{"id":26640,"date":"2021-06-16T05:47:36","date_gmt":"2021-06-16T04:47:36","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26640"},"modified":"2021-06-16T05:47:36","modified_gmt":"2021-06-16T04:47:36","slug":"%c2%bfel-universo-%c2%a1una-maravilla-el-destino-del-sol","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/06\/16\/%c2%bfel-universo-%c2%a1una-maravilla-el-destino-del-sol\/","title":{"rendered":"\u00bfEl Universo? \u00a1Una maravilla! El destino del Sol"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.nasa.gov\/images\/content\/695122main_h-653-4panB_665.jpg\" alt=\"http:\/\/www.nasa.gov\/images\/content\/695122main_h-653-4panB_665.jpg\" width=\"652\" height=\"652\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 A quinen se les diga que todas &#8220;ellas&#8221;, en el Pasado lejano, fueron estrellas como el Sol&#8230;<\/p>\n<p style=\"text-align: justify;\">Esta galer\u00eda muestra cuatro nebulosas planetarias desde el primer estudio sistem\u00e1tico de tales objetos en la vecindad solar hecho por el Observatorio de Rayos X Chandra. Las nebulosas planetarias que aparecen aqu\u00ed son NGC 6543 &#8212; tambi\u00e9n co nocida como Ojo de Gato &#8212; NGC 7662, NGC 7009 y NGC 6826. En cada caso, la emisi\u00f3n de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> del Chandra est\u00e1 representada por el color p\u00farpura y la \u00f3ptica del Telescopio Espacial <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> est\u00e1 coloreado en rojo, verde y azul.<\/p>\n<p style=\"text-align: justify;\">Verdaderamente, el Universo no dejar\u00e1 nunca de asombrarnos con sus maravillas que, cuando son estudiadas a fondo, son mucho m\u00e1s de lo que en un principio, una simple imagen, por muy bonita que sea, nos pueda decir.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/planetariomedellin.org\/sites\/default\/files\/pictures\/imagen_CicloVidaSol.jpg\" alt=\"Morir y convertirse en un diamante? | Planetario de Medell\u00edn\" \/><\/p>\n<p style=\"text-align: justify;\">El Sol (como otros 30.000 millones de estrellas en nuestra Galaxia), es una estrella de la secuencia principal y, por lo tanto, est\u00e1 generando energ\u00eda mediante la fusi\u00f3n nuclear de los n\u00facleos de Hidr\u00f3geno en Helio. As\u00ed, cada segundo, fusiona unos 654 millones de toneladas de Hidr\u00f3geno en 550 toneladas de Helio cada segundo. Los 4 millones que se &#8220;pierden&#8221; en la transici\u00f3n, son enviados al espacio en forma de luz y calor. En el caso de la Tierra, recibe una peque\u00f1a parte de esa luz y ese calor para hacer posible la fotos\u00edntesis y la vida.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"FOTOS\u00cdNTESIS: qu\u00e9 es, proceso e importancia - \u00a1Resumen!\" \/><img decoding=\"async\" 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\" alt=\"BIOLOGIA: Fotos\u00edntesis, luz y vida\" \/><\/p>\n<p style=\"text-align: justify;\">Sin \u00f1a energ\u00eda y la luz del Sol, en la Tierra no podr\u00eda existir la Vida tal como la conocemos<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/--HTKbQHCazE\/WdEw0jBa5AI\/AAAAAAAAAww\/MOvppwLBrk4mbu2az1XnoehUdwZDOgMYACLcBGAs\/s1600\/Star_cycle1.jpg\" alt=\"Evoluci\u00f3n De Las Estrellas: Origen, Nacimiento, Evoluci\u00f3n Y Muerte\" \/><\/p>\n<p style=\"text-align: justify;\">Pero continuemos explicando que, las Nebulosas planetarias y las estrellas enanas blancas es el resultado de que, estrellas como el Sol, agotado su combustible nuclear de fusi\u00f3n, despu\u00e9s de miles de millones de a\u00f1os brillando en la secuencia principal, se transmutan en estrellas Gigantes Rojas para fusionar Carbono, Oxigeno y otros elementos m\u00e1s complejos \u00a1que el Hidr\u00f3geno y el Helio.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRDsfGQiNhx5HvvySkSUYJxp8ToUur1PKmBpw&amp;usqp=CAU\" alt=\"Brillante hallazgo sobre nebulosas planetarias | KosmosLogos\" \/><\/p>\n<p style=\"text-align: justify;\">Mientras que las estrellas como el Sol est\u00e1n en la secuencia principal (es decir, como ahora mismo), se est\u00e1 produciendo el proceso de la Fusi\u00f3n Nuclear que hace que la ingente masa de la estrellas tienda a hincharse o expandirse (como cuando la leche hierve en el caso puesto al fuego), y, esa tendencia a expandirse es frenada por la fuerza de Gravedad que genera la propia masa estelar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Evoluci\u00f3n Estelar | Astronom\u00eda para Todos\" \/><\/p>\n<p style=\"text-align: justify;\">Este equilibrio entre la gravedad ejercida por la masa de la estrella, y la presi\u00f3n generada por la fusi\u00f3n nuclear creada en el centro de esta, se llama \u201cequilibrio hidrost\u00e1tico\u201d.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/estaticos.muyinteresante.es\/rcs\/articles\/975\/grb.jpg\" alt=\"Las estrellas hallan una nueva forma de morir\" \/><\/p>\n<p style=\"text-align: justify;\">Claro que, cuando la estrella moribunda deja de fusionar, queda a merced de la fuerza de Gravedad que, eyecta las capas exteriores de la gigante roja al Espacio Interestelar para formar una Nebulosa planetaria, y, el total de la masa restante se ve comprimido por la gravedad m\u00e1s y m\u00e1s, hasta que, los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> (que son <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a>) sometidos al Principio de exclusi\u00f3n de Pauli, se degeneran y comienzan a moverse a velocidades relativista, lo cual frena a la gravedad y all\u00ed queda el resultado en forma de estrella <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a>.<\/p>\n<p style=\"text-align: justify;\">Ese ser\u00e1 el destino de nuestro Sol dentro de unos miles de millones de a\u00f1os.<\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F06%2F16%2F%25c2%25bfel-universo-%25c2%25a1una-maravilla-el-destino-del-sol%2F&amp;title=%C2%BFEl+Universo%3F+%C2%A1Una+maravilla%21+El+destino+del+Sol' title='Delicious' target='_blank' rel='nofollow'><img 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