{"id":27256,"date":"2021-10-10T07:40:17","date_gmt":"2021-10-10T06:40:17","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27256"},"modified":"2021-10-10T07:40:17","modified_gmt":"2021-10-10T06:40:17","slug":"no-siempre-la-prensa-cuenta-las-cosas-con-rigor-cientifico","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/10\/10\/no-siempre-la-prensa-cuenta-las-cosas-con-rigor-cientifico\/","title":{"rendered":"No siempre la prensa cuenta las cosas con rigor cient\u00edfico"},"content":{"rendered":"<blockquote>\n<p style=\"text-align: justify;\">&#8220;El\u00a0frenes\u00ed de partos estelares en la V\u00eda L\u00e1ctea\u00a0alcanz\u00f3 su punto m\u00e1ximo hace 10.000 millones de a\u00f1os, pero nuestro sol lleg\u00f3 tarde a la fiesta, ya que no se form\u00f3 hasta hace unos 5.000 millones de a\u00f1os. En ese momento la tasa de formaci\u00f3n de estrellas en nuestra galaxia hab\u00eda llegado a un goteo.&#8221;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.astronomiaonline.com\/wp-content\/uploads\/2002\/12\/nacimiento-estrella.jpg\" alt=\"La evoluci\u00f3n estelar y el diagrama Hertzsprung-Russell - Astronom\u00eda Online\" \/><\/p>\n<p style=\"text-align: justify;\">La proto estrella que m\u00e1s tarde ser\u00eda el Sol brillando en la secuencia principal, naci\u00f3 debido a una anomal\u00eda gravitatoria en una nube molecular gigante, y, desde hace 4.600 M de a\u00f1os, ha estado fusionando Hidr\u00f3geno en Helio a raz\u00f3n de 4.654.600 Tn cada segundo de Hidr\u00f3geno en 4.650.000 Tn de Helio. Las 4.600 Toneladas &#8220;perdidas&#8221; en la Transici\u00f3n, fueron eyectadas al Espacio Interestelar en forma de Luz y Calor, de lo que a la Tierra llega una peque\u00f1a parte que es suficiente para la fotos\u00edntesis y la Vida.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Hallan campos magn\u00e9ticos en chorro de protoestrella, El Siglo de Torre\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">&#8220;Pero la tard\u00eda aparici\u00f3n del sol en realidad puede haber fomentado el crecimiento de los\u00a0planetas de nuestro sistema solar. Los elementos m\u00e1s pesados que el hidr\u00f3geno y el helio fueron m\u00e1s abundantes despu\u00e9s del auge de formaci\u00f3n de estrellas, a medida que las estrellas m\u00e1s masivas terminaron su vida de forma temprana y enriquecieron la galaxia con el material que sirvi\u00f3 de componentes b\u00e1sicos para la formaci\u00f3n de los planetas e incluso la\u00a0vida en la Tierra.&#8221;<\/p>\n<p style=\"text-align: justify;\">INFORMACI\u00d3N<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cu\u00e1les son las caracter\u00edsticas del Sol? - Quora\" \/><img decoding=\"async\" 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\" alt=\"El calor del Sol\" \/><\/p>\n<p style=\"text-align: justify;\">Seg\u00fan todos los estudios realizados por los Astr\u00f3nomos en estrellas similares al Sol, tanto en el comienzo como en el final de sus &#8220;vidas&#8221;, se sabe que al Sol le quedan unos 5.000 M de a\u00f1os de vida. Sin embargo, dentro de unos 1.000 M de a\u00f1os, comenzar\u00e1 la fase de convertirse en una Gigante roja que fusionar\u00e1 el Helio en Carbono y el Carbono en Ox\u00edgeno.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Planetas que sobreviven a la fase de gigante roja - Eureka\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1ndo y c\u00f3mo morir\u00e1 el Sistema Solar?\" \/><\/p>\n<p style=\"text-align: justify;\">La Gigante roja engullir\u00e1 a Mercurio y Venus y quedar\u00e1 muy cerca de la Tierra que, debido a las altas temperaturas reinantes para entonces, ver\u00e1 evaporarse sus mares y oc\u00e9anos y, la Vida, tal como la conocemos desaparecer\u00e1 del planeta.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRKSw-W_ENMm9TgMfadaSy2GEi_NljPFbU8hw&amp;usqp=CAU\" alt=\"Acercar las estrellas: Las supergigantes y gigantes rojas del cielo  nocturno.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSC5PQe6IAOl_UvuLu9IjjSaGIgm9G4dOZD3w&amp;usqp=CAU\" alt=\"eXe\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Estrellas Gigantes Rojas | Gu\u00eda Ilustrada de la Astronom\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">Claro que todo ese proceso tiene que ser explicado para saber el por qu\u00e9 de esos cambios y c\u00f3mo se producen las transiciones de fase que convierten a la estrella original en una cosa distinta de la que fue.<\/p>\n<p style=\"text-align: justify;\">Las estrellas como el Sol, al producir la Fusi\u00f3n Nuclear radia con inusitada potencia y tiende a hincharse (como la leche cuando hierve), es decir, quiere expandirse. Sin embargo, la propia fuerza de Gravedad que genera tan ingente masa, frena esa expansi\u00f3n y la estrella alcanza la estabilidad.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTNuFTcsviCoJNev9W-sQRoNc4v9bF3X9GPgQ&amp;usqp=CAU\" alt=\"Que pasaria si el sol se convirtiera en una gigante roja - QUE PASARIA SI EL  SOL SE APAGARA - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Claro que, agotado el combustible nuclear de fusi\u00f3n, la estrella se expande para convertirse en una Gigante Roja que, eyectar\u00e1 sus capas exteriores al Espacio Interestelar formando una Nebulosa Planetaria, mientras que la mayor parte de la masa, habiendo quedado hu\u00e9rfana de la fusi\u00f3n, quedar\u00e1 a merced de la Gravedad que la comprimir\u00e1 m\u00e1s y m\u00e1s.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i2.wp.com\/wikisabio.com\/wp-content\/uploads\/2017\/05\/264202_catseye_full_wa.jpg?fit=408%2C282\" alt=\"Nebulosa Planetaria. Una nebulosa planetaria es una nebulosa de emisi\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">Ese puntito blanco que vemos en el centro de la Nebulosa es la <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> que antes fue el Sol. Radia en el Ultravioleta rabioso ionizando el material circundante que forma la nebulosa.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubierta la primera enana blanca con una atm\u00f3sfera de ox\u00edgeno\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">La Enana Blanca ha sido comprimida de tal manera que, su di\u00e1metro, s\u00f3lo ser\u00e1 de unos 10.000 Km, lo que antes ten\u00eda 109 veces el di\u00e1metro de la Tierra. La Densidad alcanzada por la Enana Blanca es de una tonelada por cm<sup>3\u00a0<\/sup><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Pauli Exclusion Principle\" \/><\/p>\n<p style=\"text-align: justify;\">Para entender por que se produce el fen\u00f3meno de que el Sol llegue a convertirse en <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a>, hay que explicar lo que son los <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> y que \u00e9stos est\u00e1n sometidos a un principio de la mec\u00e1nica cu\u00e1ntica.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">El Principio de exclusi\u00f3n de Pauli es una regla de la Mec\u00e1nica cu\u00e1ntica, descubierto por W.E. Pauli en 1925 y establece que no puede haber <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> con todos sus n\u00fameros cu\u00e1nticos id\u00e9nticos (esto es, el mismo estado cu\u00e1ntico) dentro del mismo sistema cu\u00e1ntico. Es una consecuencia del teorema de la estad\u00edstica del <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"White Dwarfs and Electron Degeneracy\" \/><\/p>\n<p style=\"text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> son <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> sometidos a ese Principio. As\u00ed, cuando la masa del Sol es comprimida m\u00e1s y m\u00e1s por la fuerza de Gravedad, los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> (que son <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a>), se ven apretados los unos contra los otros y llegan a sentir una especie de &#8220;claustrofobia&#8221;, que los degeneran y comienzan a moverse a velocidades relativistas, lo que hace que la Gravedad sea frenada y la masa quede convertida en una <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> radiando en el Ultravioleta,<\/p>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/65\/Whitedwarf%26planetarynebula.png\/300px-Whitedwarf%26planetarynebula.png\" alt=\"Enana blanca - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQmZ26YUv0q_RfBQHJX0y2OMQA6vSFkCqJ1Vf-8E0Xs99yVb_Jw_anJ18rfPAh8TCN6cis&amp;usqp=CAU\" alt=\"Transporte de energ\u00eda en enanas blancas. \u00bfQu\u00e9 pasa con los campos  magn\u00e9ticos? | Astrobites en espa\u00f1ol\" \/><\/p>\n<p style=\"text-align: justify;\">As\u00ed estar\u00e1 muchos a\u00f1os mientras se enfr\u00eda para que finalmente se convierta en un cad\u00e1ver estelar. Si la estrella original es m\u00e1s masiva que el Sol, entonces, al ser la Gravedad m\u00e1s potente, ni la degeneraci\u00f3n de ,los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> la puede frenar. La consecuencia es que los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> se fusionan con los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y se convierten en Neutrones que, s\u00ed se degeneran para dejar finalmente una estrella de Neutrones.<\/p>\n<p style=\"text-align: justify;\">Siendo la masa mucho mayor, el resultado ser\u00eda un Agujero Negro, pero esa es otra historia.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<p style=\"text-align: justify;\">Nota: Dejo esta narraci\u00f3n de unos hechos que aclaran, mucho mejor, lo que le pasar\u00e1 al Sol cuando agote la energ\u00eda nuclear de fusi\u00f3n. Ya que, el reportaje de OK Diario de m\u00e1s abajo&#8230; No me dej\u00f3 sartisfecho.<\/p>\n<\/blockquote>\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%2F10%2F10%2Fno-siempre-la-prensa-cuenta-las-cosas-con-rigor-cientifico%2F&amp;title=No+siempre+la+prensa+cuenta+las+cosas+con+rigor+cient%C3%ADfico' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F10%2F10%2Fno-siempre-la-prensa-cuenta-las-cosas-con-rigor-cientifico%2F&amp;title=No+siempre+la+prensa+cuenta+las+cosas+con+rigor+cient%C3%ADfico' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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En ese momento la tasa de formaci\u00f3n de estrellas en nuestra galaxia hab\u00eda llegado a un goteo.&#8221; La proto [&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":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27256"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=27256"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27256\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27256"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27256"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27256"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}