{"id":28099,"date":"2022-06-05T05:02:52","date_gmt":"2022-06-05T04:02:52","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28099"},"modified":"2022-06-05T05:02:52","modified_gmt":"2022-06-05T04:02:52","slug":"%c2%a1el-futuro-ese-misterio-ii","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/06\/05\/%c2%a1el-futuro-ese-misterio-ii\/","title":{"rendered":"\u00a1El Futuro! Ese misterio II"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQAIfBvhfim21T-4FUosIZUJd9AojwxSED3Eg1ulgdbSMEDh8vbtcoiaBJYOBbotUW94k4&amp;usqp=CAU\" alt=\"Big Crunch | &quot;BloginCMC&quot;\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQnNGUviR1IVRiSZjE7KvgmkUdGSVR32ouV0N8Nvn15tEKv1pLMh9LS-rAVvZvvbvhB7uY&amp;usqp=CAU\" alt=\"&quot;Astronomiaum\" \/><\/p>\n<p style=\"text-align: justify;\">Finalmente, aunque no parece lo m\u00e1s probable, si el universo se hunde en un <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a> futuro en el tiempo finito, entonces no hay esperanzas a primera vista. Con el tiempo, el universo en proceso de hundimiento se contraer\u00e1 lo suficiente para que se fundan galaxias y estrellas hoy separadas por millones de a\u00f1os luz. De hecho, actualmente, nuestra vecina la galaxia Andr\u00f3meda se est\u00e1 acercando hacia nosotros, que estamos en la V\u00eda L\u00e1ctea, y ambas galaxias terminar\u00e1n fundi\u00e9ndose en una gran galaxia (claro que, esto es una consecuencia de que, al estar ambas galaxias en el Grupo Local, la fuerza de Gravedad que generan act\u00faan para que, con el tiempo, se unan de manera irremisible).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/64.media.tumblr.com\/7631958078c0a059bbac6a805fadf0e0\/tumblr_n8zcbhqz8f1qio57co1_1280.gifv\" alt=\"Bigal the ouroboros \u2014 amnhnyc: Astronomers have long pondered the...\" \/><\/p>\n<p style=\"text-align: justify;\">Las temperaturas crecer\u00e1n tanto que mol\u00e9culas y \u00e1tomos se disgregar\u00e1n. Una vez m\u00e1s, como en el futuro lejano, la vida tiene que existir en alguna forma incorp\u00f3rea abstracta, quiz\u00e1 entretejida en la f\u00e1brica del espacio y el tiempo. Resulta sorprendente que esta supervivencia indefinida no est\u00e1 descartada mientras el tiempo se defina de forma adecuada. Si el tiempo verdadero al que marcha el universo es un tiempo creado por la propia expansi\u00f3n, entonces es posible que un n\u00famero \u00ednfimo de \u201ctics\u201d de este reloj ocurra en la cantidad finita de tiempo que parece estar disponible en nuestros relojes antes de que alcance el <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.makeagif.com\/media\/2-12-2016\/vN61n6.gif\" alt=\"El Universo Viajar en el tiempo on Make a GIF\" \/><img decoding=\"async\" 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\" alt=\"Mysteries of science.: Viajes en el tiempo\" \/><\/p>\n<p style=\"text-align: justify;\">Hay un \u00faltimo truco que podr\u00edan tener guardado en su manga esos supervivientes s\u00faper avanzados en universos que parecen condenados a expandirse para siempre. En 1.949, el l\u00f3gico Kart G\u00f6del, amigo y colega de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> en Princeton, le dio una sorpresa al demostrar que el viaje en el tiempo estaba permitido por la teor\u00eda de la gravedad de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>. Incluso encontr\u00f3 una soluci\u00f3n a las ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> para un universo en el que esto ocurr\u00eda. Hay teor\u00edas y propuestas m\u00e1s modernas en las que, una civilizaci\u00f3n avanzada en el futuro, podr\u00e1 viajar en el tiempo a trav\u00e9s de un <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a>; para ello tendr\u00e1 que conseguir material-energ\u00eda ex\u00f3tica que impedir\u00e1 el cierre de la boca de entrada del agujero.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Kip Thorne: &quot;Me apost\u00e9 con Stephen Hawking una suscripci\u00f3n a 'Penthouse'&quot;\" \/><img decoding=\"async\" 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\" alt=\"Una breve historia de los agujeros de gusano | Cuantos completos | SciLogs  | Investigaci\u00f3n y Ciencia\" \/><\/p>\n<p style=\"text-align: justify;\">Por desgracia, el universo de G\u00f6del no se parece en nada al universo en que vivimos. Gira muy r\u00e1pidamente y est\u00e1 en desacuerdo con casi todas las observaciones astron\u00f3micas que se mencionan. Sin embargo, los estudios de Kip \u00a0S. Thorne y su equipo, son m\u00e1s certeros y nada descabellados, sus ecuaciones sobre la posibilidad de viajar en el tiempo (al menos en teor\u00eda) son positivas y se ajustan en todo al universo en que vivimos y, en lo que al material o la energ\u00eda ex\u00f3tica requerida, parece que la fuente puede tener su origen en el conocido \u201cEfecto Casimir\u201d<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/64.media.tumblr.com\/de3f02ff1c7a505b52c9c647a9c006d1\/tumblr_inline_o7el1r07ua1rbpfuz_640.gifv\" alt=\"No\u00e9sis(\u039d\u03cc\u03b7\u03c3\u03b9\u03c2)\" \/><\/p>\n<p style=\"text-align: justify;\">Es tanta nuestra ignorancia que el \u00fanico camino a veces, para poder seguir tratando alg\u00fan tema, es el de la especulaci\u00f3n, ya que, nuestra imaginaci\u00f3n siempre llega m\u00e1s all\u00e1 de la realidad y, desde luego (menos mal) no se conforma con lo que hemos alcanzado hasta el momento, siempre estar\u00e1 latente la curiosidad que nos empuja a ir m\u00e1s all\u00e1 al querer contestar las preguntas que incansables nos formulamos.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F06%2F05%2F%25c2%25a1el-futuro-ese-misterio-ii%2F&amp;title=%C2%A1El+Futuro%21+Ese+misterio+II' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Con el tiempo, el universo en proceso de hundimiento se contraer\u00e1 lo suficiente para que se fundan galaxias y estrellas hoy separadas por [&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\/28099"}],"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=28099"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28099\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28099"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28099"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28099"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}