00e1 en otro dadas las mismas condiciones.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/culturacientifica.com\/app\/uploads\/2014\/03\/Del-espacio-y-el-tiempo.jpg\" alt=\"Del espacio y el tiempo (I) \u2014 Cuaderno de Cultura Cient\u00edfica\" width=\"399\" height=\"293\" \/>\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<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/images.theconversation.com\/files\/445473\/original\/file-20220209-17-zymkph.jpeg?ixlib=rb-1.1.0&amp;rect=0%2C934%2C3853%2C1926&amp;q=45&amp;auto=format&amp;w=1356&amp;h=668&amp;fit=crop\" alt=\"Qu\u00e9 est\u00e1 pasando con la materia oscura del Universo?\" width=\"402\" height=\"198\" \/><\/p>\n<p style=\"text-align: justify;\">El espacio-tiempo es un\u00a0<b>modelo matem\u00e1tico que combina el espacio y el tiempo en un \u00fanico continuo como dos conceptos inseparablemente relacionados<\/b>. \u200b En este continuo espacio-temporal se representan todos los sucesos f\u00edsicos del Universo, de acuerdo con la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> y otras<\/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 <img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Relatividad General cumple 100 a\u00f1os | Conexi\u00f3n causal\" \/><\/p>\n<p><strong>Las ecuaciones de campo de la Relatividad General vinieron a mostrarnos otro Cosmo<\/strong>s<\/p>\n<div>\n<p style=\"text-align: justify;\">El Universo lo es todo. El Espacio y el Tiempo, la Materia y las fuerzas que con ella interaccionan, las Constantes de la Naturaleza y todo ello, implica una serie de cuestiones de una complejidad inmensa que a\u00fan, no hemos podido resolver. La cantidad de teor\u00edas, de modelos, de experimentos y de posibilidades que est\u00e1n en marcha en los distintos campos del saber, son enormes, y, finalmente, todas deber\u00e1n ser unidas en un solo y complementado conocimiento que nos lleve a ese entendimiento profundo de nuestro Universo como un todo que es, lo que podremos ver, tras unir las piezas del rompecabezas con el que\u00a0<a id=\"_GPLITA_0\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0estamos trabajando al dilucidar parcelas de esa inmensidad que no podemos abarcar con la vista y menos con el conocimiento, s\u00f3lo la imaginaci\u00f3n se acerca a ese todo que pretendemos construir.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Universo lleno de estrellas, nebulosas y galaxias. Arte c\u00f3smico, papel tapiz de ciencia ficci\u00f3n. Los elementos de esta imagen proporcionada por la NASA Fotograf\u00eda de stock - Alamy\" width=\"318\" height=\"233\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Universo lleno de estrellas, nebulosas y galaxias. Los elementos de esta imagen proporcionada por la NASA Fotograf\u00eda de stock - Alamy\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">No podemos tener una imagen del Universo completo, es demasiado grande para que eso sea posible y s\u00f3lo, peque\u00f1as regiones del mismo podemos captar con nuestros telescopios que nos ense\u00f1an regiones m\u00e1s o menos lejanas del inmenso Cosmos. En cualquier parte que podamos mirar y observar, nos daremos\u00a0<a id=\"_GPLITA_1\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">cuenta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de que las cosas que all\u00ed puedan pasar, son las mismas que pasan en otros lugares, toda vez que, el Universo se rige por leyes que act\u00faan en todas partes de la misma manera. Muchos, desde hace mucho tiempo, pensaron en todas esas cuestiones.<\/p>\n<p>&nbsp;<\/p>\n<p id=\"picture\" 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<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/i21.servimg.com\/u\/f21\/14\/11\/92\/84\/tales_10.jpg\" alt=\"\" width=\"320\" height=\"200\" \/><\/p>\n<p style=\"text-align: justify;\">Tales naci\u00f3 en la ciudad de Mileto en el a\u00f1o 639 a. de C. Fue el primero de los 7 sabios de Grecia y era matem\u00e1tico, ge\u00f3grafo, pensador, astr\u00f3nomo y astr\u00f3logo. Hijo de <strong>Examio<\/strong> y <strong>Cle\u00f3bula<\/strong>. Se march\u00f3 a Egipto\u00a0<a id=\"_GPLITA_2\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0formarse con los sacerdotes del fara\u00f3n en Geometr\u00eda, astrolog\u00eda y f\u00edsica, all\u00ed aprendi\u00f3 cosas tan \u00fatiles como medir las pir\u00e1mides por la longitud de la sombra.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.elhumanista.net\/wp-content\/uploads\/2023\/02\/01a-Tales-de-Mileto.png\" alt=\"El mito del fil\u00f3sofo despistado mirando al cielo \u2013 El Humanista Digital\" width=\"528\" height=\"462\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El fil\u00f3sofo despistado cay\u00f3 en el agujero por mirar las estrellas<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Era experto en\u00a0<em>astrosof\u00eda (algo que un\u00eda astronom\u00eda con filosof\u00eda) y que le daba el t\u00edtulo de rudito en el m\u00e1s alto nivel. Se cuenta de \u00e9l que, un d\u00eda caminaba, de noche, observando las estrellas y cay\u00f3 en un socav\u00f3n que hab\u00eda en el suelo. \u00c9l fue el primero en dar al Agua la importancia que <a id=\"_GPLITA_3\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">tiene<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0para la vida.<\/em><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img.unocero.com\/2014\/07\/universo.jpg\" alt=\"El Universo es una burbuja?\" width=\"606\" height=\"346\" \/><\/p>\n<p style=\"text-align: justify;\"><em>\u00a0<\/em><\/p>\n<p style=\"text-align: justify;\">Hoy tratar\u00e9 de dejar aqu\u00ed una insignificante brizna de toda esa b\u00fasqueda, desesperada, por ese saber incansablemente perseguido por la especie humana que, deseosa de conocer todos aquellos misterios encerrados dentro de esa burbuja que llamamos Universo, no ha dejado, desde que Tales de Mileto desterr\u00f3 la mitolog\u00eda para emplear la l\u00f3gica, de buscar el por qu\u00e9 del mundo, de los cielos y, en fin, de la Naturaleza. Claro que, desde aquel entonces hasta\u00a0<a id=\"_GPLITA_4\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, mucho es lo que nuestra curiosidad nos ha podido dar de ese saber que buscamos y del que no todos, han estado siempre seguros de lograr.<\/p>\n<p style=\"text-align: justify;\">Por ejemplo:<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i0.wp.com\/www.fqsaja.com\/wp-content\/uploads\/2014\/12\/star_colors.png\" alt=\"Espectros II: las L\u00edneas Espectrales | Re-Evoluci\u00f3n Estelar\" width=\"522\" height=\"284\" \/><\/p>\n<p>El descubrimiento de las l\u00edneas espectrales de las estrellas nos dijeron de qu\u00e9 estaban hechas<\/p>\n<div>\n<p style=\"text-align: justify;\">No olvidemos que, en el siglo XIX, algunos cient\u00edficos declararon que la composici\u00f3n de las estrellas estar\u00eda siempre fuera del alcance del experimento, y, que la \u00fanica manera que tendr\u00edamos de conocerlas ser\u00eda la de mirar al cielo y verlas all\u00ed, inalcanzables como puntos de luz brillantes y lejanos en la oscuridad del vac\u00edo del Cosmos. Sin embargo, podemos decir hoy, reci\u00e9n cumplida la primera d\u00e9cada del siglo XXI, , que no solo podemos saber la composici\u00f3n de las estrellas, sino tambi\u00e9n como nacen, \u201cviven\u201d y mueren, las distancias que las separan de nosotros y un sin fin de\u00a0<a id=\"_GPLITA_5\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">datos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0m\u00e1s que el estudio y la investigaci\u00f3n nos ha posibilitado descubrir.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS3Kg5p3dwCSkIu3IJh7n5g6NmRocSMK_7UEJJ1DbUV_6vK42IiNUh3lmwqAaRsrf5QMow&amp;usqp=CAU\" alt=\"Noche | La columna de Miguel \u00c1ngel V\u00e1zquez\" width=\"339\" height=\"225\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Si el cielo est\u00e1 lleno de estrellas, \u00bfpor qu\u00e9 la noche es tan oscura? - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQAqmZAcWFLPCF_on1UTI7R38-0hY42FLw2QhyTrY1NuqzW9Tz2INOAG7FX7ZNtepKkZpI&amp;usqp=CAU\" alt=\"Noche de las estrellas, la fiesta astron\u00f3mica que cuenta la historia del universo\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRZohIDqbCt9-J_kZBeDIh3NCZD2sTkYtwH2JpZmqqearRIcurcNV6BTvvchWUnE0AjZz8&amp;usqp=CAU\" alt=\"Por qu\u00e9 parpadean las estrellas en la noche? - Porque.es\" width=\"350\" height=\"184\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las estrellas del cielo, \u00a1tan lejanas! \u00a1tan misteriosas! que en las noches oscuras nos env\u00edan gui\u00f1os de complicidad, como si trataran de decirnos alguna cosa, como si nos estuvieran llamando. Fue tanto el misterio que en nuestras mentes sembraron las estrellas que, no hemos parado ni un\u00a0<a id=\"_GPLITA_6\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">momento<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0por saber, no s\u00f3lo de qu\u00e9 estaban hechas, sino como surgen a la vida, como se desarrollan sus mecanismos, como mueren y en qu\u00e9 se convierten despu\u00e9s. Sabemos que las estrellas son importantes en nuestras vidas hasta el punto de que, sin ellas, no podr\u00edamos estar aqu\u00ed. Una de ellas, a la que llamamos Sol, nos env\u00eda su luz y su calor haciendo posible la vida en el planeta Tierra, otra antes que el Sol, hace seguramente muchos miles de millones de a\u00f1os, reg\u00f3 el espacio con su materia estelar y, pasado el tiempo, se condenso (ayudada por la Fuerza de Gravedad) en lo que hoy conocemos como el Sistema Solar.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/2c\/Buenos_Aires-Plaza_Congreso-Pensador_de_Rodin.jpg\/800px-Buenos_Aires-Plaza_Congreso-Pensador_de_Rodin.jpg\" alt=\"Archivo:Buenos Aires-Plaza Congreso-Pensador de Rodin.jpg\" width=\"640\" height=\"480\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Nada m\u00e1s cierto que lo que quiere simbolizar esa enorme imagen del Pensador. Es un fiel reflejo de lo que, a trav\u00e9s de los tiempos, ha sido el SER Humano. Nunca hemos dejado ni dejaremos de pensar, en ello est\u00e1 nuestro futuro. A las pruebas de la Historia me remito.<\/p>\n<\/div>\n<p><img decoding=\"async\" src=\"https:\/\/i.blogs.es\/e8f78a\/marsearthmagfields-580x272\/650_1200.jpg\" alt=\"El plan m\u00e1s ambicioso para 'terraformar' Marte parece ciencia ficci\u00f3n, pero  tiene sentido: el caso del campo magn\u00e9tico artificial\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.kinja-img.com\/image\/upload\/c_fill,h_675,pg_1,q_80,w_1200\/1bfbbe186166e75a71482cbbc7d4a05c.png\" alt=\"El plan para dotar a Marte de una magnetosfera artificial\" width=\"584\" height=\"328\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Acariciamos el sue\u00f1o de terra-formar Marte<\/strong><\/p>\n<div>\n<p style=\"text-align: justify;\">Particularmente creo que el ser humano es capaz de realizar todo aquello en lo que piensa dentro de\u00a0<a id=\"_GPLITA_7\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">unos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0limites racionales. Podremos, en un futuro no muy lejano, alargar de manera considerable la media de vida. Podremos colonizar otros planetas (terra-formarlos) y explotar recurso mineros en las lunas de nuestro sistema solar (las grandes compa\u00f1\u00edas petroleras estar\u00edan encantadas en Tit\u00e1n), los turistas ir\u00e1n al planeta Marte o a las lunas Gan\u00edmedes o Europa. Los transportes de hoy ser\u00e1n reliquias del pasado y nos trasladaremos mediante sistemas de transportes a\u00e9reos m\u00e1s limpios, r\u00e1pidos y exentos de colisiones, sus modernos censores lo impedir\u00e1n. Tendremos computadoras de cifrado cu\u00e1ntico que har\u00e1n m\u00e1s seguras las comunicaciones y el intercambio de datos ser\u00e1 realmente el de la velocidad de c, y as\u00ed en todos los campos del saber humano.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"As\u00ed ser\u00e1 el Internet del futuro (II)\" width=\"298\" height=\"179\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las 8 claves para el futuro de Internet - Revista Estrategia &amp; Negocios\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRYjBfex-t9LPhvlo1vWiRuRviyrgyPb474jg&amp;usqp=CAU\" alt=\"Qu\u00e9 nos depara el futuro de internet | Web Bizarro\" width=\"380\" height=\"190\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSPCBUUiUFX_5SE_2FI7-l_DNSswSyD4_75NQ&amp;usqp=CAU\" alt=\"El Futuro de los Negocios en Internet\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En el\u00a0<a id=\"_GPLITA_8\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">nombre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0\u201cInternet del Futuro\u201d se asocian una serie de conceptos y tecnolog\u00edas que abarcan desde la infraestructura de red, dispositivos e interfaces, software y aplicaciones que compondr\u00e1n el que en unos a\u00f1os conformar\u00e1 el panorama de las Tecnolog\u00edas de Informaci\u00f3n y Comunicaciones.<\/p>\n<p style=\"text-align: justify;\">Entre estos temas, aparece la red de redes de gran velocidad y llegando a todas partes, mediante nuevos dispositivos, con nuevas formas de interaccionar con el mundo digital, acceso f\u00e1cil e inteligente los diferentes tipos de contenidos con menci\u00f3n especial a 3D, y todo ello soportado por innovadores modelos de negocio adaptados a este\u00a0<a id=\"_GPLITA_9\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">nuevo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0panorama.<\/p>\n<p style=\"text-align: justify;\">A los j\u00f3venes no hay que convencerles de que Internet es imprescindible. El futuro\u00a0<a id=\"_GPLITA_10\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0ellos es ya hoy. Una reciente encuesta pone de relieve la enorme vocaci\u00f3n juvenil de tomar la red como bandera generacional. De hecho ellos, los j\u00f3venes lo van a construir y modelar a su gusto y, probablemente, el Internet del futuro poco se parecer\u00e1 al Internet que conocemos hoy. Alguien ha dicho: \u201cHoy, Internet est\u00e1 en su Prehistoria\u201d. Lleva toda la raz\u00f3n<\/p>\n<p style=\"text-align: justify;\">Estamos inmersos en un avance exponencial, imparable.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"DosPZ - Home | Facebook\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTSydRdzaESV271AiswUK6Ev_4Cyfrb9fJuTg&amp;usqp=CAU\" alt=\"TUERTO,PERO VEO TODO.: EL FUTURO DE INTERNET, ES EL FUTURO DE TODA LA SOCIEDAD.\" width=\"396\" height=\"222\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS37AcZrkzgaAsG30I6jYRrurCCoipRi0Lgig&amp;usqp=CAU\" alt=\"El futuro de Internet: \u00bfC\u00f3mo ser\u00e1 la Red en pr\u00f3ximos a\u00f1os? | La FM\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSvlbdopYBNitFJlDsg_upxsSxJcdeemk4Q1Q&amp;usqp=CAU\" alt=\"El futuro y el presente est\u00e1n en Internet\" width=\"303\" height=\"170\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Se podr\u00eda decir que, gracias a los Aceleradores de Part\u00edculas, podemos jugar con los \u00e1tomos\u00a0<a id=\"_GPLITA_11\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0mirar en su interior y saber, de qu\u00e9 est\u00e1 hecha la Materia que nos conforma a nosotros, a las estrellas y a los mundos de las galaxias del Universo.<\/p>\n<p style=\"text-align: justify;\">Otro ejemplo de una idea \u201cinverificable\u201d la tenemos en la existencia del \u00e1tomo. En el siglo XIX, la hip\u00f3tesis at\u00f3mica se revel\u00f3 como el paso decisivo en la comprensi\u00f3n de las leyes de la qu\u00edmica y la termodin\u00e1mica. Sin embargo, muchos f\u00edsicos se negaban a creer que los \u00e1tomos existieran realmente, los aceptaban como un concepto o herramienta matem\u00e1tica para operar en su\u00a0<a id=\"_GPLITA_12\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0que, por accidente, daba la descripci\u00f3n correcta del mundo. Hoy somos todav\u00eda incapaces de tomar im\u00e1genes directas del \u00e1tomo debido al\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a><\/a>\u00a0de Heisenberg, aunque\u00a0<a id=\"_GPLITA_13\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0existen m\u00e9todos indirectos. En 1.905,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0proporcion\u00f3 la evidencia m\u00e1s convincente, aunque indirecta, de la existencia de \u00e1tomos cuando demostr\u00f3 que el movimiento browniano (es decir, el movimiento aleatorio de part\u00edculas de polvo suspendidas en un l\u00edquido)\u00a0<a id=\"_GPLITA_14\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0ser explicado como colisiones aleatorias entre las part\u00edculas y los \u00e1tomos del l\u00edquido.<\/p>\n<p style=\"text-align: justify;\">Ejemplo en el que se observa la variaci\u00f3n de los valores de la dimensi\u00f3n de masa y de la dimensi\u00f3n del contorno calculada por el m\u00e9todo del comp\u00e1s en los siguientes DLA.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.arsys.es\/blog\/file\/uploads\/2019\/06\/imagenes-blog-junio-2019-servidores.jpg\" alt=\"Escalado horizontal y vertical, dos opciones que garantizan el crecimiento de las aplicaciones - Blog de arsys.es\" width=\"544\" height=\"188\" \/><\/p>\n<p style=\"text-align: justify;\">Otra posibilidad de crecimiento DLA es el vertical. Las part\u00edculas se lanzan\u00a0<a id=\"_GPLITA_15\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0lo alto y las part\u00edculas fijas se sit\u00faan en el fondo del recipiente. Se puede observar en la siguiente figura como cuando una formaci\u00f3n sobresale, las de sus lados dejan de crecer. Esto es debido a que las m\u00e1s grandes absorben los recursos de las m\u00e1s peque\u00f1as e impiden su crecimiento, fen\u00f3meno que se da en la naturaleza cuando un \u00e1rbol grande impide que crezcan los que est\u00e1n a su alrededor quit\u00e1ndoles los recursos de luz, agua\u2026<\/p>\n<p style=\"text-align: justify;\">Por analog\u00eda, podr\u00edamos esperar la confirmaci\u00f3n experimental de la f\u00edsica de la d\u00e9cima dimensi\u00f3n utilizando m\u00e9todos indirectos que a\u00fan ni se han inventado o descubierto. En lugar de fotografiar el objeto que deseamos, quiz\u00e1 nos conformar\u00edamos, de\u00a0<a id=\"_GPLITA_16\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">momento<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, con fotografiar la \u201csombra\u201d del mismo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ilusi\u00f3n \u00f3ptica: \u00bfEn qu\u00e9 sentido gira la bailarina? | La Singularidad Desnuda\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"\u25b7\u00a1La famosa Ilusi\u00f3n de la bailarina girando derecha e izquierda \u2713\" width=\"409\" height=\"229\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSPUEPMlmuBNsnM6Mp7cBS8HIQQFDO6tmSI2w&amp;usqp=CAU\" alt=\"La bailarina giratoria. Ilusi\u00f3n \u00f3ptica. - YouTube\" width=\"604\" height=\"338\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0\u00a0\u00a0\u00a0\u00a0 No pocas veces, al observar la sombra podemos tener una idea muy cercana a la realidad<\/strong><\/p>\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_17\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">Tambi\u00e9n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0la existencia de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>, propuestos por Wolfgang Pauli en 1.930, para dar\u00a0<a id=\"_GPLITA_18\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">cuenta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de la energ\u00eda perdida en ciertos experimentos sobre\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a>\u00a0que parec\u00edan violar la conservaci\u00f3n de la materia y la energ\u00eda, tambi\u00e9n digo, era inverificable (en aquel momento).Pauli comprendi\u00f3 que los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>\u00a0ser\u00edan casi imposibles de observar experimentalmente, porque interaccionar\u00edan muy d\u00e9bilmente y, por consiguiente muy raramente con la materia. La materia, toda la materia, si profundizamos en ella a niveles microsc\u00f3picos, podremos comprobar el hecho de que, en un 99% est\u00e1 constituida de espacios vac\u00edos y, siendo as\u00ed, los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>\u00a0pueden atravesarla sin rozar siquiera sus \u00e1tomos, de hecho, pueden atravesar la Tierra\u00a0<a id=\"_GPLITA_19\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0si ni siquiera existiera y, al mismo tiempo, tambi\u00e9n nosotros somos atravesados continuamente por billones de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>\u00a0emitidos por el sol, incluso por la noche.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"F\u00edsica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSDzq_iHdIY5N_vKdP6TLRPPFxq_mPPg-bL8A&amp;usqp=CAU\" alt=\"Cuando un modelo es est\u00e1ndar (1\/3) | Cuentos Cu\u00e1nticos\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_20\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">Unos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0quieren pesar planetas y otros\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>\u00a0<a id=\"_GPLITA_21\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">pero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, todos quieren saber sobre los misterios del Universo. Para ello inventan y construyen teor\u00edas que deben ser verificadas y&#8230; \u00a1No siempre aciertan!<\/p>\n<p style=\"text-align: justify;\">Hablando de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>\u00a0recuerdo\u00a0<a id=\"_GPLITA_22\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el experimento Opera de los\u00a0<strong>neutrinos<\/strong>\u00a0pusiera en tela de juicio la teor\u00eda de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, la medici\u00f3n de la luz proveniente de las galaxias confirmaron por primera vez a escala c\u00f3smica la teor\u00eda de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0del genio f\u00edsico. Sin embargo, no en una, sino en varias ocasiones han querido quitarle al bueno de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0el honor de haber marcado el l\u00edmite de velocidad en nuestro Universo<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-btcladqb-xU\/Tn7iamGQHLI\/AAAAAAAAAP0\/ouATCV1gFkU\/s1600\/neutrino6B95C1C39.gif\" alt=\"\" width=\"507\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Pauli admiti\u00f3:\u00a0 \u201dHe cometido el pecado m\u00e1s grave, he predicho la existencia de una part\u00edcula que nunca\u00a0<a id=\"_GPLITA_23\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0ser observada\u201d. \u00c9l predijo la existencia del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrino<\/a>\u00a0<a id=\"_GPLITA_24\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0explicar \u201cla masa perdida\u201d en procesos de desintegraci\u00f3n.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_25\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">Pero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0incluso Pauli, con todos sus enormes conocimientos, se equivocaba, y el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrino<\/a>\u00a0ha sido comprobado mediante distintos m\u00e9todos que no dejan dudas de su existencia. Incluso producimos regularmente haces de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>\u00a0en colisionadores de \u00e1tomos, realizamos experimentos con los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>\u00a0emitidos por reactores nucleares y, detectamos su presencia en enormes dep\u00f3sitos de agua pesada colocados en profundas minas abandonadas en las entra\u00f1as de la Tierra.\u00a0<a id=\"_GPLITA_26\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">Cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0una espectacular supernova de ilumin\u00f3 en el cielo del hemisferio sur en 1.987, los f\u00edsicos registraron una r\u00e1faga de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>\u00a0que atravesaron sus detectores situados, precisamente, en profundas minas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/pacoarnau.files.wordpress.com\/2010\/07\/snolab-cf.jpg?w=600&amp;h=394\" alt=\"\" width=\"600\" height=\"394\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 El Enorme recipiente lleno de agua pesada (SNOLSB), delatar\u00e1 a los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>\u00a0que lo atraviesen.<\/p>\n<p style=\"text-align: justify;\">Dentro de una antigua mina de Sudbury (Ontario, Canad\u00e1) est\u00e1 ubicado el complejo de investigaci\u00f3n astrof\u00edsica SNOLAB. Una de sus instalaciones es el Observatorio de Neutrinos (ONS, en la imagen). Los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>\u00a0son part\u00edculas subat\u00f3micas con una masa tan \u00ednfima \u2014se ha calculado que menos de una milmillon\u00e9sima\u00a0<a id=\"_GPLITA_27\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">parte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de la masa de un \u00e1tomo de hidr\u00f3geno\u2014 que pueden atravesar la materia ordinaria sin apenas perturbarla. La materia est\u00e1 \u201ccompuesta\u201d en su mayor parte de vac\u00edo aunque nuestros ojos y nuestro cerebro (en primera instancia) no lo interpreten as\u00ed.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" title=\"Esquema de la cavidad donde est\u00e1 situado el Observatorio de Neutrinos (ONS) a 2 km de profundidad\" src=\"http:\/\/pacoarnau.files.wordpress.com\/2010\/07\/snolab_cavern-cf.jpg?w=250&amp;h=172\" alt=\"\" width=\"448\" height=\"308\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_28\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">Para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0evitar la interferencia de otras part\u00edculas c\u00f3smicas este peculiar observatorio no est\u00e1 situado en la superficie, sino nada menos que a dos kil\u00f3metros de profundidad en el interior de la corteza terrestre. La instalaci\u00f3n ONS es b\u00e1sicamente un \u201ccazador de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>\u201d capaz de detectar estas part\u00edculas producidas por las reacciones de fusi\u00f3n en el interior Sol y as\u00ed poder analizar la composici\u00f3n del n\u00facleo de nuestra estrella. La cubierta acr\u00edlica del ONS contiene un kilot\u00f3n (1.000 toneladas) de agua pesada (D2O) que al reaccionar con los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrinos<\/a>\u00a0hacen que se produzcan unos azulados destellos de\u00a0<em>radiaci\u00f3n o luz Cherenkov,\u00a0<\/em>llamada as\u00ed en honor del destacado miembro de la Academia de Ciencias de la Uni\u00f3n Sovi\u00e9tica P\u00e1vel Aleks\u00e9yevich Cherenkov (1904-1990), Premio Nobel de F\u00edsica de 1958 por el descubrimiento e interpretaci\u00f3n de\u00a0<a id=\"_GPLITA_29\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">este<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0fen\u00f3meno. El primer detector orbital de part\u00edculas de estas caracter\u00edsticas \u2014<em>Detector Cherenkov\u2014<\/em>\u00a0fue uno de los equipos cient\u00edficos instalados en el sat\u00e9lite Sputnik-3, lanzado por la URSS el mismo a\u00f1o en que Cherenkov recibiera el Nobel.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5369487194458095362\" src=\"http:\/\/4.bp.blogspot.com\/_js6wgtUcfdQ\/SoRAJ5Ou_wI\/AAAAAAAAG4Q\/ZSLrpHjU-JM\/s400\/momentum_de_Planck.png\" alt=\"\" width=\"172\" height=\"59\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Si hablamos de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('planck masa de',event); return false;\">masa de Planck<\/a><\/a>, lo hacemos de la masa de una part\u00edcula cuya longitud de onda Compton es igual a la Longitud de Planck, est\u00e1 dada por la ecuaci\u00f3n de arriba, donde tenemos la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a>\u00a0racionalizada (la h cortada con ese palito arriba), c que es la velocidad de la luz y G la constante gravitacional, la descripci\u00f3n de una part\u00edcula elemental de\u00a0<a id=\"_GPLITA_30\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0masa. o part\u00edculas que interaccionan con energ\u00edas por part\u00edculas equivalentes a ellas a trav\u00e9s de E = mc<sup>2<\/sup>, requiere una teor\u00eda cu\u00e1ntica de la Gravedad.\u00a0<a id=\"_GPLITA_31\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">Como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('planck masa de',event); return false;\">masa de Planck<\/a><\/a>\u00a0es del orden de 10<sup>-8<\/sup>\u00a0kg (equivalente a una energ\u00eda de 10<sup>19<\/sup>\u00a0GeV) y, por ejemplo, la masa del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0es del orden de 10<sup>-27<\/sup>\u00a0Kg y las mayores energ\u00edas alcanzables en nuestros aceleradores de part\u00edculas actuales son de un orden (a\u00fan peque\u00f1o) los efectos de gravitaci\u00f3n cu\u00e1ntica no aparecen en los laboratorios de f\u00edsica de part\u00edculas. Sin embargo, en el universo primitivo se cree quen las part\u00edculas ten\u00edan energ\u00edas del orden de la energ\u00eda de Planck (representada en la ecuaci\u00f3n de abajo) que ser\u00eda la energ\u00eda necesaria para llegar\u00a0<a id=\"_GPLITA_32\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">hasta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0las cuerdas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/_js6wgtUcfdQ\/SoRBCBYB-xI\/AAAAAAAAG4Y\/xVWzNgLGads\/s1600\/energia_de_Planck.png\" alt=\"[energia_de_Planck.png]\" width=\"233\" height=\"63\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Echando una larga mirada a la historia de la ciencia, creo que existen motivos\u00a0<a id=\"_GPLITA_33\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0un moderado optimismo. Witten est\u00e1 convencido de que la ciencia ser\u00eda alg\u00fan d\u00eda capaz de sondear hasta las energ\u00edas de Planck.<\/p>\n<p style=\"text-align: justify;\">E. Witten, padre de la versi\u00f3n m\u00e1s avanzada de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a><\/a>, la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a><\/a>, dice:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cNo siempre es tan f\u00e1cil decir cu\u00e1les son las preguntas f\u00e1ciles y cu\u00e1les las dif\u00edciles. En el S.XIX, la pregunta de por qu\u00e9 el agua hierve a 100 grados era desesperadamente inaccesible. Si usted hubiera dicho a un f\u00edsico del siglo XIX que <a id=\"_GPLITA_34\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">hacia<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el S. XX ser\u00eda capaz de calcularlo, le habr\u00eda parecido un cuento de hadas\u2026. La teor\u00eda cu\u00e1ntica de campos es tan dif\u00edcil que nadie la crey\u00f3 completamente durante veinticinco a\u00f1os.\u201d<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRPLTUAzueb0cVzF8bBtyKpTB6_7qESSFNUu1ZmV4FlnE0KrbWm\" alt=\"\" width=\"388\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Lo mismo que otros muchos, no creo que tengamos que esperar un siglo antes de que nuestro ingenio y nuestras m\u00e1quinas puedan sondear de manera indirecta la d\u00e9cima dimensi\u00f3n, alguien sabr\u00e1, durante ese periodo de tiempo, resolver esa teor\u00eda de campos de cuerdas o alguna otra formula no perturbativa.El problema es te\u00f3rico, no experimental. Necesitamos alguien con el ingenio y la inteligencia necesaria (adem\u00e1s de un enorme \u00edndice de observaci\u00f3n), para saber \u201cver\u201d lo que probablemente tenemos ante nuestras narices, utilizando para ello todos los\u00a0<a id=\"_GPLITA_35\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">datos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0e indicios existentes de gente como\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, Kaluza y Klein, Veneziano y Suzuki, el cuarteto de cuerdas de Princeton, Witten\u2026, y tantos otros.<\/p>\n<p style=\"text-align: justify;\">Suponiendo que alg\u00fan f\u00edsico brillante resuelva la teor\u00eda de campos de cuerdas y derive las propiedades conocidas de nuestro Universo, sigue existiendo el problema practico de cu\u00e1ndo ser\u00edamos capaces de aprovechar el poder de la\u00a0<strong>teor\u00eda del hiper-espacio.\u00a0<\/strong>Existen dos posibilidades:<\/p>\n<ol style=\"text-align: justify;\">\n<li>Esperar que nuestra civilizaci\u00f3n alcance la capacidad\u00a0<a id=\"_GPLITA_36\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0dominar energ\u00edas millones de veces mayores que las de hoy.<\/li>\n<li>Encontrar civilizaciones extraterrestres que, m\u00e1s avanzadas, hayan dominado el arte de manipular el Hiperespacio.<\/li>\n<li><\/li>\n<\/ol>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-1o4i-_eMFn0\/UZUIHj-OPPI\/AAAAAAAABNo\/F7isPyQNxDo\/s1600\/Alien-pose-8.jpg\" alt=\"\" width=\"443\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<strong>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Pero, si no son\u00a0<a id=\"_GPLITA_37\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0esta\u2026\u00a1Mejor!<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Todo es la Luz\u201d: la Incre\u00edble Entrevista a Nikola Tesla ocultada 118 a\u00f1os | Revista Mira\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Thomas Edison | inventos | Los 10 inventos de Thomas Edison que cambiaron el mundo para siempre | FOTOGALERIAS | GESTI\u00d3N\" width=\"326\" height=\"176\" \/><\/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<strong> \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Uno cient\u00edfico y el otro comerciante<\/strong><\/p>\n<p style=\"text-align: justify;\">Antes de que Edison y sus colaboradores aprovecharan los descubrimientos (\u00bfde Tesla?) de Faraday y las ecuaciones de Maxwell, sobre la electricidad y el magnetismo,\u00a0<a id=\"_GPLITA_38\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0explotarlos de manera pr\u00e1ctica, pasaron unos setenta a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">La civilizaci\u00f3n moderna depende crucialmente del aprovechamiento de\u00a0<a id=\"_GPLITA_39\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0fuerza. La fuerza nuclear fue descubierta casi con el cambio de siglo, pas\u00f3 todo el siglo XX y estamos en la primera d\u00e9cada del XXI, han pasado 100 a\u00f1os, y, sin embargo, todav\u00eda no tenemos medios de aprovecharla con \u00e9xito en reactores de fusi\u00f3n, la energ\u00eda limpia que produce el Sol.<\/p>\n<p style=\"text-align: justify;\">El pr\u00f3ximo paso, el aprovechar la potencia de la teor\u00eda de campo unificado, requiere un salto mucho mayor en nuestra tecnolog\u00eda, aunque sea un salto que probablemente tendr\u00e1 implicaciones much\u00edsimo m\u00e1s importantes.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El ocaso de la teor\u00eda de cuerdas \u2014 Cuaderno de Cultura Cient\u00edfica\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Big Bang podr\u00eda haber generado dos futuros diferentes y no ser el origen del tiempo, seg\u00fan la hip\u00f3tesis de un f\u00edsico | Marca\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0 \u00a0Carecemos de la energ\u00eda necesaria para verificar la teor\u00eda de cuerdas<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">El problema reside en que obligamos a la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a><\/a>\u00a0a responder preguntas sobre energ\u00edas cotidianas,\u00a0<a id=\"_GPLITA_40\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0su \u201c\u00e1mbito natural\u201d est\u00e1 en la energ\u00eda de Planck (10<sup>19 <\/sup>GeV). Energ\u00eda que s\u00f3lo fue liberada en el propio instante de la creaci\u00f3n. Es decir, la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a><\/a>\u00a0es una teor\u00eda de la propia creaci\u00f3n, as\u00ed nos\u00a0<a id=\"_GPLITA_41\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0explicar todas las part\u00edculas y la materia, las fuerzas fundamentales y el espacio-tiempo, es decir, es la teor\u00eda del propio Universo.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cient\u00edficos presentan un nuevo m\u00e9todo para descubrir agujeros de gusano en el universo - RTVE.es\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Una investigaci\u00f3n acerca a la realidad los t\u00faneles espaciotemporales | Oficina de Transferencia de Resultados de Investigaci\u00f3n\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren c\u00f3mo viajar a trav\u00e9s de un agujero de gusano y no morir en el intento\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Aumentan las posibilidades humanas de viajar a trav\u00e9s del tiempo \u2022 Tendencias21\" \/><\/p>\n<p style=\"text-align: justify;\">El dolor de cabezas que nos causa pensar en el espacio-tiempo y en el c\u00f3mo podemos desplazarnos por \u00e9l a grandes distancias de tiempo y\u00a0<a id=\"_GPLITA_42\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">tambi\u00e9n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de espacio. \u00bfSe conseguir\u00e1 alguna vez? \u00bfSer\u00e1 cierto que existen los Agujeros de Gusano? \u00bfPodremos alguna vez construir naves que surquen el Hiperespacio hacia otras galaxias y otros mundos?<\/p>\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_43\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">Durante<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0estos comentarios, frecuentemente he rese\u00f1ado la palabra \u201cespacio-tiempo\u201d refiri\u00e9ndome a una geometr\u00eda que incluye las tres dimensiones espaciales y una cuarta dimensi\u00f3n temporal.En la f\u00edsica newtoniana, el espacio y el tiempo se consideraban como entidades separadas y el que los sucesos fueran simult\u00e1neos o no era una materia que se consideraba como obvia para cualquier observador capacitado.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/aether.lbl.gov\/www\/classes\/p139\/speed\/MST.gif\" alt=\"\" width=\"300\" height=\"330\" \/><\/p>\n<p style=\"text-align: justify;\">En el concepto de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0del universo f\u00edsico, basado en el sistema de geometr\u00eda inventada por H.\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('minkowski',event); return false;\">Minkowski<\/a><\/a>\u00a0(1864-1909), el espacio y el tiempo estaban considerados\u00a0<a id=\"_GPLITA_44\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0enlazados, de manera que dos observadores en movimiento relativo pod\u00edan estar en desacuerdo sobre la simultaneidad de sucesos distantes.En la Geometr\u00eda de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('minkowski',event); return false;\">Minkowski<\/a><\/a>\u00a0(inspirada a partir de la teor\u00eda de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0especial de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>), un suceso se consideraba como un punto de universo en un continuo de cuatro dimensiones.<\/p>\n<p style=\"text-align: justify;\">Pero volvamos a las super-cuerdas. El problema fundamental al que se enfrenta <a id=\"_GPLITA_45\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0teor\u00eda es este: de los millones de universos posibles que pueden ser generados matem\u00e1ticamente por la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a><\/a>, \u00bfcu\u00e1l es el correcto? Como ha dicho David Gross:<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"ENTREVISTA AL PREMIO NOBEL EN F\u00cdSICA DAVID GROSS: \u201cPuede no haber una teor\u00eda del todo pero\" \/><\/p>\n<p style=\"text-align: justify;\">\u201cExisten millones y millones de soluciones con tres dimensiones espaciales. Existe una enorme abundancia de soluciones cl\u00e1sicas posibles\u2026 Esta abundancia de riqueza era originalmente muy satisfactoria porque proporcionaba evidencia de que una teor\u00eda como la de la cuerda heter\u00f3tica pod\u00eda tener un aspecto muy parecido al mundo real. Estas soluciones, adem\u00e1s de tener cuatro dimensiones espacio-temporales, ten\u00edan otras muchas propiedades que se asemejaban a nuestro mundo: el\u00a0<a id=\"_GPLITA_46\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">tipo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0correcto de part\u00edculas tales como\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">quarks<\/a>\u00a0y Leptones, y el tiempo correcto de interacciones\u2026 Esto constituy\u00f3 una fuente de excitaci\u00f3n en su\u00a0<a id=\"_GPLITA_47\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">momento<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>.\u201d<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/d4\/Calabi-Yau.png\/640px-Calabi-Yau.png\" alt=\"\" width=\"529\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Es dif\u00edcil escenificar lo que las supercuerdas son, nunca nadie pudo ver ninguna.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Gross, sin embargo, advierte que aunque alguna de estas soluciones est\u00e1n muy pr\u00f3ximas al\u00a0<strong>modelo est\u00e1ndar<\/strong>, otras dan lugar a propiedades f\u00edsicas muy embarazosas e indeseables, lo que finalmente se traduce en una aut\u00e9ntica incomodidad o problema, ya que tenemos muchas soluciones pero ninguna\u00a0<a id=\"_GPLITA_48\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0aceptable de escoger entre ellas. Adem\u00e1s algunas tienen propiedades deseadas y otras potencialmente desastrosas.<\/p>\n<p style=\"text-align: justify;\">Un profano, al oir esto por primera vez, puede quedar intrigado\u00a0<a id=\"_GPLITA_49\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0preguntar: \u00bfpor qu\u00e9 no calcular simplemente que soluci\u00f3n se adapta o prefiere la cuerda? Puesto que la teor\u00eda de cuerdas es una teor\u00eda bien definida, parece enigm\u00e1tico que los f\u00edsicos no puedan calcular la respuesta.<\/p>\n<p style=\"text-align: justify;\">Lo \u00fanico seguro es que los f\u00edsicos seguir\u00e1n trabajando a la b\u00fasqueda de la soluci\u00f3n que, m\u00e1s pronto o m\u00e1s tarde, llegar\u00e1.<\/p>\n<p style=\"text-align: justify;\">Efecto t\u00fanel a trav\u00e9s del espacio y del tiempo<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/d18l82el6cdm1i.cloudfront.net\/image_optimizer\/eacf3d97cad7dc009ee281767257ecf9a0a8a978.gif\" alt=\"FEN\u00d3MENO DEL TUNELAJE - mecanicacuantica-efectotunel\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a1Extra\u00f1a mec\u00e1nica cu\u00e1ntica!<\/p>\n<p style=\"text-align: justify;\">Estar\u00eda bien poder saber\u00a0<a id=\"_GPLITA_50\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">electr\u00f3n<\/a>, cuando absorbe un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">fot\u00f3n<\/a>, desaparece del lugar que ocupa y, de manera instant\u00e1nea, aparece en otro lugar m\u00e1s energ\u00e9tico sin haber recorrido la distancia que separa ambos lugares, es el efecto t\u00fanel o\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('salto cuantico',event); return false;\">salto cu\u00e1ntico<\/a><\/a>. \u00bfCu\u00e1nto podr\u00edamos ganar si aprendi\u00e9ramos como se\u00a0<a id=\"_GPLITA_51\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">hacer<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0eso?<\/p>\n<p style=\"text-align: justify;\">En definitiva, estamos planteando la misma cuesti\u00f3n propuesta por Kaluza, cuando en 1.919, escribi\u00f3 una carta a\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0proponi\u00e9ndole su teor\u00eda de la quinta dimensi\u00f3n\u00a0<a id=\"_GPLITA_52\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0unificar el electromagnetismo de James Clark Maxwell y la propia teor\u00eda de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0general. \u00bfD\u00f3nde est\u00e1 la quinta dimensi\u00f3n?, pero\u00a0<a id=\"_GPLITA_53\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0en un nivel mucho m\u00e1s alto. Como Klein se\u00f1al\u00f3 en 1.926, la respuesta a esta cuesti\u00f3n tiene que ver con la teor\u00eda cu\u00e1ntica. Quiz\u00e1 el fen\u00f3meno m\u00e1s extraordinario (y complejo) de la teor\u00eda cu\u00e1ntica es el efecto t\u00fanel.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSQ8LA4eWtpBNrQuWygWEg2vC0t3IG1yiGaBqaS4aBRlWuhq6dhJpLdE9skSvTIbn2BTh8&amp;usqp=CAU\" alt=\"Microscop\u00eda Electr\u00f3nica de (STEM) - Apuntes de Electromedicina Xavier Pardell\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS0_w7SfAAVOnRI0wwkTpFm7_G3A9gDySZsW8RusLmPu0TbYn8iQtwpeOJF4-kct_N7P4c&amp;usqp=CAU\" alt=\"Energ\u00eda cin\u00e9tica negativa y efecto t\u00fanel cu\u00e1ntico - La Ciencia de la Mula Francis\" \/><\/p>\n<p style=\"text-align: justify;\">El efecto t\u00fanel se refiere al hecho de que los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">electrones<\/a>\u00a0son capaces de atravesar una barrera al parecer infranqueable\u00a0<a id=\"_GPLITA_54\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">hacia<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0una regi\u00f3n que estar\u00eda prohibida si los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">electrones<\/a>\u00a0fuesen tratados como part\u00edculas cl\u00e1sicas. El que haya una probabilidad finita de que un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">electr\u00f3n<\/a>\u00a0haga un t\u00fanel\u00a0<a id=\"_GPLITA_55\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> una regi\u00f3n cl\u00e1sicamente permitida a otra que no lo est\u00e1, surge como consecuencia de la mec\u00e1nica cu\u00e1ntica. El efecto es usado en el diodo t\u00fanel. La desintegraci\u00f3n alfa es un ejemplo de proceso de efecto t\u00fanel.<\/p>\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_56\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">Antes<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0pregunt\u00e1bamos, en relaci\u00f3n a la teor\u00eda de Kaluza \u2013 Klein, el destino o el lugar en el que se encontraba la quinta dimensi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">El profesor Teodor Kaluza nos hablaba de la Quinta Dimensi\u00f3n que unificaba la Relatividad de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0con la Teor\u00eda de Maxwell. Todo en cinco dimensiones\u2026Ah\u00ed comenz\u00f3 toda la historia que despu\u00e9s, desembocaron enm las\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a><\/a>s, super gravedad, cuerdas y supercuerdas, cuerda heter\u00f3tica y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a><\/a>\u2026\u00bfQu\u00e9 vendr\u00e1 despu\u00e9s?<\/p>\n<p style=\"text-align: justify;\">La respuesta de Klein a\u00a0<a id=\"_GPLITA_57\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0pregunta fue ingeniosa al decir que estaba enrollada o compactada en la distancia o l\u00edmite de Planck, ya que, cuando comenz\u00f3 el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, el Universo se expandi\u00f3 s\u00f3lo en las cuatro dimensiones conocidas de espacio y una de tiempo, pero esta dimensi\u00f3n no fue afectada por la expansi\u00f3n y continua compactada en L<sub>p<\/sub>=\u221a(G\u0127\/c<sup>3<\/sup>),cuyo valor es del orden de 10<sup>-35 metros, distancia que no podemos ni tenemos medios de alcanzar, es 20 ordenes de magnitud menor que el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0que est\u00e1 en 10 con exponente -15 metro.<\/sup><\/p>\n<p style=\"text-align: justify;\">Pues las dimensiones que nos faltan en la teor\u00eda deca-dimensional, como en la de Kaluza \u2013 Klein, tambi\u00e9n est\u00e1n compactada en una recta o en un c\u00edrculo en esa distancia o l\u00edmite de Planck que, al menos por el\u00a0<a id=\"_GPLITA_58\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">momento<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, no tenemos medios de comprobar dada su enorme peque\u00f1ez menor que un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\u00bfC\u00f3mo pueden estar enrolladas unas dimensiones?<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/eltamiz.com\/images\/relatividad_general.jpg\" alt=\"Comprobando que Einstein ten\u00eda raz\u00f3n - El Tamiz\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Bueno, igual que para explicar de manera sencilla la gravedad mediante el ejemplo de una s\u00e1bana estirada por los 4 extremos, en la que ponemos un enorme peso en su centro y se\u00a0<a id=\"_GPLITA_59\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0una especie de hondonada que distorsiona la superficie antes lisa de la s\u00e1bana, al igual que un planeta distorsiona el espacio a su alrededor, de manera tal que cualquier objeto que se acerca a la masa del objeto pesado, se ve atra\u00eddo hacia \u00e9l. Pues bien, en las dimensiones de espacio enrolladas, utilizamos el s\u00edmil de la s\u00e1bana con bandas el\u00e1sticas en las esquinas.<\/p>\n<p style=\"text-align: justify;\">La s\u00e1bana que tenemos es peque\u00f1a y la cama es grande. Con esfuerzo logramos encajar las cuatro esquinas, pero la tensi\u00f3n es demasiado grande; una de las bandas el\u00e1sticas salta de una esquina, y la s\u00e1bana se enrolla. Este proceso se llama ruptura de simetr\u00eda. La s\u00e1bana uniformemente estirada posee un alto grado de simetr\u00eda. La s\u00e1bana se enrolla. Se puede girar la cama 180\u00ba alrededor de cualquier eje y la s\u00e1bana permanece igual. Este\u00a0<a id=\"_GPLITA_60\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">estado<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> altamente sim\u00e9trico se denomina falso vac\u00edo. Aunque el falso vac\u00edo aparece muy sim\u00e9trico, no es estable. La s\u00e1bana no quiere estar en esta condici\u00f3n estirada. Hay demasiada tensi\u00f3n y la energ\u00eda es demasiado alta. Pero, la s\u00e1bana el\u00e1stica salta y se enrolla. La simetr\u00eda se rompe, y la s\u00e1bana pasa a un estado de energ\u00eda m\u00e1s baja con menor simetr\u00eda. Si notamos la s\u00e1bana enrollada 180\u00ba alrededor de un eje ya no volvemos a tener la misma s\u00e1bana.<\/p>\n<p style=\"text-align: justify;\">Reemplacemos\u00a0<a id=\"_GPLITA_61\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0la s\u00e1bana por el espacio-tiempo deca-dimensional, es espacio-tiempo de simetr\u00eda definitiva.En el comienzo del tiempo, el universo era perfectamente sim\u00e9trico. Si alguien hubiera estado all\u00ed en ese instante, podr\u00eda moverse libremente y sin problemas por cualquiera de las diez dimensiones. En esa \u00e9poca la Gravedad y las fuerzas d\u00e9biles y fuertes y electromagn\u00e9ticas estaban todas ellas unificadas por la supercuerda. Sin embargo, esta simetr\u00eda no pod\u00eda durar. El Universo deca-dimensional, aunque perfectamente sim\u00e9trico, era inestable, la energ\u00eda existente muy alta, exactamente igual que la s\u00e1bana, estaba en un falso vac\u00edo. Por lo tanto, el paso por efecto t\u00fanel hacia un estado de menor energ\u00eda era inevitable. Cuando finalmente ocurri\u00f3 el efecto t\u00fanel, tuvo lugar una transici\u00f3n de fase y se perdi\u00f3 la simetr\u00eda.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La imaginaci\u00f3n sin limites - Posts | Facebook\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Imaginacion sin limites - Home | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La imaginaci\u00f3n no\u00a0<a id=\"_GPLITA_62\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">tiene<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0l\u00edmites y, la Naturaleza tampoco<\/strong><\/p>\n<p style=\"text-align: justify;\">Puesto que el Universo empez\u00f3 a dividirse en un Universo de cuatro y otro de seis dimensiones, el universo ya no era sim\u00e9trico. Seis dimensiones se hab\u00edan enrollado (como la s\u00e1bana el\u00e1stica).Pero n\u00f3tese que la s\u00e1bana puede enrollarse de cuatro maneras, dependiendo de qu\u00e9 esquina haya saltado. Para el universo de 10 dimensiones, sin embargo, existen aparentemente millones de modos de enrollarse. Para calcular que\u00a0<a id=\"_GPLITA_63\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">estado<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0prefiere el Universo deca-dimensional, necesitamos resolver la teor\u00eda de campos de cuerdas utilizando la teor\u00eda de transiciones de fase, el problema m\u00e1s dif\u00edcil en la teor\u00eda cu\u00e1ntica.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTMrqpE_Dfnigu6AbdzuDTAkZqUz41EHdO29Q&amp;usqp=CAU\" alt=\"Gail Sheehy - Gail Sheehy - abcdef.wiki\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Gail Sheehy El Pasaje Silencioso - Menopausia - Muy Bueno! | Mercado Libre\" width=\"339\" height=\"254\" \/><\/p>\n<p style=\"text-align: justify;\">Las transiciones de fase no son nada\u00a0<a id=\"_GPLITA_64\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">nuevo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>. Traslad\u00e9moslo a nuestras propias vidas. En un libro llamado PASAJE <a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>LENCIOSO, la autora, Gail Sheehy destaca que la vida no es un flujo continuo de experiencias, como parece, sino que realmente pasa por varios estadios, caracterizados por conflictos espec\u00edficos que debemos resolver y por objetivos que debemos cumplir.<\/p>\n<p style=\"text-align: justify;\">El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a><\/a>c\u00f3logo Eric Ericsson lleg\u00f3 a proponer una teor\u00eda de estadios\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a><\/a>col\u00f3gicos del desarrollo. Un conflicto fundamental caracteriza cada fase. Si\u00a0<a id=\"_GPLITA_65\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">este<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0conflicto no queda resuelto, puede enconarse e incluso provocar una regresi\u00f3n a un periodo anterior. An\u00e1logamente, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a><\/a>c\u00f3logo Jean Piaget demostr\u00f3 que el desarrollo mental de la primera infancia tampoco es un desarrollo continuo de aprendizaje, sino que est\u00e1 realmente caracterizado por estadios discontinuos en la capacidad de conceptualizaci\u00f3n de un ni\u00f1o.Con un mes de edad, un ni\u00f1o puede dejar de buscar una pelota una vez que ha rodado fuera de su campo de visi\u00f3n. Sin comprender que la pelota existe aunque no la vea. Al mes siguiente, esto resultar\u00e1 obvio\u00a0<a id=\"_GPLITA_66\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el ni\u00f1o.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-1Cu7_plq8Cg\/TcMxjF7Hm7I\/AAAAAAAAAgg\/lQaeFfnR1AE\/s1600\/dejame%2Bser%2Bni%25C3%25B1o%2Buan%2Bvez%2Bm%25C3%25A1s.jpg\" alt=\"http:\/\/1.bp.blogspot.com\/-1Cu7_plq8Cg\/TcMxjF7Hm7I\/AAAAAAAAAgg\/lQaeFfnR1AE\/s1600\/dejame%2Bser%2Bni%25C3%25B1o%2Buan%2Bvez%2Bm%25C3%25A1s.jpg\" width=\"400\" height=\"300\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a1Siempre aprendiendo! Jugando comenzamos a conocer c\u00f3mo es el mundo.<\/strong><\/p>\n<p style=\"text-align: justify;\">Esta es la esencia de la dial\u00e9ctica. Seg\u00fan esta filosof\u00eda, todos los objetos (personas, gases, estrellas, el propio Universo) pasan por una serie de estadios. Cada estadio est\u00e1 caracterizado por un conflicto entre dos fuerzas opuestas.La naturaleza de dicho conflicto determina, de hecho, la naturaleza del estadio. Cuando el conflicto se resuelve, el objeto pasa a un objetivo o estadio superior, llamado s\u00edntesis, donde empieza una nueva contradicci\u00f3n, y el proceso pasa de nuevo a un nivel superior.<\/p>\n<p style=\"text-align: justify;\">Los fil\u00f3sofos llaman a esto transici\u00f3n de la \u201ccantidad\u201d a la \u201ccualidad\u201d. Peque\u00f1os cambios cuantitativos se acumulan hasta que, eventualmente, se produce una ruptura cualitativa con el pasado.\u00a0<a id=\"_GPLITA_67\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">Esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0teor\u00eda se aplica tambi\u00e9n a las sociedades o culturas. Las tensiones en una sociedad pueden crecer espectacularmente, como la hicieron en Francia a finales del siglo XVIII. Los campesinos se enfrenaban al hambre, se produjeron motines espont\u00e1neos y la aristocracia se retir\u00f3 a sus fortalezas. Cuando las tensiones alcanzaron su punto de ruptura, ocurri\u00f3 una\u00a0<strong>transici\u00f3n de fase<\/strong>\u00a0de lo\u00a0<strong>cuantitativo\u00a0<\/strong>a los\u00a0<strong>cualitativo<\/strong>: los campesinos tomaron las armas, tomaron Paris y asaltaron la Bastilla.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-CvTgpuq34Cg\/Te4CE46AghI\/AAAAAAAABOg\/MS6tgsBIvqs\/s1600\/curvas-en-el-vacio.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0 Parece que el \u201cvac\u00edo\u201d est\u00e1 bastante lleno de cosas\u2026que no llegamos a comprender.<\/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=\"Falso vac\u00edo Archives - La Ciencia de la Mula Francis\" width=\"609\" height=\"400\" \/><\/p>\n<p style=\"text-align: justify;\">Las transiciones de fases pueden ser tambi\u00e9n asuntos bastante explosivos. Por ejemplo, pensemos en un r\u00edo que ha sido represado. Tras la presa se\u00a0<a id=\"_GPLITA_68\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0r\u00e1pidamente un embalse con agua a enorme presi\u00f3n Puesto que es inestable, el embalse est\u00e1 en el\u00a0<strong>falso vac\u00edo<\/strong>. El agua preferir\u00eda estar en su verdadero vac\u00edo, significando esto que preferir\u00eda reventar la presa y correr aguas abajo, hacia un\u00a0<a id=\"_GPLITA_69\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">estado<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de menor energ\u00eda. As\u00ed pues, una transici\u00f3n de fase implicar\u00eda un estallido de la presa, que tendr\u00eda consecuencias desastrosas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo sobrevivir a una bomba at\u00f3mica (y por qu\u00e9 es mejor no salir corriendo tras la explosi\u00f3n)\" width=\"507\" height=\"315\" \/><\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n podr\u00eda poner aqu\u00ed el ejemplo m\u00e1s explosivo de una bomba at\u00f3mica, donde el falso vac\u00edo corresponde al n\u00facleo inestable de uranio donde residen atrapadas enormes energ\u00edas explosivas que son un mill\u00f3n de veces m\u00e1s poderosas,\u00a0<a id=\"_GPLITA_70\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0masas iguales, que para un explosivo qu\u00edmico. De vez en cuando, el n\u00facleo pasa por efecto t\u00fanel a un estado m\u00e1s bajo, lo que significa que el n\u00facleo se rompe espont\u00e1neamente. Esto se denomina desintegraci\u00f3n radiactiva. Sin embargo, disparando\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrones<\/a>\u00a0contra los n\u00facleos de uranio, es posible liberar de golpe esta energ\u00eda encerrada seg\u00fan la formula de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0E=mc<sup>2<\/sup>, por supuesto, dicha liberaci\u00f3n, es una explosi\u00f3n at\u00f3mica \u00a1menuda transici\u00f3n de fase!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/4.bp.blogspot.com\/_Fu_Yym_Znbg\/TTx0v6fodHI\/AAAAAAAAAHY\/3HiSooefiN0\/s1600\/COSMOS.jpg\" alt=\"http:\/\/4.bp.blogspot.com\/_Fu_Yym_Znbg\/TTx0v6fodHI\/AAAAAAAAAHY\/3HiSooefiN0\/s1600\/COSMOS.jpg\" width=\"535\" height=\"542\" \/><\/p>\n<p style=\"text-align: justify;\">Una transici\u00f3n de fase que perseguimos, es dominar la Galaxia, poder moldearla con nuestras manos, y, si eso llega a ser posible alguna vez, seremos los se\u00f1ores del Hiperespacio.\u00a0<a id=\"_GPLITA_71\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">Para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0entonces, los misteriosos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>\u00a0no tendr\u00e1n secretos para nosotros, las energ\u00edas perdidas tampoco y\u2026los\u00a0<a id=\"_GPLITA_72\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">viajes<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0en el tiempo, ser\u00e1n cosa cotidiana. \u00bfSer\u00e1 realidad alg\u00fan d\u00eda ese pensamiento?<\/p>\n<p>&nbsp;<\/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<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Quiralidad (qu\u00edmica) - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTKKJk-Q39nOM4_7Z8S4Jfc0WLBWAzFXhHX5g&amp;usqp=CAU\" alt=\"Por qu\u00e9 los espejos invierten las im\u00e1genes horizontalmente pero no en vertical\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 En la imagen especular la Derecha se cambia por la Izquierda<\/strong><\/p>\n<p style=\"text-align: justify;\">As\u00ed pues, el\u00a0<a id=\"_GPLITA_75\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">estado<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de m\u00e1xima simetr\u00eda es con frecuencia tambi\u00e9n un estado inestable, y por lo tanto corresponde a un falso vac\u00edo.<\/p>\n<p style=\"text-align: justify;\">Con respecto a la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a><\/a>, los f\u00edsicos suponen (aunque todav\u00eda no lo puedan demostrar) que el universo decadimensional original era inestable y pas\u00f3 por efecto t\u00fanel a un universo de cuatro y otro de seis dimensiones.As\u00ed pues, el universo original estaba en un estado de falso vac\u00edo, el estado de m\u00e1xima simetr\u00eda, mientras que hoy estamos en el estado roto del verdadero vac\u00edo.<\/p>\n<p style=\"text-align: justify;\">\n<\/div>\n<p><img decoding=\"async\" src=\"https:\/\/us.123rf.com\/450wm\/eestingnef\/eestingnef1801\/eestingnef180100057\/94420454-fondo-del-universo-ornamento-sim%C3%A9trico-del-espacio-patr%C3%B3n-de-colores-sin-fisuras.jpg\" alt=\"Fondo Del Universo. Ornamento Sim\u00e9trico Del Espacio. Patr\u00f3n De Colores Sin  Fisuras. Fotos, retratos, im\u00e1genes y fotograf\u00eda de archivo libres de  derecho. Image 94420454\" \/><\/p>\n<div>\n<p style=\"text-align: justify;\">Al principio, cuando el Universo era sim\u00e9trico, solo exist\u00eda una sola fuerza que unificaba a todas las que\u00a0<a id=\"_GPLITA_76\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0conocemos, la gravedad, las fuerzas electromagn\u00e9ticas y las nucleares d\u00e9bil y fuerte, todas emerg\u00edan de aquel\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>\u00a0opaco de alta energ\u00eda que lo inundaba todo. M\u00e1s tarde,\u00a0<a id=\"_GPLITA_77\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el Universo comenz\u00f3 a enfriarse, se hizo transparente y apareci\u00f3 la luz, las fuerzas se separaron en las cuatro conocidas, emergieron las primeras\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">quarks<\/a>\u00a0<a id=\"_GPLITA_78\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0unirse y formar\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">neutrones<\/a>, los primeros n\u00facleos aparecieron para atraer a los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">electrones<\/a>\u00a0que formaron aquellos primeros \u00e1tomos.<\/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=\"C\u00f3mo fueron las primeras estrellas del universo\" width=\"352\" height=\"197\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las primeras estrellas en la historia del universo\" \/><\/p>\n<p style=\"text-align: justify;\">Doscientos millones de a\u00f1os m\u00e1s tarde, se formaron las primeras estrellas y Galaxias. Con el paso del tiempo, las estrellas sintetizaron los elementos pesados de nuestros cuerpos, fabricados en supernovas que estallaron, incluso\u00a0<a id=\"_GPLITA_79\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">antes<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de que se formase el Sol. Podemos decir, sin temor a equivocarnos, que una supernova an\u00f3nima explot\u00f3 hace miles de millones de a\u00f1os y sembr\u00f3 la nube de gas que dio lugar a nuestro sistema solar, poniendo all\u00ed los materiales complejos y necesarios para que algunos miles de millones de a\u00f1os m\u00e1s tarde, tras la evoluci\u00f3n, apareci\u00e9ramos nosotros.<\/p>\n<p style=\"text-align: justify;\">Las estrellas evolucionan desde que en su n\u00facleo se comienza a fusionar Hidr\u00f3geno en Helio, de los elementos m\u00e1s ligeros a los m\u00e1s pesados.Avanza creando en el\u00a0<a id=\"_GPLITA_80\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">Horno<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0termonuclear, cada vez, metales y elementos m\u00e1s pesados.Cuando llega al hierro y explosiona en la forma explosiva deuna super\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">nova<\/a>.Luego, cuando este material estelar es otra vez recogido en una nueva estrella rica en hidr\u00f3geno, al ser de segunda generaci\u00f3n (como nuestro Sol), comienzo de\u00a0<a id=\"_GPLITA_81\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">nuevo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el proceso de fusi\u00f3n llevando consigo materiales complejos de aquella supernova.<\/p>\n<p style=\"text-align: justify;\">Puesto que el peso promedio de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">protones<\/a>\u00a0en los productos de fisi\u00f3n, como el cesio y el Kripton, es menor que el peso promedio de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">protones<\/a>\u00a0de uranio, el exceso de masa se ha transformado en energ\u00eda mediante E=mc<sup>2<\/sup>.<a id=\"_GPLITA_82\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">Esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0es la fuente de energ\u00eda que subyace en la bomba at\u00f3mica.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/esp.rt.com\/actualidad\/public_images\/80d\/80d3febbaf2be288a3ff9629e5b86d16_article.jpg\" alt=\"\" width=\"630\" height=\"354\" \/><\/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 Restos de Hiper-nova que produce cambios\u00a0<a id=\"_GPLITA_83\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">hacia<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el futuro del Universo<\/p>\n<p style=\"text-align: justify;\">As\u00ed pues, la curva de energ\u00eda de enlace no solo explica el nacimiento y muerte de las estrellas y la creaci\u00f3n de elementos complejos que tambi\u00e9n hicieron posible que nosotros estemos\u00a0<a id=\"_GPLITA_84\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0aqu\u00ed y, muy posiblemente, ser\u00e1 tambi\u00e9n el factor determinante para que, lejos de aqu\u00ed, en otros sistemas solares a muchos a\u00f1os \u2013 luz de distancia, puedan florecer otras especies inteligentes que, al igual que la especie humana, se pregunten por su origen y estudien los fen\u00f3menos de las fuerzas fundamentales del Universo, los componentes de la materia y, como nosotros, se interesen por el destino que nos espera en el futuro.<\/p>\n<p style=\"text-align: justify;\">Cuando alguien oye por vez primera la historia de la vida de las estrellas, generalmente (lo s\u00e9 por experiencia), no dice nada, pero su rostro refleja escepticismo. \u00bfC\u00f3mo puede vivir una estrella 10.000 millones de a\u00f1os? Despu\u00e9s de todo, nadie ha vivido tanto tiempo como\u00a0<a id=\"_GPLITA_85\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0ser testigo de su evoluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, tenemos los medios t\u00e9cnicos y cient\u00edficos\u00a0<a id=\"_GPLITA_86\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0saber la edad que tiene, por ejemplo, el Sol.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/sobrecuriosidades.com\/wp-content\/uploads\/2013\/01\/Sol.jpg\" alt=\"\" width=\"500\" height=\"375\" \/><\/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 El Sol que nos da la vida con su luz y su calor<\/p>\n<p style=\"text-align: justify;\">Nuestro Sol, la estrella alrededor de la que giran todos los planetas de nuestro Sistema Solar (hay que eliminar a Plut\u00f3n de la lista, ya que, en el \u00faltimo Congreso Internacional, han decidido, despu\u00e9s de m\u00e1s de 20 a\u00f1os, que no\u00a0<a id=\"_GPLITA_87\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">tiene<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0categor\u00eda para ser un planeta), la estrella m\u00e1s cercana a la Tierra (150 millones de km=UA), con un di\u00e1metro de 1.392.530 km, tiene una edad de 4.500 millones de a\u00f1os.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es la fusi\u00f3n nuclear? El futuro de la energ\u00eda nuclear\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Fusi\u00f3n Nuclear - Quimica | Quimica Inorganica\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Es tal su densidad, es tal su enormidad que, como se explic\u00f3 en otro ensayo anterior de este mismo\u00a0<a id=\"_GPLITA_88\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, cada segundo, transforma por medio de fusi\u00f3n nuclear, 4.654.000 Toneladas de Hidr\u00f3geno en 4.650.000 Toneladas de Helio, las 4.000 toneladas restantes, son lanzadas al espacio exterior en forma de luz y calor de la que, una parte nos llega a la Tierra y hace posible la vida. Se calcula que al Sol le queda material de fusi\u00f3n para otros 4.500 millones de a\u00f1os. Cuando transcurra dicho periodo de tiempo, se convertir\u00e1 en una gigante roja, eyectar\u00e1 sus materiales exteriores al espacio y se transformar\u00e1 finalmente en una estrella <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\"><a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a><\/a>.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/qph.cf2.quoracdn.net\/main-qimg-c9b1b93741ac480b4137ed696c2097a4-lq\" alt=\"Es cierto que el sol en unos cuantos miles de a\u00f1os se volver\u00e1 en una enana  blanca o solo es una hip\u00f3tesis? - Quora\" \/><\/p>\n<div>\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 Para entonces, ya no podremos estar aqu\u00ed<\/strong><\/p>\n<p style=\"text-align: justify;\">Cu\u00e1ndo mentalmente me sumerjo en las profundidades inmensas del Universo que nos acoge, al ser consciente de su enormidad, veo con claridad meridiana lo insignificante que somos, en realidad, en relaci\u00f3n al universo, como una colonia de bacterias que habitan en una manzana, all\u00ed tienen su mundo, lo m\u00e1s importante para ellas, y no se paran a pensar que puede llegar un ni\u00f1o que, de un simple puntapi\u00e9, las env\u00ede al infierno.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ciudad de Salamanca, Patrimonio de la Humanidad\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"SALAMANCA: Patrimonio de la humanidad \u2013 Spanish in 100 days \u2013 \u00a1Practica tu espa\u00f1ol con nosotros!\" width=\"380\" height=\"190\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0S\u00f3lo somos importantes a nivel local, pretendemos serlo a otros niveles\u00a0<a id=\"_GPLITA_89\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">pero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, \u00bfser\u00e1 posible eso?<\/p>\n<p style=\"text-align: justify;\">Igualmente, nosotros nos creemos importantes dentro de nuestro cerrado y limitado mundo en el que, de momento, estamos confinados. Podemos decir que hemos dado los primeros pasos\u00a0<a id=\"_GPLITA_90\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0dar el salto hacia otros mundos, pero a\u00fan nos queda un largo recorrido por delante.<\/p>\n<p style=\"text-align: justify;\">Tendremos que dominar la energ\u00eda del Sol, ser capaces de fabricar naves espaciales que sean impenetrables a las part\u00edculas que a cientos de miles de trillones circulan por el espacio a la velocidad de la luz, poder inventar una manera de imitar la gravedad terrestre dentro de las naves para poder hacer la vida diaria y cotidiana dentro de la nave sin estar flotando todo el tiempo, y,\u00a0<a id=\"_GPLITA_91\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0luego, buscar un combustible que procure velocidades relativistas, cercanas a c, ya que, de otra manera, el traslado por los mundos cercanos se har\u00eda interminable. Finalmente, y para escapar del sistema solar, habr\u00eda que buscar la manera de romper la barrera de la velocidad de la luz.<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\u00bfViajar en el tiempo?<\/p>\n<\/div>\n<p align=\"center\">\n<p align=\"center\">\n<p align=\"center\"><img decoding=\"async\" src=\"https:\/\/www.uam.es\/Ciencias\/imagen291\/1446771027324\/Tabla%20Periodica%20Humans.jpg\" alt=\"UAM - Facultad de Ciencias - \u00bfDe qu\u00e9 estamos hechos los seres humanos?\" \/><\/p>\n<p align=\"center\"><strong>Estamos hechos de los materiales &#8220;fabricados en las estrellas<\/strong><\/p>\n<div>\n<p style=\"text-align: justify;\">Nuestra imaginaci\u00f3n s\u00f3lo es comparable a la inmensidad del Universo. Ah\u00ed radica nuestra verdadera riqueza. La curiosidad del SER humano le empuja de manera irremediable\u00a0<a id=\"_GPLITA_92\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/22\/todo-es-universo-%C2%A1tambien-nosotros\/#\">hacia<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> su destino en las estrellas, donde est\u00e1 su origen, ya que, est\u00e1n conformados de CARBONO, HIDR\u00d3GENO, OX\u00cdGENO, NITR\u00d3GENO,,, EL LLAMADO (CHON).<\/p>\n<p style=\"text-align: justify;\"><strong><em>emilio silvera<\/em><\/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%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F&amp;title=Todo+es+Universo%E2%80%A6+%C2%A1Tambi%C3%A9n+nosotros%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%2F2024%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F&amp;title=Todo+es+Universo%E2%80%A6+%C2%A1Tambi%C3%A9n+nosotros%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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F&amp;title=Todo+es+Universo%E2%80%A6+%C2%A1Tambi%C3%A9n+nosotros%21' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F&amp;t=Todo+es+Universo%E2%80%A6+%C2%A1Tambi%C3%A9n+nosotros%21' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2024\/03\/06\/todo-es-universo%e2%80%a6-%c2%a1tambien-nosotros-4\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F&amp;title=Todo+es+Universo%E2%80%A6+%C2%A1Tambi%C3%A9n+nosotros%21' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F&amp;title=Todo+es+Universo%E2%80%A6+%C2%A1Tambi%C3%A9n+nosotros%21' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2024\/03\/06\/todo-es-universo%e2%80%a6-%c2%a1tambien-nosotros-4\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F&amp;title=Todo+es+Universo%E2%80%A6+%C2%A1Tambi%C3%A9n+nosotros%21' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F&amp;t=Todo+es+Universo%E2%80%A6+%C2%A1Tambi%C3%A9n+nosotros%21' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=Todo+es+Universo%E2%80%A6+%C2%A1Tambi%C3%A9n+nosotros%21: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=Todo+es+Universo%E2%80%A6+%C2%A1Tambi%C3%A9n+nosotros%21&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F06%2Ftodo-es-universo%25e2%2580%25a6-%25c2%25a1tambien-nosotros-4%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; 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>\u00a0Recordemos la Misi\u00f3n Cassini Huygens Tras m\u00e1s de una d\u00e9cada explorando Saturno, sus anillos y sat\u00e9lites, la sonda Cassini ha completado su misi\u00f3n desintegr\u00e1ndose en la atm\u00f3sfera del gigante gaseoso. Cassini&#8211;Huygens\u00a0fue una\u00a0misi\u00f3n\u00a0de investigaci\u00f3n espacial colaborativa de NASA, la Agencia Espacial Europea (ESA) y la Agencia Espacial Italiana (ASI) con el objetivo de estudiar el planeta [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26967"}],"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=26967"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26967\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26967"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26967"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26967"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}