{"id":27142,"date":"2021-09-12T15:43:12","date_gmt":"2021-09-12T14:43:12","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27142"},"modified":"2021-09-12T15:43:12","modified_gmt":"2021-09-12T14:43:12","slug":"los-atomos%e2%80%a6-las-estrellas%e2%80%a6-%c2%a1nuestra-curiosidad-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/09\/12\/los-atomos%e2%80%a6-las-estrellas%e2%80%a6-%c2%a1nuestra-curiosidad-3\/","title":{"rendered":"Los \u00e1tomos\u2026 Las estrellas\u2026 \u00a1Nuestra curiosidad!"},"content":{"rendered":"<div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/16\/\">\u00ab Entradas anteriores<\/a><\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/14\/\">Entradas siguientes \u00bb<\/a><\/div>\n<\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/en.wikipedia.org\/wiki\/File:JamesClerkMaxwell-KatherineMaxwell-1869.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/3\/33\/JamesClerkMaxwell-KatherineMaxwell-1869.jpg\/220px-JamesClerkMaxwell-KatherineMaxwell-1869.jpg\" alt=\"\" width=\"220\" height=\"274\" data-file-width=\"481\" data-file-height=\"600\" \/><\/a><\/div>\n<div>\n<div>\u00a0\u00a0\u00a0 James and Katherine Maxwell, 1869.<\/div>\n<\/div>\n<\/div>\n<div>\n<p style=\"text-align: justify;\"><strong>James Clerk Maxwell, el hombre sinti\u00e9ndose poeta de la Naturaleza, inspirado escribi\u00f3:<\/strong><\/p>\n<blockquote><p><strong>\u201cEn tiempos y lugares totalmente inciertos,<\/strong><\/p>\n<p><strong>Los \u00e1tomos dejaron su camino celeste,<\/strong><\/p>\n<p><strong>Y mediante abrazos fortuitos,<\/strong><\/p>\n<p><strong>Engendraron todo lo que existe.\u201d<\/strong><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Y, al menos en lo que conocemos y que est\u00e9 hecho de materia bari\u00f3nica (la que emite radiaci\u00f3n), as\u00ed resulta ser. En la materia, de una u otra manera, est\u00e1n presentes las fuerzas fundamentales que rigen en el Universo, como por ejemplo, la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a>, la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a>, la Gravedad y, en los \u00e1tomos la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>.<\/a><\/p>\n<div id=\"center_col\" style=\"text-align: justify;\">\n<div id=\"res\">\n<div id=\"search\">\n<ul>\n<li><strong>Radiaci\u00f3n<\/strong>\u00a0electromagn\u00e9tica.\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Acerca de la Radiaci\u00f3n | Novusmed\" \/><\/li>\n<li><strong>Radiaci\u00f3n<\/strong>\u00a0ionizante.<\/li>\n<li><strong>Radiaci\u00f3n<\/strong>\u00a0t\u00e9rmica.<\/li>\n<li><strong>Radiaci\u00f3n<\/strong>\u00a0corpuscular.<\/li>\n<li><strong>Radiaci\u00f3n<\/strong>\u00a0solar.<\/li>\n<li><strong>Radiaci\u00f3n<\/strong>\u00a0nuclear.<\/li>\n<li><strong>Radiaci\u00f3n<\/strong>\u00a0de cuerpo negro.<\/li>\n<li><strong>Radiaci\u00f3n<\/strong>\u00a0no ionizante.<\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<p>TIPOS DE RADIACI\u00d3N<\/p>\n<p>&nbsp;<\/p>\n<ul type=\"DISC\">\n<li>ALFA:<br \/>\nn\u00facleos de Helio ( = 2\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\">protones<\/a>\u00a0+ 2\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\">neutrones<\/a>)<\/li>\n<li>BETA:\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\">electrones<\/a><\/li>\n<li>GAMMA: ondas electromagn\u00e9ticas<\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">En los albores del siglo XX se hac\u00eda cada vez m\u00e1s evidente que alguna clase de energ\u00eda \u201cat\u00f3mica\u201d ten\u00eda que ser responsable de la potencia del Sol y las otras estrellas del cielo. Ya por 1898, s\u00f3lo dos a\u00f1os despu\u00e9s del descubrimiento de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a>\u00a0por Becquerel, el ge\u00f3logo norteamericano Thomas Chrowder<strong><\/strong>\u00a0Chamberlin especulaba que los \u00e1tomos eran \u201ccomplejas organizaciones y centros de enormes energ\u00edas\u201d, y que \u201clas extraordinarias condiciones que hay en el centro del Sol pueden\u2026 liberar una parte de su energ\u00eda\u201d. Pero nadie sab\u00eda cu\u00e1l era ese mecanismo, ni c\u00f3mo pod\u00eda operar, hasta que no se lleg\u00f3 a saber mucho m\u00e1s sobre los \u00e1tomos y las estrellas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo est\u00e1 constituido el n\u00facleo de los \u00e1tomos? - Foro Nuclear\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Todo lo que quer\u00edas saber sobre las estrellas | National Geographic\" \/><\/p>\n<p style=\"text-align: justify;\">El intento de lograr tal comprensi\u00f3n exigi\u00f3 una colaboraci\u00f3n cada vez mayor entre los astr\u00f3nomos y los f\u00edsicos nucleares. Su trabajo llevar\u00eda, no s\u00f3lo a resolver la cuesti\u00f3n de la energ\u00eda estelar, sino tambi\u00e9n al descubrimiento de una trenza dorada en la que la evoluci\u00f3n c\u00f3smica se entrelazaba con la historia at\u00f3mica y la estelar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTsA-_8_trBXcjlPiDpzuvRK9jQQH265WmnHKRcWPJo0yqTFZ7LatraqLTGnNT_ZXDxS8U&amp;usqp=CAU\" alt=\"Lo Mas M\u00ednimo de la Materia, Quarks. (Por Ahora) - Cien... en Taringa!\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQvutJhNV8TbIXbjtSPGHqJW4bO8Bs5UoqiRg&amp;usqp=CAU\" alt=\"IS\u00d3TOPOS Y RADIOACTIVIDAD\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Todo est\u00e1 hecho de \u00e1tomos&#8230; \u00a1Tambi\u00e9n nosotros!<\/p>\n<p style=\"text-align: justify;\">La clave para comprender la energ\u00eda estelar fue, como previ\u00f3 Chamberlin, conocer la estructura del \u00e1tomo. Que el \u00e1tomo ten\u00eda una estructura interna pod\u00eda inferirse de varias l\u00edneas de investigaci\u00f3n, entre ellas, el estudio de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a>: para que los \u00e1tomos emitiesen part\u00edculas, como se hab\u00eda hallado que lo hac\u00edan en los laboratorios de Becquerel y los Curie, y para que esas emisiones los transformasen de unos elementos en otros, como hab\u00edan demostrado Rutherford y el qu\u00edmico ingl\u00e9s Frederick Soddy, los \u00e1tomos deb\u00edan de ser algo m\u00e1s que simples unidades indivisibles, como implicaba su nombre (de la voz griega que significa \u201cimposible de cortar\u201d). Pero la f\u00edsica at\u00f3mica a\u00fan deb\u00eda recorrer un largo camino para llegar a comprender su estructura.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Caf\u00e9 y Radiaciones - Antoine-Henri Becquerel (Par\u00eds, 1852 - Le Croisic,  Francia, 1908). F\u00edsico franc\u00e9s. Descubri\u00f3 la radiactividad. Educado en el  seno de una familia constituida por varias generaciones de cient\u00edficos,  entre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Premios Nobel - Qu\u00edmica 1911 (Marie Sk\u0142odowska-Curie) - El Tamiz\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Becquerel y los Curie<\/p>\n<p style=\"text-align: justify;\">De los tres principales constituyentes del \u00e1tomo -el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>\u00a0y el electr\u00f3n-, s\u00f3lo el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\">electr\u00f3n<\/a>\u00a0hab\u00eda sido identificado (por J.J. Thomson, en los \u00faltimos a\u00f1os del siglo XIX). Nadie hablaba de energ\u00eda \u201cnuclear\u201d, pues ni siquiera se hab\u00eda demostrado la existencia del n\u00facleo at\u00f3mico, y mucho menos de sus part\u00edculas constituyentes, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0y el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>, que ser\u00edan identificados respectivamente, por Thomson en 1913 y James Chadwick en 1932. Desvelar la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> y los Bosones emisarios, los Gluones, tuvo que esperar alg\u00fan tiempo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/_pO6_LWzFSx4\/TEUaBoQVGPI\/AAAAAAAADn8\/6AiLECwlZ44\/s1600\/experimento+rutherford.jpg\" alt=\"\" width=\"396\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Rutherford, Hans Geiger y Ernest Marsden se contaban entre los m\u00e1s expertos entendidos sobre la cartograf\u00eda at\u00f3mica. En Manchester, de 1909 a 1911, sondearon el \u00e1tomo lanzando corrientes de \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\"><a href=\"#\" onclick=\"referencia('particula alfa',event); return false;\">part\u00edculas alfa<\/a><\/a>\u201d subat\u00f3micas -n\u00facleos de helio- contra delgadas laminillas de oro, plata, esta\u00f1o y otros metales. La mayor\u00eda de las\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\"><a href=\"#\" onclick=\"referencia('particula alfa',event); return false;\">part\u00edculas alfa<\/a><\/a>\u00a0se escapaban a trav\u00e9s de las laminillas, pero, para asombro de los experimentadores, algunas rebotaban hacia atr\u00e1s, Rutherford pens\u00f3 durante largo tiempo e intensamente en este extra\u00f1o resultado; era tan sorprendente, se\u00f1alaba, como si una bala rebotase contra un pa\u00f1uelo de papel. Finalmente, en una cena en casa en 1911, anunci\u00f3 a unos pocos amigos que hab\u00eda dado con una expliaci\u00f3n: que la mayor\u00eda de la masa de un \u00e1tomo reside un un diminuto n\u00facleo masivo. Midiendo las tasas de dispersi\u00f3n hacia atr\u00e1s obtenida de laminillas compuestas de varios elementos, Rutherford pudo calcular la carga y el di\u00e1metro m\u00e1ximo del n\u00facleo at\u00f3mico del blanco. Esa era, pues, una explicaci\u00f3n at\u00f3mica de los pesos de los elementos. Los elementos pesados son m\u00e1s pesados que los elementos ligeros porque los n\u00facleos de sus \u00e1tomos tienen mayor masa.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/c.tenor.com\/K4OJlGeRH1wAAAAM\/element-atom.gif\" alt=\"Atomo De GIF - Atomo De Bohr - Discover &amp;amp; Share GIFs\" \/><\/p>\n<p style=\"text-align: justify;\">El \u00e1mbito de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\">electrones<\/a>\u00a0fue explorado luego por el f\u00edsico dan\u00e9s Niels Bohr, quien demostr\u00f3 que los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\">electrones<\/a>\u00a0ocupan \u00f3rbitas, o capas, discretas que rodean el n\u00facleo. (Durante un tiempo Bohr concibi\u00f3 el \u00e1tomo como un sistema solar en miniatura, pero este an\u00e1lisis pronto demostr\u00f3 ser inadecuado; el \u00e1tomo no est\u00e1 regido por la mec\u00e1nica newtoniana sino por la mec\u00e1nica cu\u00e1ntica.) Entre sus muchos otros \u00e9xitos, el modelo de Bohr revelaba la base f\u00edsica de la espectroscopia. El n\u00famero de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\">electrones<\/a>\u00a0de un \u00e1tomo est\u00e1 determinado por la carga el\u00e9ctrica del n\u00facleo, la que a su vez se debe al n\u00famero de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\">protones<\/a>\u00a0del n\u00facleo, que es la clave de la identidad qu\u00edmica del \u00e1tomo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRT1ovNzdgeAL30IVg4G8J41XZEHKO-L1rQeA&amp;usqp=CAU\" alt=\"Pigmentos y fotones: la ciencia detr\u00e1s de los colores oto\u00f1ales del bosque\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Fot\u00f3n - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">Cuando un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\">electr\u00f3n<\/a>\u00a0cae de una \u00f3rbita externa a una \u00f3rbita interior emite un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\">fot\u00f3n<\/a>. La longitud de onda de ese\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\">fot\u00f3n<\/a>\u00a0est\u00e1 determinada por las \u00f3rbitas part\u00edculas entre las que el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\">electr\u00f3n<\/a>\u00a0efect\u00faa la transici\u00f3n. Y esta es la raz\u00f3n de que un espectro, que registra las longitudes de onda de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/page\/15\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>, revele los elementos qu\u00edmicos que forman la estrella u otro objeto que estudie el espectros-copista. En palabras de Max Planck, el fundador de la mec\u00e1nica cu\u00e1ntica, el modelo de Bohr del \u00e1tomo proporciona \u201cla llave largamente buscada de la puerta de entrada al maravilloso mundo de la espectroscopia, que desde el descubrimiento del an\u00e1lisis espectral hab\u00eda desafiado obstinadamente todos los itentos de conocerlo\u201d.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.google.es\/url?source=imglanding&amp;ct=img&amp;q=http:\/\/www.astrosurf.com\/astronosur\/imagenes\/est_HR.jpg&amp;sa=X&amp;ei=c2XAT7iYJtDs0gWnjM3VCg&amp;ved=0CA4Q8wc&amp;usg=AFQjCNGrwpVKjk5LDLFqs0Z9wcFuXEeZlQ\" alt=\"\" width=\"505\" height=\"345\" \/><\/p>\n<p style=\"text-align: justify;\">Las estrellas son enormes aglomeraciones de gas, principalmente Hidrogeno, cuya temperatura es tan alta debido a la fusi\u00f3n de este elemento, que irradian luz a lo largo de todo el espectro electromagn\u00e9tico. Poseen diferentes temperaturas que var\u00edan desde los 2000 grados Celsius hasta los 50000.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/i.kinja-img.com\/gawker-media\/image\/upload\/s--ROp3ynpX--\/c_scale,f_auto,fl_progressive,q_80,w_800\/jtndkgrf9o6yrm8jdsji.gif?w=944&amp;ssl=1\" alt=\"Fuego de colores - Qu\u00edmica en casa.com\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El color es cambiante en raz\u00f3n de la temperatura<\/p>\n<p style=\"text-align: justify;\">De la misma forma que al calentar una pieza de metal cambia de color, al principio rojo, luego amarillo hasta llegar al blanco, el color de una estrella varia seg\u00fan su temperatura superficial. Las estrellas m\u00e1s fr\u00edas son las rojas, y las mas calientes las azules. Estos colores suelen percibirse a simple vista, como por ejemplo Antares (la estrella principal de Scorpius) que es de color rojo, o Rigel (en Orion) de color azul. En astronom\u00eda se utiliza la escala Kelvin para indicar temperaturas, donde el cero absoluto es -273 grados Celsius.<\/p>\n<p style=\"text-align: justify;\">Para definir el color de una estrella, Johnson y Morgan (1950), crearon el sistema UBV (del ingl\u00e9s Ultravioleta, Azul, Visible). Las mediciones se realizaban mediante un fot\u00f3metro fotoel\u00e9ctrico para medir la intensidad de la radiaci\u00f3n el longitudes de onda espec\u00edficas:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSEoFQOh5GvCSfcYhvys8VGue3BvRzeL_G986oMpCtbi3RhwY0wjz8XFmynYSvlNWX4u1Y&amp;usqp=CAU\" alt=\"&quot;SpaceNet\" \/><\/p>\n<\/div>\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%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F&amp;title=Los+%C3%A1tomos%E2%80%A6+Las+estrellas%E2%80%A6+%C2%A1Nuestra+curiosidad%21' 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%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F&amp;title=Los+%C3%A1tomos%E2%80%A6+Las+estrellas%E2%80%A6+%C2%A1Nuestra+curiosidad%21' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F&amp;title=Los+%C3%A1tomos%E2%80%A6+Las+estrellas%E2%80%A6+%C2%A1Nuestra+curiosidad%21' title='Google' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F&amp;t=Los+%C3%A1tomos%E2%80%A6+Las+estrellas%E2%80%A6+%C2%A1Nuestra+curiosidad%21' title='Yahoo' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F' title='Technorati' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F' title='Meneame' target='_blank' rel='nofollow'><img src='https:\/\/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=https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/09\/12\/los-atomos%e2%80%a6-las-estrellas%e2%80%a6-%c2%a1nuestra-curiosidad-3\/' target='_blank' rel='nofollow'><img title='Enchilame' src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F&amp;title=Los+%C3%A1tomos%E2%80%A6+Las+estrellas%E2%80%A6+%C2%A1Nuestra+curiosidad%21' title='BlinkList' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F&amp;title=Los+%C3%A1tomos%E2%80%A6+Las+estrellas%E2%80%A6+%C2%A1Nuestra+curiosidad%21' title='Reddit' target='_blank' rel='nofollow'><img src='https:\/\/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='https:\/\/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\/09\/12\/los-atomos%e2%80%a6-las-estrellas%e2%80%a6-%c2%a1nuestra-curiosidad-3\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F' title='Wikio' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F&amp;title=Los+%C3%A1tomos%E2%80%A6+Las+estrellas%E2%80%A6+%C2%A1Nuestra+curiosidad%21' title='Friend Feed' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F&amp;t=Los+%C3%A1tomos%E2%80%A6+Las+estrellas%E2%80%A6+%C2%A1Nuestra+curiosidad%21' title='Facebook' target='_blank' rel='nofollow'><img src='https:\/\/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=Los+%C3%A1tomos%E2%80%A6+Las+estrellas%E2%80%A6+%C2%A1Nuestra+curiosidad%21: https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F' title='Twitter' target='_blank' rel='nofollow'><img src='https:\/\/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=Los+%C3%A1tomos%E2%80%A6+Las+estrellas%E2%80%A6+%C2%A1Nuestra+curiosidad%21&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F12%2Flos-atomos%25e2%2580%25a6-las-estrellas%25e2%2580%25a6-%25c2%25a1nuestra-curiosidad-3%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/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>\u00ab Entradas anteriores Entradas siguientes \u00bb \u00a0\u00a0\u00a0 James and Katherine Maxwell, 1869. James Clerk Maxwell, el hombre sinti\u00e9ndose poeta de la Naturaleza, inspirado escribi\u00f3: \u201cEn tiempos y lugares totalmente inciertos, Los \u00e1tomos dejaron su camino celeste, Y mediante abrazos fortuitos, Engendraron todo lo que existe.\u201d &nbsp; Y, al menos en lo que conocemos y que [&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\/27142"}],"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=27142"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27142\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27142"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27142"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27142"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}