{"id":27275,"date":"2021-10-16T10:36:45","date_gmt":"2021-10-16T09:36:45","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27275"},"modified":"2021-10-16T10:36:45","modified_gmt":"2021-10-16T09:36:45","slug":"la-paradoja-de-fermi-7","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/10\/16\/la-paradoja-de-fermi-7\/","title":{"rendered":"La Paradoja de Fermi"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-hMInQPnA-Gg\/UBll6_4WJlI\/AAAAAAAAJ_c\/TqrpoWh-de4\/s1600\/monument-valley_pacholka.jpg\" alt=\"\" width=\"812\" height=\"351\" \/><\/p>\n<p style=\"text-align: justify;\">Esplendoroso Arco de la V\u00eda L\u00e1ctea desde Monument Valley en los Estados Unidos. Aqu\u00ed, como en otros muchos rincones de nuestro planeta Tierra, podemos contemplar esa inmensidad, ese carrusel de estrellas, gas y polvo que conforma la Galaxia espiral en kla que nos encontramos, y, de la misma manera, otros muchos cientos de miles de mundos, tambi\u00e9n podr\u00e1n ser el habitat de criaturas inteligentes que, como nosotros, se ven all\u00ed confinadas sin poder recorrer &#8220;infinitas&#8221; distancias que las separan de otras civilizaciones situadas a decenas, cientos o miles de a\u00f1os-luz de ellos. Lo explica bien el reportaje publicado por El Pa\u00eds.<\/p>\n<div style=\"text-align: justify;\" align=\"center\">\n<hr align=\"center\" size=\"3\" width=\"100%\" \/>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.abc.es\/Media\/201111\/08\/pioneer10plaque1--644x430.jpg\" alt=\"\" width=\"465\" height=\"310\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La Paradoja de fermi: \u00bfD\u00f3nde est\u00e1 todo el mundo?<\/p>\n<div style=\"text-align: justify;\">\n<article itemprop=\"mainContentOfPage\" itemscope=\"\" itemtype=\"http:\/\/schema.org\/Article\">\n<header>\n<h1 id=\"titulo_noticia\"><\/h1>\n<div id=\"subtitulo_noticia\">\n<blockquote>\n<h2>Si existen miles de millones de posibilidades de que haya civilizaciones inteligentes, \u00bfpor qu\u00e9 ninguna ha contactado todav\u00eda con nosotros?<\/h2>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u0424\u043e\u043d \u0430\u0441\u0442\u0440\u043e\u043d\u043e\u043c\u0438\u044f (32 \u0444\u043e\u0442\u043e)\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo sobrevivir al fin del Sol y otros 6 problemas a los que se enfrentar\u00e1  el ser humano (si no se extingue antes) - BBC News Mundo\" \/><\/p>\n<\/div>\n<\/header>\n<\/article>\n<\/div>\n<div style=\"text-align: justify;\">\n<header id=\"cabecera\" itemscope=\"\" itemtype=\"http:\/\/www.schema.org\/WPHeader\"><\/header>\n<div>\n<figure itemprop=\"image\" itemscope=\"\" itemtype=\"http:\/\/schema.org\/Photograph\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0No todas las regiones del Universo son oscuras y est\u00e1n vac\u00edas<\/figure>\n<\/div>\n<div id=\"cuerpo_noticia\">\n<p dir=\"ltr\"><em>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Art\u00edculo originalmente escrito por\u00a0<a href=\"http:\/\/waitbutwhy.com\/2014\/05\/fermi-paradox.html\">Tim Urban<\/a>. Traducci\u00f3n de Eva Mill\u00e1n.<\/em><\/p>\n<p dir=\"ltr\">Todo el mundo siente algo cuando est\u00e1 en un sitio desde el que se ven muy bien las estrellas en una noche especialmente estrellada y mira hacia arriba y ve esto.<\/p>\n<blockquote>\n<p dir=\"ltr\"><img decoding=\"async\" src=\"https:\/\/images.theconversation.com\/files\/298376\/original\/file-20191023-119459-17ef4r7.jpg?ixlib=rb-1.1.0&amp;rect=0%2C0%2C1278%2C967&amp;q=20&amp;auto=format&amp;w=320&amp;fit=clip&amp;dpr=2&amp;usm=12&amp;cs=strip\" alt=\"La evoluci\u00f3n nos dice que es probable que seamos la \u00fanica vida inteligente  del universo\" \/><\/p>\n<\/blockquote>\n<p>Algunos prefieren lo tradicional y se sobrecogen por la belleza \u00e9pica del Universo o les impresiona su absurda escala. Yo, personalmente, me decanto por la cl\u00e1sica \u201ccrisis existencial y posterior comportamiento extra\u00f1o durante la siguiente media hora\u201d. Pero todo el mundo siente\u00a0<em>algo<\/em>.<\/p>\n<p dir=\"ltr\">El f\u00edsico Enrico <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a> tambi\u00e9n sinti\u00f3 algo:\u00a0<a href=\"http:\/\/elpais.com\/elpais\/2015\/04\/20\/ciencia\/1429529088_548719.html\">\u201d\u00bfD\u00f3nde est\u00e1 todo el mundo?\u201d<\/a>.<\/p>\n<hr \/>\n<p>Un cielo repleto de estrellas parece\u00a0<em>enorme<\/em>&#8230; pero lo que vemos no es m\u00e1s que nuestro vecindario m\u00e1s pr\u00f3ximo. En las mejores noches posibles podemos ver hasta 2.500 estrellas (aproximadamente una cienmillon\u00e9sima parte de las estrellas de nuestra galaxia), y casi todas ellas est\u00e1n a menos de 1.000 a\u00f1os luz de nosotros (o un 1% del di\u00e1metro de la V\u00eda L\u00e1ctea). As\u00ed que a lo que realmente estamos mirando es a esto:<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Presentaci\u00f3n v\u00eda l\u00e1ctea y sistema solar\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTbzVKUQ1B9oD3FpUJoXEpU803hgym-8lw5eA&amp;usqp=CAU\" alt=\"Movimiento del sistema solar por la v\u00eda l\u00e1ctea explicado. - YouTube\" \/><\/p>\n<blockquote>\n<div id=\"sumario_1|foto\"><a name=\"sumario_1\"><\/a><\/div>\n<\/blockquote>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">Cuando se enfrentan al tema de las estrellas y galaxias, una pregunta que atormenta a la mayor\u00eda de los humanos es: \u201c\u00bfHay m\u00e1s vida inteligente ah\u00ed fuera?\u201d. Veamos algunos n\u00fameros.<\/p>\n<p style=\"text-align: justify;\">Hay tantas estrellas en nuestra galaxia (100.000 &#8211; 400.000 millones) como galaxias hay en el universo observable, aproximadamente, as\u00ed que por cada estrella en la colosal V\u00eda L\u00e1ctea hay toda una\u00a0<em>galaxia<\/em>\u00a0ah\u00ed fuera. Si las sumamos todas llegamos al intervalo t\u00edpicamente citado de\u00a0<strong>entre 10<sup>22<\/sup>\u00a0y 10<sup>24<\/sup><\/strong>\u00a0estrellas en total, lo que significa que por\u00a0<a href=\"http:\/\/www.hawaii.edu\/suremath\/jsand.html\">cada grano de arena en cada playa de la Tierra<\/a>\u00a0hay\u00a0<em>10.000 estrellas<\/em>\u00a0ah\u00ed fuera.<\/p>\n<p style=\"text-align: justify;\">El mundo cient\u00edfico no acaba de ponerse de acuerdo sobre qu\u00e9 porcentaje de esas estrellas son de \u201ctipo solar\u201d (similares al Sol en tama\u00f1o, temperatura y luminosidad): las opiniones suelen estar entre el 5% y el 20%. Qued\u00e1ndonos con el c\u00e1lculo m\u00e1s conservador (5%), y el extremo m\u00e1s bajo del n\u00famero total de estrellas (10<sup>22<\/sup>), nos da 500 trillones o\u00a0<strong>500 millones de billones de estrellas de tipo solar<\/strong>.<\/p>\n<blockquote><p>&nbsp;<\/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=\"La actividad del Sol es mucho m\u00e1s d\u00e9bil que la de otras estrellas similares  \u00bfPero hasta cu\u00e1ndo?\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"&quot;Aster\" \/><\/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%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%2F&amp;title=La+Paradoja+de+Fermi' 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%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%2F&amp;title=La+Paradoja+de+Fermi' 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%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%2F&amp;title=La+Paradoja+de+Fermi' 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%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%2F&amp;t=La+Paradoja+de+Fermi' 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%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%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%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%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\/2021\/10\/16\/la-paradoja-de-fermi-7\/' 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%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%2F&amp;title=La+Paradoja+de+Fermi' 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%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%2F&amp;title=La+Paradoja+de+Fermi' 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\/2021\/10\/16\/la-paradoja-de-fermi-7\/' 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%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%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%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%2F&amp;title=La+Paradoja+de+Fermi' 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%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%2F&amp;t=La+Paradoja+de+Fermi' 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=La+Paradoja+de+Fermi: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%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=La+Paradoja+de+Fermi&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F10%2F16%2Fla-paradoja-de-fermi-7%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>Esplendoroso Arco de la V\u00eda L\u00e1ctea desde Monument Valley en los Estados Unidos. Aqu\u00ed, como en otros muchos rincones de nuestro planeta Tierra, podemos contemplar esa inmensidad, ese carrusel de estrellas, gas y polvo que conforma la Galaxia espiral en kla que nos encontramos, y, de la misma manera, otros muchos cientos de miles de [&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\/27275"}],"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=27275"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27275\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27275"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27275"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27275"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}