{"id":11703,"date":"2020-10-17T09:00:19","date_gmt":"2020-10-17T08:00:19","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=11703"},"modified":"2020-10-17T08:10:40","modified_gmt":"2020-10-17T07:10:40","slug":"un-viaje-desde-los-atomos-hasta-las-estrellas-3","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/10\/17\/un-viaje-desde-los-atomos-hasta-las-estrellas-3\/","title":{"rendered":"Un viaje: desde los \u00e1tomos hasta las estrellas"},"content":{"rendered":"<div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/29\/la-era-cuantica\/\" rel=\"prev\">La era cu\u00e1ntica<\/a><\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/%c2%a1nuestra-curiosidad-siempre-desvelando-misterios\/\" rel=\"next\">\u00a1Nuestra curiosidad! Siempre desvelando misterios<\/a><\/div>\n<\/div>\n<h3><\/h3>\n<div>\n<div><a href=\"http:\/\/commons.wikimedia.org\/wiki\/File:Empedocles_in_Thomas_Stanley_History_of_Philosophy.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/2b\/Empedocles_in_Thomas_Stanley_History_of_Philosophy.jpg\/220px-Empedocles_in_Thomas_Stanley_History_of_Philosophy.jpg\" alt=\"\" width=\"220\" height=\"318\" data-file-width=\"900\" data-file-height=\"1300\" \/><\/a><\/div>\n<div><\/div>\n<div>\n<div style=\"text-align: justify;\">Empedocles, fil\u00f3sofo presocr\u00e1tico de la antigua Grecia. Imagen procedente de Thomas Stanley\u00a0 (1655), <em>The history of philosophy<\/em>. El intu\u00eda que todo era la misma cosa, y, en cada tiempo y lugar, adoptaba la forma que la Naturaleza le ten\u00eda predestinada. Una de las cosas que dec\u00eda era:<\/div>\n<\/div>\n<\/div>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\"><strong>Pues yo he sido a veces un muchacho y una chica,<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Un matorral y un p\u00e1jaro y un pez en las olas saladas.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/aZ5l3f7im10\/hqdefault.jpg\" alt=\"Empedocles 4 Elementos o Raices - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esto nos dec\u00eda Emp\u00e9docles, el padre de aquellos primitivos elementos formados por <strong>Agua, tierra, aire y fuego<\/strong> que, mezclados en la debida proporci\u00f3n, formaban todas las cosas que podemos ver a nuestro alrededor. Claro que, \u00e9l no pod\u00eda llegar a imaginar hasta donde pudimos llegar despu\u00e9s en la comprensi\u00f3n de la materia a partir del descubrimiento de las part\u00edculas \u201celementales\u201d que formaban el \u00e1tomo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.madrimasd.org\/blogs\/universo\/wp-content\/blogs.dir\/42\/files\/159\/el-colapso-de-la-civilizacion-fuente-tfot-the-future-things.jpg\" alt=\"\" width=\"480\" height=\"360\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00ed, hay cosas malas y buenas\u00a0 pero, todas deben ser conocidas para poder, en el primer caso aprovecharlas y en el segundo prevenirlas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.eluniverso.com\/sites\/default\/files\/styles\/powgallery_1024\/public\/fotos\/2019\/11\/sun.jpg?itok=r7Rbiy4R\" alt=\"De qu\u00e9 color es el Sol? | Internacional | Noticias | El Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero demos un salto en el tiempo y viajemos hasta los albores del siglo XX cuando se hac\u00eda cada vez m\u00e1s evidente que alguna clase de energ\u00eda at\u00f3mica era responsable de la potencia del Sol y del resto de las estrellas que m\u00e1s lejos, brillaban en la noche oscura.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Henri Becquerel, f\u00edsico que descubri\u00f3 la radioactividad\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ya en 1898, s\u00f3lo dos a\u00f1os m\u00e1s tarde del descubrimiento de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a> por Becquerel, el ge\u00f3logo americano Thomas Chrowder Chamberlin especulaba que los \u00e1tomos eran complejas organizaciones y centros de enormes energ\u00edas, y que las extraordinarias condiciones que hay en el centro del Sol pueden liberar una parte de su energ\u00eda. Claro que, por aquel entonces, nadie sab\u00eda cual era el mecanismo y c\u00f3mo pod\u00eda operar, hasta que no llegamos a saber mucho m\u00e1s, sobre los \u00e1tomos y las estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/apod.nasa.gov\/apod\/image\/0202\/coronahole_020108eit.jpg\" alt=\"\" width=\"563\" height=\"489\" \/><\/p>\n<p style=\"text-align: justify;\">\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 entrelaza en la historia at\u00f3mica y la estelar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"FUNDAMENTOS DE LA ESTRUCTURA DEL \u00c0TOMO. EL ATOMO. \uf0a1 Uni\u00f3n de dos vocablos:  \u03b1 (a), que significa &quot;sin&quot;, y \u03c4\u03bf\u03bc\u03bf\u03bd (tomon), que significa &quot;divisi\u00f3n\u201c.  \u201cAlgo. - ppt descargar\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRgatWmSVH06tHLtbBPi4fvpt_pKuM7gUPZtg&amp;usqp=CAU\" alt=\"Cuarta fase: El n\u00facleo at\u00f3mico - Teor\u00eda de Ruedas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La Clave: Fue comprender 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 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><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 ser algo m\u00e1s que simples unidades indivisibles, como implicaba su nombre (de la voz griega que significa \u201cimposible de cortar\u201d).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/hdnh.es\/wp-content\/uploads\/2017\/08\/democrito-atomo.jpg\" alt=\"La teor\u00eda del \u00e1tomo de Dem\u00f3crito | Historias de nuestra Historia\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Dem\u00f3crito<\/strong>, un griego que vivi\u00f3 del 460 aC a 370 aC, desarroll\u00f3 una nueva teor\u00eda de la materia. &#8230;\u00a0<strong>Dem\u00f3crito<\/strong>\u00a0teoriz\u00f3 que\u00a0<strong>los \u00e1tomos<\/strong>\u00a0eran espec\u00edficos del material del que formaban parte, lo que significaba que\u00a0<strong>los \u00e1tomos<\/strong>\u00a0de una piedra eran \u00fanicos en la piedra y diferentes de\u00a0<strong>los \u00e1tomos<\/strong>\u00a0de otros materiales, como la piel.<\/p>\n<p style=\"text-align: justify;\">\u00c9l cre\u00eda que los \u00e1tomos eran la parte m\u00e1s peque\u00f1a, invisible e indivisible de la materia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"leyes que cambiaron el mundo blogsport.com: Dem\u00f3crato y los \u00e1tomos.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<div id=\"rg_hx\">\n<p style=\"text-align: justify;\">El \u00e1tomo de Dem\u00f3crito era mucho m\u00e1s de lo que \u00e9l, en un principio, intuy\u00f3 que ser\u00eda. Hoy sabemos que est\u00e1 conformado por diversaspart\u00edculas de familias diferentes: unas son <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">bariones<\/a> que en el seno del \u00e1tomo llamamos <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, otras son <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a> que giran alrededor del n\u00facleo para darle estabilidad de cargas, y, otras, de la familia de los Quarks, construyen los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">bariones<\/a> del n\u00facleo y, todo ello, est\u00e1, adem\u00e1s, vigilado por otras part\u00edculas llamadas <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a> intermedios de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a>, los Gluones que, procuran mantener confinados a los Quarks.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Qui\u00e9n descubri\u00f3 el electr\u00f3n? - 100CIA\" \/><img decoding=\"async\" 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\" alt=\"El experimento de Rutherford\" \/><\/p>\n<p style=\"text-align: justify;\">\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 Rutherford, en realidad, descubri\u00f3 el n\u00facleo at\u00f3mico<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero no corramos tanto, la f\u00edsica at\u00f3mica a\u00fan deber\u00eda recorrer un largo camino para llegar a comprender la estructura que acabamos de rese\u00f1ar. De los tres principales componentes del \u00e1tomo (el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> y el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>), s\u00f3lo el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">electr\u00f3n<\/a> hab\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 de un n\u00facleo at\u00f3mico, y mucho menos de sus part\u00edculas constituyentes, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>, que ser\u00edan identificados, respectivamente, por Thomson en 1913 y James Chawick en 1932.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/_7zfnN4NrDdQ\/TMS2kdUyTRI\/AAAAAAAAAEM\/0GxIxf6yGiM\/s1600\/heart2quarks.jpg\" alt=\"\" width=\"385\" height=\"333\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">De importancia capital result\u00f3 conocer la existencia del n\u00facleo y que \u00e9ste, era 1\/100.000 del total del \u00e1tomo, es decir, casi todo el \u00e1tomo estaba compuesto de espacios \u201cvac\u00edos\u201d y, la materia as\u00ed considerada, era una fracci\u00f3n infinitesimal del total at\u00f3mico.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSuaqhwWK01zTWqEEPSszYeP1uoBO-xk0Y39g&amp;usqp=CAU\" alt=\"The Gold Foil Experiment by Oliul Chowdhury\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Rutherford, Hans Geiger y Ernest Marsden se encontraban entre los Estrabones y Tolomeos de 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\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><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 part\u00edculas Alfa se escapaban a trav\u00e9s de las laminillas, pero, para sombro de los experimentadores, algunas rebotaban hacia atr\u00e1s.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"ERNEST RUTHERFORD (1911) - 478 - EL ATOMO\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Particula alfa | \u00bfQu\u00e9 es la radioactividad? Definici\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Rutherford pens\u00f3 durante largo tiempo e intensamente en este extra\u00f1o resultado; era tan sorprendente, se\u00f1alaba, como si una bala rebotase sobre un pa\u00f1uelo de papel. Finalmente, en una cena en su casa en 1911, anunci\u00f3 a unos pocos amigos que hab\u00eda dado con una explicaci\u00f3n: que la mayor\u00eda de la masa de un \u00e1tomo reside en un diminuto n\u00facleo masivo. Rutherford pudo calcular la carga y el di\u00e1metro m\u00e1ximo del n\u00facleo at\u00f3mico. As\u00ed se supo que los elementos pesados eran m\u00e1s pesados que los elementos ligeros porque los n\u00facleos de sus \u00e1tomos tienen mayor masa.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/xabierjota.files.wordpress.com\/2013\/03\/electr.jpg\" alt=\"\" width=\"576\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todos sabemos ahora, la funci\u00f3n que desarrollan los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">electrones<\/a> en el \u00e1tomo. Pero el \u00e1mbito de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">electrones<\/a> para poder llegar a la comprensi\u00f3n completa, tuvo que ser explorado, entre otros, por el f\u00edsico dan\u00e9s Niels Bohr, quien demostr\u00f3 que ocupaban \u00f3rbitas, o capas, discretas que rodean al n\u00facleo. (Durante un tiempo Bohr consider\u00f3 el \u00e1tomo como un diminuto sistema solar, pero ese an\u00e1lisis, pronto demostr\u00f3 ser inadecuado; el \u00e1tomo no est\u00e1 r\u00edgido por la mec\u00e1nica newtoniana sino por la mec\u00e1nica cu\u00e1ntica.)<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/GoodnaturedOfficialAdamsstaghornedbeetle-small.gif\" alt=\"Best Atomo GIFs | Gfycat\" \/><img decoding=\"async\" src=\"https:\/\/media.tenor.com\/images\/1672bc944e1cfadc7dd75734aa14d6e6\/tenor.gif\" alt=\"Atomo De GIF - Atomo De Bohr - Discover &amp; Share GIFs\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Entre sus muchos otros \u00e9xitos, el modelo de Bohr revelaba la base f\u00edsica de la espectroscopia. El n\u00famero de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">electrones<\/a> de un \u00e1tomo est\u00e1 determinado por la carga el\u00e9ctrica del n\u00facleo, la que a su vez se debe al n\u00famero de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">protones<\/a> del n\u00facleo, que es la clave de la identidad qu\u00edmica del \u00e1tomo. Cuando un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">electr\u00f3n<\/a> cae\u00a0 de una \u00f3rbita externa a una \u00f3rbita interior emite un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">fot\u00f3n<\/a>. La longitud de onda de este <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">fot\u00f3n<\/a> est\u00e1 determinada por las \u00f3rbitas particulares entre las que el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">electr\u00f3n<\/a> efect\u00faa la transici\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/pbs.twimg.com\/media\/C78EuaYVUAE7ViB.jpg\" alt=\"Centro Alem\u00e1n de Informaci\u00f3n para Latinoam\u00e9rica on Twitter: &quot;Joseph v # Fraunhofer: 1\u00ba en medir espectro luz solar, 230 aniversario. Hoy, Inst. @ Fraunhofer forman punta de lanza investigaci\u00f3n #CAInforma\u2026  https:\/\/t.co\/WglDQne98O&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esta es la raz\u00f3n de que un espectro que registra las longitudes de onda de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>, revele los elementos qu\u00edmicos que forman las estrellas u otros objetos que sean estudiados por el espectroscopista. En palabras de Max Planck, el fundador de la f\u00edsica cu\u00e1ntica, el modelo de Bohr del \u00e1tomo nos proporciona \u201cla llave largamente buscada de la puerta de entrada al maravilloso mundo de la espectroscopia, que desde el descubrimiento del an\u00e1lisis espectral (Fraunhoufer) hab\u00eda desafiado obstinadamente todos los intentos de conocerlo\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/bibliotecadeinvestigaciones.files.wordpress.com\/2010\/07\/estrellas.jpg\" alt=\"http:\/\/bibliotecadeinvestigaciones.files.wordpress.com\/2010\/07\/estrellas.jpg\" width=\"683\" height=\"504\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es curioso que, mirando en la oscura noche como brillan las estrellas del cielo, nos atrae su titilar enga\u00f1oso (es la atm\u00f3sfera terrestre la que hace que lo parezca) y su brillo, Sin embargo, pocos llegan a pensar en lo que verdaderamente est\u00e1 all\u00ed ocurriendo. Las transformaciones de fase por fusi\u00f3n no cesan. Esta transformaci\u00f3n de materia en energ\u00eda es consecuencia de la equivalencia materia-energ\u00eda, enunciada por Albert <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> en su famosa f\u00f3rmula <strong>E=mc<sup>2<\/sup><\/strong>; donde E es la energ\u00eda resultante, m es la masa transformada en energ\u00eda, y c es la velocidad de la luz (299.792,458 m\/s kil\u00f3metros). La cantidad de energ\u00eda que se libera en los procesos de fusi\u00f3n termonuclear es fabulosa. Un gramo de materia transformado \u00edntegramente en energ\u00eda bastar\u00eda para satisfacer los requerimientos energ\u00e9ticos de una familia mediana durante miles de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Equivalencia entre masa y energ\u00eda \u2014 Cuaderno de Cultura Cient\u00edfica\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">El USS Enterprise en 1964 durante la operaci\u00f3n \u00abSea Orbit\u00bb en la que dio la vuelta al mundo en 65 d\u00edas sin repostar, demostrando la capacidad de la tecnolog\u00eda basada en la equivalencia entre masa y energ\u00eda.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La Royal Society elige una investigaci\u00f3n de la Universidad de Granada como  la m\u00e1s destacada del mes - Tek'n'life\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Es un gran triunfo del ingenio humano el saber de qu\u00e9, est\u00e1n hechas las estrellas, de qu\u00e9 materiales est\u00e1n conformadas. Recuerdo aqu\u00ed a aquel Presidente de la Real Society de Londres que, en una reuni\u00f3n lleg\u00f3 a decir:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cUna cosa est\u00e1 clara, nunca podremos saber de qu\u00e9 est\u00e1n hechas las estrellas\u201d.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">El hombre se visti\u00f3 de gloria con la, desde entonces, famosa frase. Creo que nada, con tiempo por delante, ser\u00e1 imposible para nosotros.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRpSwMEzkgZbr-h_fIDKO0uJbSDzG8Q2_-04w&amp;usqp=CAU\" alt=\"Las estrellas brillando y galaxy ilustraci\u00f3n. Constellation contra la  nebulosa Imagen Vector de stock - Alamy\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Por qu\u00e9 brillan las estrellas? - VIX\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero, por maravilloso que nos pueda parecer el haber llegado a la comprensi\u00f3n de que los espectros revelan saltos y tumbos de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">electrones<\/a> en sus \u00f3rbitas de Bohr, a\u00fan nadie pod\u00eda hallar en los espectros de las estrellas las claves significativas sobre lo que las hace brillar. En ausencia de una teor\u00eda convincente, se abandon\u00f3 este campo a los taxonomistas, a los que segu\u00edan obstinadamente registrando y catalogando espectros de estrellas, aunque no sab\u00edan hacia donde los conducir\u00eda esto.<\/p>\n<p style=\"text-align: justify;\">En el Laboratorio de la Universidad de Harvard, uno de los principales centros de la mon\u00f3tona pero prometedora tarea de la taxonom\u00eda estelar, las placas fotogr\u00e1ficas que mostraban los colores y espectros de decenas de miles de estrellas se apilaban delante de \u201ccalculadoras\u201d, mujeres solteras en su mayor\u00eda y, de entre ellas,..<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Henrietta Swan Leavitt | Henrietta swan leavitt, Henrietta leavitt,  Henrietta\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Edwin Hubble: \u00bfQu\u00e9 aport\u00f3 a la ciencia?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSsCS0FgBLpXtd1LuYM0gY2K1B9gJjNdnTbXg&amp;usqp=CAU\" alt=\"Universo a la vista 1: Harlow Shapley, v\u00edctima del macarthismo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 Ambos astr\u00f3nomos e vieron involucrados en telas pol\u00edticos que nada ten\u00edan que ver con su trabajo<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Henrietta Leavitt, la investigadora pionera de las estrellas variables Cefeidas que tan \u00fatiles ser\u00edan a Shapley y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;La carta sospechosa estaba dirigida a Edwin <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a>. Y hab\u00eda sido enviada por Harlow Shapley. El episodio involucraba entonces nada menos que a dos de los m\u00e1s grandes astr\u00f3nomos de Estados Unidos y de m\u00e1s all\u00e1 de sus fronteras, responsables de nuestro actual conocimiento de la estructura del Universo y del lugar que ocupa nuestro sistema solar en \u00e9l.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p id=\"image13\" style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/misistemasolar.com\/wp-content\/uploads\/2018\/11\/e-3-1.jpg\" alt=\"Estrella Sirio, Todo Lo Que No Sab\u00edas Sobre Ella Con\u00f3celo Aqu\u00ed.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Imagen de Sirio A (estrella grande) y Sirio B (estrella peque\u00f1a abajo a la derecha) tomadas por el Telescopio <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>\u00a0 (Cr\u00e9d. NASA). Sirio es la quinta estrella m\u00e1s cercana y tiene una edad de 300, millones de a\u00f1os. Es una estrella blanca de la secuencia principal de tipo espectral A1V con temperatura superficial de 10 000 K y situada a 8,6 a\u00f1os luz de la Tierra. Es una estrella binaria y, de ella, podr\u00edamos contar muchas historias. La estrella fue importante en las vidas de Civilizaciones pasadas como, por ejemplo, la egipcia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Amanecer de Sirio: observa a la estrella m\u00e1s brillante estos d\u00edas y celebra  el A\u00f1o Nuevo egipcio y la can\u00edcula\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS_85_xPmdlus-PY1vvods1Gzre9_VZvnHAdw&amp;usqp=CAU\" alt=\"El misterio de la estrella Sirio | Universo estrellas, Constelaciones,  Estrellas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La\u00a0<strong>estrella Sirio<\/strong>, llamada Sopdet por\u00a0<strong>los egipcios<\/strong>, da lugar a uno de estos sucesos singulares: su primera aparici\u00f3n anual al amanecer, el llamado orto hel\u00edaco<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i2.wp.com\/elitediario.com\/wp-content\/uploads\/2019\/12\/ED-Astronomia-Antiguo-Egipto.jpg?fit=1200%2C631&amp;ssl=1\" alt=\"La incre\u00edble Astronom\u00eda del Antiguo Egipto - https:\/\/www.elitediario.com\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Una de las peculiaridades de este calendario de 365 d\u00edas es que carece de a\u00f1o bisiesto.<\/strong>\u00a0Puesto que la duraci\u00f3n del a\u00f1o tr\u00f3pico (el de las estaciones) es pr\u00e1cticamente un cuarto de d\u00eda mayor, esto supone que todos los eventos c\u00edclicos, incluidos los astron\u00f3micos, se atrasen un d\u00eda cada cuatro a\u00f1os.\u00a0<strong>La estrella Sirio<\/strong>, llamada\u00a0<em>Sopdet<\/em>\u00a0por los egipcios, da lugar a uno de estos sucesos singulares: su primera aparici\u00f3n anual al amanecer, el llamado orto hel\u00edaco.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTYXtBaTakTZsyeuFKCzzqeSx_gxRaGUQPGmQ&amp;usqp=CAU\" alt=\"La astronom\u00eda en Egipto, el origen del calendario\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRS11QYHXrY9iTP8UumFGD-4ZGqcMfbfVjYDA&amp;usqp=CAU\" alt=\"Diez d\u00edas que (no) hicieron historia\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Fue Cannon quien, en 1915, empez\u00f3 a discernir la forma en una totalidad de estrellas en las que estaba presente la diversidad, cuando descubri\u00f3 que en una mayor\u00eda, las estrellas, pertenec\u00edan a una de media docena de clases espectrales distintas. Su sistema de clasificaci\u00f3n, ahora generalizado en la astronom\u00eda estelar, ordena los espectros por el color, desde las estrellas O blanco-azuladas, pasando por las estrellas G amarillas como el Sol, hasta estrellas rojas M. Era un rasgo de simplicidad denajo de la asombrosa variedad de las estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/astronomiaconcuchara.files.wordpress.com\/2018\/11\/hiades_pleyades_antoniopec3b1a2018_leyend.jpg?w=699&amp;h=483\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pronto se descubri\u00f3 un orden m\u00e1s profundo, en 1911, cuando el ingeniero y astr\u00f3nomo autodidacta dan\u00e9s Ejnar Hertzsprung analiz\u00f3 los datos de Cannon y Maury de las estrellas de dos c\u00famulos, las H\u00edades y las Pl\u00e9yades. Los c\u00famulos como estos son genuinos conjuntos de estrellas y no meras alineaciones al azar; hasta un observador inexperimentado salta entusiasmado cuando recorre con el telescopio las Pl\u00e9yades, con sus estrellas color azul verdoso enredadas en telara\u00f1as de polvo de diamante, o las H\u00edades, cuyas estrellas var\u00edan en color desde el blanco mate hasta un amarillo apagado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/-v2ec2PijhR0\/TsUpunj2f1I\/AAAAAAAAHd0\/ZfTDfGXv-3A\/s1600\/pleyades_andreo_rec.jpg\" alt=\"\" width=\"665\" height=\"461\" \/><\/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\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\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 H\u00edades<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hertzsprung utiliz\u00f3 los c\u00famulos como muestras de laboratorio con las que pod\u00eda buscar una relaci\u00f3n entre los colores y los brillos intr\u00ednsecos de las estrellas. Hall\u00f3 tal relaci\u00f3n: la mayor\u00eda de las estrellas de ambos c\u00famulos ca\u00edan en dos l\u00edneas suavemente curvadas. Esto, en forma de gr\u00e1fico, fue el primer esbozo de un \u00e1rbol de estrellas que desde entonces ha sido llamado <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('diagrama hertzsprung russell',event); return false;\">diagrama Hertzsprung-Russell<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Astronom\u00eda para tontos: Diagrama Hertzsprung-Russell\" \/><img decoding=\"async\" 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\" alt=\"Diagrama Hertzsprung-Russell: clasificaci\u00f3n de las estrellas seg\u00fan su  luminosidad y temperatura superficial. Estos dos dato\u2026 | Our solar system,  Solar, Solar system\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El progreso en f\u00edsica, mientras tanto, estaba bloquedado por una barrera aparentemente insuperable. Esto era literal: el agente responsable era conocido como barrera de Coulomb, y por un tiempo frust\u00f3 los esfuerzos de las f\u00edsicos te\u00f3ricos para copmprender como la fusi\u00f3n nuclear pod\u00eda producir energ\u00eda en las estrellas.<\/p>\n<p style=\"text-align: justify;\">La l\u00ednea de razonamiento que conduc\u00eda a esa barrera era impecable. Las estrellas est\u00e1n formadas en su mayor parte por hidr\u00f3geno. (Esto se hace evidente en el estudio de sus espectros.) El n\u00facleo del \u00e1tomo de Hidr\u00f3geno consiste en un solo <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> contiene casi toda la masa del \u00e1tomo. (Sabemos esto por los experimentos de Rutherford). Por tanto, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> tambi\u00e9n debe contener casi toda la energ\u00eda latente del \u00e1tomo de hidr\u00f3geno. (Recordemos que la masa es igual a la energ\u00eda: E = mc<sup>2<\/sup>).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/astronomia.net\/cosmologia\/pp1.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el calor de una estrella, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">protones<\/a> son esparcidos a altas velocidades -el calor intenso significa que las part\u00edculas involucradas se mueven a enormes velocidades- y, como hay muchos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">protones<\/a> que se api\u00f1an en el n\u00facleo denso de una estrella, deben tener much\u00edsimos choques. En resumen, la energ\u00eda del Sol y las estrellas, puede suponerse razonablemente, implica las interacciones de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">protones<\/a>. Esta era la base de la conjetura de Eddintong de que la fuente de la energ\u00eda estelar \u201cdif\u00edcilmente puede ser otra que la energ\u00eda subat\u00f3mica, la cual, como se sabe, existe en abundancia en toda materia\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/img.seti.cl\/sol02.jpg\" alt=\"http:\/\/img.seti.cl\/sol02.jpg\" width=\"659\" height=\"403\" \/><\/p>\n<p style=\"text-align: justify;\">\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 Plasma en ebullici\u00f3n en la superficie del Sol<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/7dDdIX9Vit_guQnPdDNf7sPXMAL0TT5cDLFQWyHIuc5GEtCtaVG3FqJluHcwLn_pr7PGZBrH5tfLT-9CJXvQXLWp2ZONahdGrWS94_dKbE7R1Dmn8TEkr311-yuJZks\" alt=\"Coulomb Barrier for Nuclear Fusion\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hasta el momento todo lo que hemos repasado est\u00e1 bien pero&#8230; \u00bfQu\u00e9 pasa con la Barrera de Coulomb? Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">protones<\/a> est\u00e1n cargados positivamente; las part\u00edculas de igual carga se repelen entre s\u00ed; y este obst\u00e1culo parec\u00eda demasiado grande para ser superado, aun a la elevada velocidad a la que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">protones<\/a> se agitaban en el intenso calor del interior de las estrellas. De acuerdo con la f\u00edsica cl\u00e1sica, muy raras veces pod\u00edan dos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">protones<\/a> de una estrella ir con la rapidez suficiente para romper las murallas de sus campos de fuerza electromagn\u00e9ticos y fundirse en un solo n\u00facleo. Los c\u00e1lculos dec\u00edan que la tasa de colisi\u00f3n de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">protones<\/a> no pod\u00eda bastar para mantener las reacciones de fusi\u00f3n. Sin embargo, all\u00ed estaba el Sol, con el rostro radiante, ri\u00e9ndose de las ecuaciones que afirmaban que no pod\u00eda brillar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Barrera de Coulomb - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Afortunadamente, en el \u00e1mbito nuclear, las reglas de la Naturaleza no se rigen por las de la mec\u00e1nica de la f\u00edsica cl\u00e1sica, que tienen validez para grandes objetos, como guijarros y planetas, pero pierden esa validez en el reino de lo muy peque\u00f1o. En la escala nuclear, rigen las reglas de la indeterminaci\u00f3n cu\u00e1ntica.\u00a0 La mec\u00e1nica cu\u00e1ntica demuestra que el futuro del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> s\u00f3lo puede predecirse en t\u00e9rminos de probabilidades: la mayor\u00eda de las veces el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> rebotar\u00e1 en la Barrera de Coulomb, pero de cuando en cuando, la atravesar\u00e1. Este es el \u201cefecto <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\"><a href=\"#\" onclick=\"referencia('tunel cuantico',event); return false;\">t\u00fanel cu\u00e1ntico<\/a><\/a>\u201d; que permite brillar a las estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/eltamiz.com\/wp-content\/uploads\/2008\/08\/efecto-tunel.gif\" alt=\"\" width=\"200\" height=\"200\" \/><\/p>\n<p style=\"text-align: justify;\">Dejemos aqu\u00ed este proceso y digamos que, realmente, la mayor\u00eda de las veces el <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> rebotar\u00e1 en la Barrera de Coulomb, pero de cuando en cuando la &#8230;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Proceso triple-alfa - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">El efecto Triple Alfa que consigue fusionar Carbono<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">George Gamow, ansioso de explotar las conexiones entre la astronom\u00eda y la nueva f\u00edsica ex\u00f3tica a la que era adepto, aplic\u00f3 las probabilidades cu\u00e1nticas a la cuesti\u00f3n de la fusi\u00f3n nuclear en las estrellas y descubri\u00f3 que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/30\/un-viaje-desde-los-atomos-hasta-las-estrellas\/#\">protones<\/a> pueden superar la Barrera de Coulomb. Esta historia es mucho m\u00e1s extensa y nos llevar\u00eda hasta los trabajos de Hans Bethe, Edward Teller y otros, as\u00ed como, al famoso Fred Hoyle y su efecto Triple Alfa y otras maravillas que, nos cuentan la historia que existe desde los \u00e1tomos a las estrellas del cielo.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F10%2F17%2Fun-viaje-desde-los-atomos-hasta-las-estrellas-3%2F&amp;title=Un+viaje%3A+desde+los+%C3%A1tomos+hasta+las+estrellas' 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%2F2020%2F10%2F17%2Fun-viaje-desde-los-atomos-hasta-las-estrellas-3%2F&amp;title=Un+viaje%3A+desde+los+%C3%A1tomos+hasta+las+estrellas' 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; 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Siempre desvelando misterios Empedocles, fil\u00f3sofo presocr\u00e1tico de la antigua Grecia. Imagen procedente de Thomas Stanley\u00a0 (1655), The history of philosophy. El intu\u00eda que todo era la misma cosa, y, en cada tiempo y lugar, adoptaba la forma que la Naturaleza le ten\u00eda predestinada. Una de las cosas que dec\u00eda era: [&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":[58],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11703"}],"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=11703"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11703\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=11703"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=11703"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=11703"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}