{"id":4383,"date":"2020-07-25T07:51:07","date_gmt":"2020-07-25T06:51:07","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=4383"},"modified":"2020-07-25T06:52:45","modified_gmt":"2020-07-25T05:52:45","slug":"creando-parcelas-del-saber-datacion","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/25\/creando-parcelas-del-saber-datacion\/","title":{"rendered":"Creando parcelas del saber: Dataci\u00f3n"},"content":{"rendered":"<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Los m\u00e9todos de dataci\u00f3n en Prehistoria\" \/><img decoding=\"async\" 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\" alt=\"Miles de objetos de hueso frente al radiocarbono para datar las ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Miles de objetos de hueso frente al radiocarbono para datar las ...\" \/><img decoding=\"async\" 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\" alt=\"La dataci\u00f3n de cuevas con Uranio, Torio y Carbono 14 - Qu\u00edmica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es curioso como nuestra imaginaci\u00f3n ha ido creando parcelas del saber para desvelar misterios bien guardados por la Naturaleza, y, uno de ellos es el tiempo de las cosas muy antiguas y f\u00f3siles del pasado profundamente enterrados a los que tenemos que buscar sus fechas de nacimiento.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-NxX_1SzZYYo\/Vx1QAX1fnKI\/AAAAAAAABdM\/XN3CW5ebRzIM2__gw4Cf7CvZYZOyZS09wCLcB\/s1600\/desintegraci%25C3%25B3n%2Bradiactiva.jpg\" alt=\"Temas de ciencia: Radiois\u00f3topos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los radio-is\u00f3topos son \u00e1tomos inherentemente inestables que se desintegran espont\u00e1neamente en elementos descendientes estables con tasas que pueden medirse con precisi\u00f3n en el laboratorio. Por tanto, si determinamos la cantidad de is\u00f3topo radiactivo progenitor que ha desaparecido del mineral con el tiempo, o la cantidad de is\u00f3topo descendiente que se ha acumulado, podemos calcular la edad del mineral. Curiosamente, lo que se mantiene constante en la desintegraci\u00f3n radiactiva es la proporci\u00f3n de radiois\u00f3topo que se desintegra en un intervalo de tiempo determinado, y no el n\u00famero de \u00e1tomos que se desintegran. Por tanto, a medida que disminuye con el tiempo la abundancia de un is\u00f3topo radiactivo en un mineral, la tasa absoluta de desaparici\u00f3n del elemento tambi\u00e9n disminuye. El ritmo de desintegraci\u00f3n de un is\u00f3topo radiactivo se denomina <span style=\"text-decoration: underline;\">vida media<\/span>, y se define como el tiempo necesario para que la mitad del radiois\u00f3topo de un material se desintegre en otro elemento.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/dc\/Zenon2.jpg\/400px-Zenon2.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Representaci\u00f3n de la c\u00e9lebre paradoja de &#8220;Aquiles y la tortuga&#8221; junto a la efigie de Zen\u00f3n<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;Las\u00a0<strong>paradojas de Zen\u00f3n<\/strong>\u00a0son un conjunto de problemas\u00a0<a title=\"Filosof\u00eda\" href=\"https:\/\/es.wikipedia.org\/wiki\/Filosof%C3%ADa\">filos\u00f3ficos<\/a>\u00a0que, en general, se cree que fueron planteados por el fil\u00f3sofo de la\u00a0<a title=\"Antigua Grecia\" href=\"https:\/\/es.wikipedia.org\/wiki\/Antigua_Grecia\">Antigua Grecia<\/a>\u00a0<a title=\"Zen\u00f3n de Elea\" href=\"https:\/\/es.wikipedia.org\/wiki\/Zen%C3%B3n_de_Elea\">Zen\u00f3n de Elea<\/a>\u00a0(c. 490-430 a. C.) para respaldar la doctrina de\u00a0<a title=\"Parm\u00e9nides de Elea\" href=\"https:\/\/es.wikipedia.org\/wiki\/Parm%C3%A9nides_de_Elea\">Parm\u00e9nides<\/a>, en la que se afirma que, contrariamente a la evidencia de los sentidos, la creencia en el\u00a0<a title=\"Pluralismo (filosof\u00eda)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Pluralismo_(filosof%C3%ADa)\">pluralismo<\/a>\u00a0y el cambio es err\u00f3nea, y en particular que el\u00a0<a title=\"Movimiento (f\u00edsica)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Movimiento_(f%C3%ADsica)\">movimiento<\/a>\u00a0no es m\u00e1s que una\u00a0<a title=\"Ilusi\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ilusi%C3%B3n\">ilusi\u00f3n<\/a>\u00a0de los sentidos.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Los que conozcan bien los cl\u00e1sicos habr\u00e1n recordado la paradoja de Zen\u00f3n en la que Aquiles persigue a una tortuga.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Que Isotopo Se Usa En La Datacion Radiactiva - bugnytydisp8143737\" \/><img decoding=\"async\" src=\"https:\/\/ugc.kn3.net\/i\/origin\/http:\/\/www.geovirtual2.cl\/geologiageneral\/imagenes\/Radiom01.gif\" alt=\"Son Los Metodos De Datacion Radiometrica Confiables - centro de ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El sistema de dataci\u00f3n radiom\u00e9trica m\u00e1s conocido es el proporcionado por el \u00b9\u2074C, o Carbono 14, un is\u00f3topo raro del Carbono que se produce de forma natural por acci\u00f3n de los rayos c\u00f3smicos y antropog\u00e9nicamente por bombas nucleares. Se desintegra en Nitr\u00f3geno (\u00b9\u2074N) con una vida media de 5.730 a\u00f1os. Como el \u00b9\u2074C es tan poco com\u00fan (menos de uno de cada mil \u00e1tomos de Carbono) y su vida media es tan corta, la Dataci\u00f3n con radio carbono queda limitada a los \u00faltimos cien mil a\u00f1os, aproximadamente.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Los egipt\u00f3logos han descubierto una estatua de la reina Ti, esposa ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSMNTBWahPCqcarMFTDm4U5QkIiWslx2NvFVA&amp;usqp=CAU\" alt=\"Averiguan el secreto de familia sobre los hijos de un gobernante ...\" \/><img decoding=\"async\" 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\" alt=\"Los \u00faltimos mamuts - Quo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En los materiales m\u00e1s antiguos simplemente no queda suficiente \u00b9\u2074C para que pueda medirse con precisi\u00f3n. Por consiguiente, el \u00b9\u2074C proporciona una herramienta de dataci\u00f3n valiosa para egipt\u00f3logos o para paleont\u00f3logos interesados en mamuts lanudos, pero no sirve para desentra\u00f1ar la historia profunda de la Tierra.<\/p>\n<p style=\"text-align: justify;\">Para datar sucesos m\u00e1s lejanos y arcaicos necesitamos un reloj m\u00e1s importante: un radiois\u00f3topo cuya vida media se mide en muchos millones de a\u00f1os, incluso miles de millones de a\u00f1os. El Potasio 40 (\u2074\u2070K) se identific\u00f3 inicialmente como un candidato prometedor para la geocronolog\u00eda. Este is\u00f3topo inestable se desintegra formando o bien Calcio (\u2074\u2070 Ca), que desafortunadamente no puede distinguirse de los iones de calcio ya presentes en el mineral, o bien Arg\u00f3n (\u2074\u2070 Ar), que si puede distinguirse.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/geologiaweb.com\/wp-content\/uploads\/2020\/04\/granito.jpg\" alt=\"\u25b7 Granito [ CARACTER\u00cdSTICAS ]\n<\/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%2F2020%2F07%2F25%2Fcreando-parcelas-del-saber-datacion%2F&amp;title=Creando+parcelas+del+saber%3A+Dataci%C3%B3n' 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; 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Los radio-is\u00f3topos son \u00e1tomos inherentemente inestables que se [&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\/4383"}],"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=4383"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4383\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=4383"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=4383"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=4383"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}