{"id":16738,"date":"2020-09-09T06:46:24","date_gmt":"2020-09-09T05:46:24","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=16738"},"modified":"2020-09-09T05:47:11","modified_gmt":"2020-09-09T04:47:11","slug":"sencillamente-seria-el-fin-de-los-seres-vivos-de-la-tierra","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/09\/09\/sencillamente-seria-el-fin-de-los-seres-vivos-de-la-tierra\/","title":{"rendered":"Sencillamente ser\u00eda el f\u00edn de los Seres vivos de la Tierra"},"content":{"rendered":"<h1 style=\"text-align: justify;\">\u00bfY si el Sol desapareciera de repente?<\/h1>\n<p style=\"text-align: justify;\">Esta es la cascada de consecuencias para nuestro planeta y c\u00f3mo se suceder\u00edan en el tiempo<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<figure><img decoding=\"async\" src=\"http:\/\/www.abc.es\/media\/ciencia\/2016\/11\/22\/maxresdefault-kGB--620x349@abc.jpg\" alt=\"\u00bfY si el Sol desapareciera de repente?\" \/><\/figure>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>Reportaje de prensa<\/p>\n<p style=\"text-align: justify;\">\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<footer><\/footer>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<div>\n<figure><img decoding=\"async\" src=\"http:\/\/www.abc.es\/media\/ciencia\/2016\/11\/22\/If-the-Sun-Disappeared-kGB-U201442809054GHB-250x600@abc.jpg\" alt=\"\" \/><\/figure>\n<\/div>\n<div>\n<p style=\"text-align: justify;\">No hace falta ser un astr\u00f3nomo experimentado para saber que dependemos completamente del Sol. Nuestra estrella particular, en efecto, ocupa el centro de nuestro sistema planetario, mantiene los mundos en su sitio e irradia la energ\u00eda necesaria para que aqu\u00ed, en la Tierra, sea posible la vida. Gracias al Sol tenemos luz, calor, atm\u00f3sfera, fotos\u00edntesis, oc\u00e9anos&#8230; Sabemos tambi\u00e9n, sin embargo, que nada, ni siquiera el Sol, dura eternamente. Durar\u00e1 mucho tiempo, s\u00ed, aunque no para siempre. <strong>\u00bfPero qu\u00e9 suceder\u00eda si un buen d\u00eda el Sol desapareciera de repente? \u00bfCu\u00e1les ser\u00edan las consecuencias para nosotros y c\u00f3mo se suceder\u00edan en el tiempo?<\/strong><\/p>\n<p style=\"text-align: justify;\">Un gr\u00e1fico reci\u00e9n publicado por la web <a href=\"http:\/\/www.thesolarcentre.co.uk\/blog\/2016\/11\/16\/if-the-sun-disappeared\/\" target=\"_blank\">SolarCentre<\/a> ha recopilado mucha de la informaci\u00f3n disponible para resolver la cuesti\u00f3n. Y el panorama, como era de suponer, no resulta nada esperanzador&#8230;<\/p>\n<p style=\"text-align: justify;\">\n<h2 style=\"text-align: justify;\">Se acab\u00f3 la gravedad<\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/-v3sTNrmbzGA\/Ugq8xilXP_I\/AAAAAAAAems\/VU2UEnwZrwo\/s1600\/2-Noche-estrellada.jpg\" alt=\"\" width=\"728\" height=\"340\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>El mundo ser\u00eda muy distinto si de pronto desapareciera la fuerza de Gravedad que genera el Sol<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En una secuencia cronol\u00f3gica, lo primero que desaparecer\u00eda con el Sol es su atracci\u00f3n gravitatoria. Todos los planetas est\u00e1n &#8220;ligados&#8221; gravitatoriamente al Sol, y su s\u00fabita desaparici\u00f3n los dejar\u00eda sin un centro alrededor del que orbitar. De modo que empezar\u00edan a viajar, m\u00e1s o menos, en l\u00ednea recta, hasta que se toparan con otro cuerpo lo suficientemente grande como para atraerlos. La estrella m\u00e1s cercana, Alpha Centauri, est\u00e1 a 4,2 a\u00f1os luz de distancia, as\u00ed que esta situaci\u00f3n de &#8220;vagabundeo espacial&#8221;, suponiendo que alg\u00fan mundo se dirigiera hacia all\u00ed, durar\u00eda muchos miles de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">Por supuesto, al perder su orden establecido es muy probable que algunos planetas chocaran entre s\u00ed, o que muchas lunas acabaran precipit\u00e1ndose sobre los mundos a los que orbitan. J\u00fapiter y Saturno, los dos gigantes del Sistema Solar, lograr\u00edan quiz\u00e1 atraer a algunos de los planetas que nos rodean, para devorarlos sin contemplaciones.<\/p>\n<h2 style=\"text-align: justify;\">Oscuridad eterna<\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/www.diariorepublica.com\/cms\/wp-content\/uploads\/2014\/10\/espacio.jpg\" alt=\"Si el Sol desaparece\u2026 la Vida se ir\u00eda con \u00e9l : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Aqu\u00ed, en la Tierra, tardar\u00edamos 8 minutos en darnos cuenta de que el Sol ya no est\u00e1 en su sitio. Ese es, en efecto, el tiempo que un rayo de sol tarda en recorrer, a la velocidad de la luz, los 150 millones de km. que nos separan del astro rey. Pasado ese tiempo, nos ver\u00edamos sumidos de repente en una total oscuridad. Y ser\u00eda para siempre. Ni siquiera ser\u00edamos capaces de volver a contemplar la Luna, ya que su brillo no es m\u00e1s que un reflejo de la luz que recibe del Sol. S\u00ed que ver\u00edamos las estrellas, que disponen de sus propias fuentes de luz, pero nuestras vidas se convertir\u00edan en una larga e interminable noche. Sin luz, adem\u00e1s, las plantas ya no podr\u00edan seguir haciendo la fotos\u00edntesis, con lo que la aportaci\u00f3n de ox\u00edgeno a la atm\u00f3sfera se interrumpir\u00eda casi por completo. Las reservas planetarias del gas que nos permite respirar apenas si durar\u00edan un par de semanas.<\/p>\n<p style=\"text-align: justify;\">\n<h2 style=\"text-align: justify;\">Se acab\u00f3 el calor<\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/k09.kn3.net\/59B6B9EA9.jpg\" alt=\"Resultado de imagen de Desaparece el Sol y la Tierra se congela\" width=\"304\" height=\"167\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Pero la oscuridad no ser\u00eda lo m\u00e1s grave. De hecho, la temperatura media de la Tierra, que actualmente es de 29,6 grados, descender\u00eda r\u00e1pidamente hasta los -123 grados en apenas dos meses. Cuatro meses despu\u00e9s de la desaparici\u00f3n del Sol, la temperatura media de nuestro planeta ser\u00eda de -198 grados, casi doscientas veces m\u00e1s fr\u00eda que el interior de una nevera dom\u00e9stica. En estas condiciones, la inmensa mayor\u00eda de la vida desaparecer\u00eda de nuestro mundo. Solo quedar\u00edan algunos microorgansmos extrem\u00f3filos que viven en medio de las rocas de la corteza terrestre, a varios km. de profundidad, y que no dependen de la luz solar. Los animales subterr\u00e1neos y los carro\u00f1eros lograr\u00edan sobrevivir, quiz\u00e1, durante un breve tiempo adicional, aliment\u00e1ndose de los cad\u00e1veres del resto. Pero terminar\u00edan desapareciendo en pocas semanas, junto a los dem\u00e1s. Sorprendentemente, los \u00e1rboles m\u00e1s grandes lograr\u00edan, quiz\u00e1, sobrevivir m\u00e1s tiempo, incluso durante algunas d\u00e9cadas, a pesar del fr\u00edo y sin fotos\u00edntesis.<\/p>\n<p style=\"text-align: justify;\">Para los humanos, la \u00fanica opci\u00f3n ser\u00eda embarcar en submarinos y sumergirse con ellos hasta lo m\u00e1s profundo de los oc\u00e9anos, para aprovechar el calor interno del planeta a medida que surge a trav\u00e9s de las fuentes hidrotermales. Con los oc\u00e9anos congelados, ese ser\u00eda, probablemente, uno de los \u00faltimos reductos para la vida terrestre. Otra soluci\u00f3n temporal ser\u00eda la de construir m\u00f3dulos habitables totalmente aislados de las condiciones externas, aunque habr\u00eda muy poco tiempo para hacerlo (menos de un mes desde el &#8220;apag\u00f3n&#8221;) y, de conseguirlo, solo se salvar\u00edan unos pocos y durante un tiempo limitado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"15 Fotos asombrosas de lagos y estanques helados | Bored Panda\" \/><img decoding=\"async\" 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\" alt=\"15 Fotos asombrosas de lagos y estanques helados | Bored Panda\" \/><img decoding=\"async\" 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\" alt=\"15 Fotos asombrosas de lagos y estanques helados | Bored Panda\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS6cHGOQyy4gY9Udxz0PFGT5wzpxDhs_S4IOg&amp;usqp=CAU\" alt=\"Paisajes De Ian Skelton Im\u00e1genes De Stock &amp; Paisajes De Ian Skelton Fotos  De Stock - Alamy\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al final, unos pocos cientos de a\u00f1os tras la desaparici\u00f3n del Sol, incluso las profundidades oce\u00e1nicas se congelar\u00edan. La atm\u00f3sfera se colapsar\u00e1 y la g\u00e9lida superficie de lo que fue un mundo lleno de vida quedar\u00eda indefensa del bombardeo radiactivo de los rayos c\u00f3smicos.<\/p>\n<p style=\"text-align: justify;\">Un panorama, pues totalmente desolador. Por fortuna, el Sol es una estrella de mediana edad, que lleva brillando unos 5.000 millones de a\u00f1os y todo parece indicar que lo seguir\u00e1 haciendo durante otros 5.000 millones de a\u00f1os m\u00e1s. Aunque ning\u00fan ser humano llegar\u00e1 a verlo. Dentro de &#8220;solo&#8221; unos 1.000 millones de a\u00f1os, en efecto, el Sol se habr\u00e1 vuelto tan caliente que har\u00e1 hervir los oc\u00e9anos, que se evaporar\u00e1n y har\u00e1n de la Tierra un mundo inhabitable. 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Esta es la cascada de consecuencias para nuestro planeta y c\u00f3mo se suceder\u00edan en el tiempo &nbsp; &nbsp; &nbsp; Reportaje de prensa &nbsp; &nbsp; No hace falta ser un astr\u00f3nomo experimentado para saber que dependemos completamente del Sol. Nuestra estrella particular, en efecto, ocupa el centro de nuestro [&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":[135],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/16738"}],"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=16738"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/16738\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=16738"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=16738"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=16738"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}