{"id":5161,"date":"2020-12-13T08:00:58","date_gmt":"2020-12-13T07:00:58","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=5161"},"modified":"2020-12-13T08:01:11","modified_gmt":"2020-12-13T07:01:11","slug":"%c2%a1%c2%a1que-bonito-es-saber","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/12\/13\/%c2%a1%c2%a1que-bonito-es-saber\/","title":{"rendered":"\u00a1\u00a1Qu\u00e9 Bonito es saber!!"},"content":{"rendered":"<table style=\"width: 100%;\" border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td scope=\"row\" colspan=\"3\">\n<div>\n<h3>helio (He) &#8211; ne\u00f3n (Ne) &#8211; arg\u00f3n (Ar) &#8211; kript\u00f3n (Kr) &#8211; xen\u00f3n (Xe) &#8211; rad\u00f3n (Rn)<\/h3>\n<\/div>\n<\/td>\n<\/tr>\n<tr style=\"text-align: justify;\">\n<td scope=\"row\" width=\"23%\">\n<div>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.abcpedia.com\/gases-nobles\/gases-nobles.jpg\" alt=\"nobles-gases\" width=\"171\" height=\"151\" \/><\/p>\n<p>Tabla peri\u00f3dica de los elementos<br \/>\nGases Nobles<\/p>\n<\/div>\n<\/td>\n<td width=\"1%\"><\/td>\n<td width=\"76%\">\n<div>\n<p style=\"text-align: justify;\">En el caso de los gases nobles y dada la disposici\u00f3n de sus <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en las capas mas externas (orbitales), son\u00a0<strong>qu\u00edmicamente inertes<\/strong> lo que significa que no reaccionan frente a otros elementos qu\u00edmicos (por este motivo se llaman\u00a0<strong>nobles<\/strong>). Los \u00e1tomos que componen este grupo de gases ni siquiera se relacionan entre ellos mismos, a excepci\u00f3n de los pesados como el xen\u00f3n que en determinadas\u00a0<strong>condiciones forzadas<\/strong>pueden formar alg\u00fan tipo de compuesto si se relaciona con elementos qu\u00edmicos muy reactivos como por ejemplo el\u00a0ox\u00edgeno\u00a0y\/o el\u00a0fl\u00faor.<br \/>\nDebido a esta carencia de reactividad qu\u00edmica, los gases nobles, a diferencia de lo que sucede con otros elementos qu\u00edmicos tales como el\u00a0<strong>hidr\u00f3geno<\/strong>, el\u00a0<strong>ox\u00edgeno<\/strong>, el<strong> nitr\u00f3gen<\/strong>o, el\u00a0<strong>fl\u00faor<\/strong> o el\u00a0<strong>cloro<\/strong>,\u00a0<em>no forman mol\u00e9culas diat\u00f3micas<\/em>, sino que est\u00e1n constituidos por \u00e1tomos individuales. Asimismo, y tal como se desprende de su nombre, en condiciones normales\u00a0<strong>se presentan siempre en estado gaseoso<\/strong>.<\/p>\n<\/div>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/www.quimicaencasa.com\/wp-content\/uploads\/2016\/07\/tipos_neon-300x143.jpg?resize=336%2C160&amp;ssl=1\" alt=\"Grupo 18 de la Tabla Peri\u00f3dica: Gases Nobles - Qu\u00edmica en casa.com\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Gases nobles excitados el\u00e9ctricamente, mostrando la luz que emiten. Ocupan el lugar 18 de la Tabla Peri\u00f3dica.\u00a0Este t\u00e9rmino surge de la traducci\u00f3n del nombre alem\u00e1n\u00a0\u00ab<em>e<\/em><em>delgas\u00bb<\/em>, empleado por vez primera en el a\u00f1o 1898 por Hugo Erdmann, para se\u00f1alar la baja reactividad que presenta los elementos de este grupo. Dicho calificativo es debido a una analog\u00eda con la expresi\u00f3n\u00a0\u00ab<em>metales nobles<\/em>\u00ab, como el oro, relacionado con la fortuna y la nobleza, y que de igual manera, posee baja reactividad.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"El CSIC encuentra gases nobles en el espacio | Noticias Diario de \u00c1vila\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0Nebulosa del Cangrejo &#8211; Foto: C<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>C<\/p>\n<p style=\"text-align: justify;\">&#8220;Un equipo de investigadores con participaci\u00f3n del Consejo Superior de Investigaciones\u00a0Cient\u00edficas (C<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>C) ha encontrado la primera evidencia de una mol\u00e9cula basada en el gas\u00a0noble arg\u00f3n en la Nebulosa del Cangrejo. El trabajo, que ha utilizado datos de\u00a0infrarrojo del observatorio espacial HERSCHEL, aparece publicado en \u00faltimo n\u00famero de\u00a0la revista Science.<br \/>\nLa Nebulosa del Cangrejo (Messier 1), ubicada en la Constelaci\u00f3n de Tauro, a unos\u00a06.500 a\u00f1os luz de la Tierra, tiene un di\u00e1metro de 11 a\u00f1os luz (casi 700.000 veces la\u00a0distancia entre el Sol y la Tierra). Esta nebulosa es una estructura filamentosa y difusa\u00a0formada tras la explosi\u00f3n de una supernova observada en el a\u00f1o 1054 por astr\u00f3nomos\u00a0chinos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.promecal.es\/IMG\/2014\/6BB9583E-A6EE-6691-BB20C20FC029102A.JPG\" alt=\"Nebulosa del cangrejo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el estudio realizado, los investigadores han detectado la emisi\u00f3n de hidrilo de arg\u00f3n\u00a0(ArH+), un i\u00f3n molecular que contiene el gas noble arg\u00f3n. Aunque ya se hab\u00edan\u00a0detectado \u00e1tomos o iones de gases nobles, hasta ahora no se hab\u00eda encontrado\u00a0ninguno de los compuestos moleculares basados en estos \u00e1tomos gases nobles lo que,\u00a0seg\u00fan los investigadores, parec\u00eda sugerir que estos elementos requieren un mayor\u00a0tiempo de reacci\u00f3n en el espacio o que no se dan las condiciones para que se formen.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">S\u00ed, todos hemos o\u00eddo hablar de ellos, de los Gases Nobles en alguna ocasi\u00f3n pero, \u00bfsabemos algo de ellos? Asimov que era qu\u00edmico, lo explicaba muy bien. Los elementos que reaccionan dif\u00edcilmente o que no reaccionan en absoluto con otros elementos se denominan \u201cinertes\u201d. El nitr\u00f3geno y el platino son ejemplos de elementos inertes.<\/p>\n<p style=\"text-align: justify;\">En la \u00faltima d\u00e9cada del siglo pasado se descubrieron en la atm\u00f3sfera una serie de gases que no parec\u00edan intervenir en ninguna reacci\u00f3n qu\u00edmica.\u00a0 Estos nuevos gases (helio, ne\u00f3n, arg\u00f3n, kripton, xen\u00f3n y rad\u00f3n) son m\u00e1s inertes que cualquier otro elemento y se agrupan bajo el nombre de <em>gases inertes<\/em>.<\/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=\"oscar sanchez (Presentacion de la tabla periodica)\" \/><img decoding=\"async\" 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\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\" alt=\"Gases nobles: caracter\u00edsticas, configuraci\u00f3n,reacciones, usos - Lifeder\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;Los\u00a0gases nobles\u00a0son un conjunto de elementos que se encuentran integrando el grupo 18 de la tabla peri\u00f3dica. A lo largo de los a\u00f1os se les han llamado tambi\u00e9n gases raros o inertes, ambas denominaciones inexactas; algunos de ellos son muy abundantes fuera y dentro del planeta Tierra, y tambi\u00e9n son capaces, bajo condiciones extremas, de reaccionar.<\/p>\n<p style=\"text-align: justify;\">Sus siete elementos integran quiz\u00e1s el grupo m\u00e1s singular de la tabla peri\u00f3dica, cuyas propiedades y escasas reactividades impresionan tanto como la de los metales nobles. Entre ellos desfilan el elemento m\u00e1s inerte (ne\u00f3n), el segundo m\u00e1s abundante del Cosmos (helio), y el m\u00e1s pesado e inestable (oganes\u00f3n)&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Los elementos inertes reciben a veces el calificativo de \u201cnobles\u201d porque esa resistencia a reaccionar con otros elementos recordaba un poco a la altaner\u00eda de la aristocracia. El oro y el platino son ejemplos de \u201cmetales nobles\u201d, y por la misma raz\u00f3n se llaman a veces \u201cgases nobles\u201d a los gases inertes. Hasta 1.962, el nombre m\u00e1s com\u00fan era el de gases inertes, quiz\u00e1 porque lo de nobles parec\u00eda poco apropiados.<\/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=\"Gases nobles : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Gases nobles : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/quimica.laguia2000.com\/wp-content\/uploads\/2010\/06\/NOBLES1-300x296.jpg\" alt=\"\" \/><img decoding=\"async\" src=\"http:\/\/quimica.laguia2000.com\/wp-content\/uploads\/2010\/06\/NOBLES1-300x296.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Es apropiado incluir una descripci\u00f3n de este grupo de elementos conocido en un cap\u00edtulo dedicado a los hal\u00f3genos, porque el fl\u00faor es el \u00fanico elemento conocido que entra en combinaci\u00f3n qu\u00edmica directa con los dos gases nobles m\u00e1s pesados, el xen\u00f3n y el cript\u00f3n, resultando en\u00a0 compuestos estables.<\/p>\n<p style=\"text-align: justify;\">Los gases nobles surgen en la naturaleza como constituyentes menos abundantes de la atm\u00f3sfera. La primera indicaci\u00f3n de la existencia de los gases nobles fue divulgada por el qu\u00edmico ingles Cavendish, en 1784.<\/p>\n<p style=\"text-align: justify;\">La raz\u00f3n de que los gases inertes sean inertes es que el conjunto de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de cada uno de sus \u00e1tomos est\u00e1 distribuido en capas especialmente estables. La m\u00e1s exterior, en concreto, tiene 8 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>. As\u00ed la distribuci\u00f3n electr\u00f3nica del ne\u00f3n es (2,8) y la del arg\u00f3n (2,8,8). Como la adici\u00f3n o sustracci\u00f3n de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> rompe esta distribuci\u00f3n estable, no pueden producirse cambios electr\u00f3nicos. Lo cual significa que no pueden producirse reacciones qu\u00edmicas y que estos elementos son inertes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Los gases nobles se pueden combinar con otros elementos ??? - Los gases  nobles\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.preparatoriaabierta.com.mx\/fisica-2\/images\/fisica-moderna2_fasc3_img_16.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Ahora bien, el grado de inercia depende de la fuerza con que el n\u00facleo, cargado positivamente y situado en el centro del \u00e1tomo sujeta a los 8 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de la capa exterior. Cuantas m\u00e1s capas electr\u00f3nicas haya entre la exterior y el centro, m\u00e1s d\u00e9bil ser\u00e1 la atracci\u00f3n del n\u00facleo central sobre los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de esa \u00faltima capa de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>.<\/p>\n<p style=\"text-align: justify;\">Quiere esto decir que el gas inerte m\u00e1s complejo es tambi\u00e9n el menos inerte. El gas inerte de estructura at\u00f3mica m\u00e1s complicada es el rad\u00f3n. Sus \u00e1tomos tienen una distribuci\u00f3n electr\u00f3nica de (2,8,18,32,18,8). El rad\u00f3n, sin embargo est\u00e1 s\u00f3lo constituido por is\u00f3topos radiactivos y es un elemento con el que dif\u00edcilmente se pueden hacer experimentos qu\u00edmicos. El siguiente en orden de complejidad es el xen\u00f3n, que es estable. Sus \u00e1tomos tienen una distribuci\u00f3n electr\u00f3nica de (2,8,18,18,8).<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/www.mrteverett.com\/pictures\/science\/compound\/xenon.jpg\" alt=\"\" \/><\/p>\n<h2>Propiedades del xen\u00f3n<\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Xenon(2)\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;El\u00a0<strong>xen\u00f3n<\/strong>\u00a0es incoloro, inodoro e ins\u00edpido; es un gas en condiciones normales. El\u00a0<strong>xen\u00f3n<\/strong>\u00a0es el \u00fanico de los gases nobles no radiactivos que forma compuestos qu\u00edmicos estables a la temperatura ambiente; tambi\u00e9n forma enlaces d\u00e9biles con clatratos.&#8221;<\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los gases nobles como el xen\u00f3n tienen poca tendencia a participar en reacciones qu\u00edmicas. El xen\u00f3n, como el resto de gases nobles presenta las siguientes propiedades: Es incoloro, inodoro y muestra una reactividad qu\u00edmica muy baja en condiciones normales.<\/p>\n<p style=\"text-align: justify;\">El estado del xen\u00f3n en su forma natural es gaseoso (no magn\u00e9tico). El xen\u00f3n es un elmento qu\u00edmico de aspecto incoloro y pertenece al grupo de los gases nobles. El n\u00famero at\u00f3mico del xen\u00f3n es 54. El s\u00edmbolo qu\u00edmico del xen\u00f3n es Xe. El punto de fusi\u00f3n del xen\u00f3n es de 161,4 grados Kelvin o de -111,75 grados celsius o grados cent\u00edgrados. El punto de ebullici\u00f3n del xen\u00f3n es de 165,1 grados Kelvin o de -108,05 grados celsius o grados cent\u00edgrados.<\/p>\n<p style=\"text-align: justify;\">\n<h2>Propiedades at\u00f3micas del xen\u00f3n<\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/dequimica.com\/imagenes\/teoria\/xenon.png\" alt=\"\u2705 Xen\u00f3n (Xe)\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La masa at\u00f3mica de un elemento est\u00e1 determinado por la masa total de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> que se puede encontrar en un solo \u00e1tomo perteneciente a este elemento. En cuanto a la posici\u00f3n donde encontrar el mercurio dentro de la tabla peri\u00f3dica de los elementos, el mercurio se encuentra en el grupo 18 (VIIIA) y periodo 5. El xen\u00f3n tiene una masa at\u00f3mica de 131,293 u. La configuraci\u00f3n electr\u00f3nica del xen\u00f3n es [Kr]4d10 5s2 5p6. La configuraci\u00f3n electr\u00f3nica de los elementos, determina la forma el la cual los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> est\u00e1n estructurados en los \u00e1tomos de un elemento. El radio at\u00f3mico o radio de Bohr del xen\u00f3n es de 1,8 pm, su radio covalente es de 1,0 pm y su radio de Van der Waals es de 2,6 pm. El xen\u00f3n tiene un total de 54 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> cuya distribuci\u00f3n es la siguiente: En la primera capa tiene 2 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, en la segunda tiene 8 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, en su tercera capa tiene 18 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, en la cuarta, 18 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y en la quinta capa tiene 8 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"http:\/\/images.wikia.com\/gacetamundial\/es\/images\/b\/b3\/%C3%81tomo_de_xen%C3%B3n.png\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Configuraci\u00f3n de un \u00e1tomo de Xen\u00f3n<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> m\u00e1s exteriores de los \u00e1tomos de xen\u00f3n y rad\u00f3n est\u00e1n bastante alejados del n\u00facleo y, por consiguiente, muy sueltos. En presencia de \u00e1tomos que tienen una gran apetencia de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, son cedidos r\u00e1pidamente. El \u00e1tomo con mayor apetencia de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> es el fl\u00faor, y as\u00ed fue como en 1.962 el qu\u00edmico canadiense Neil Bartlett consigui\u00f3 formar compuestos de xen\u00f3n y fl\u00faor.<\/p>\n<p style=\"text-align: justify;\">Desde entonces se han conseguido formar tambi\u00e9n compuestos de rad\u00f3n y kript\u00f3n. Por eso los qu\u00edmicos reh\u00fayen el nombre de <em>gases inertes<\/em>, porque a fin de cuentas, esos gases no son completamente inertes. Hoy d\u00eda se ha impuesto la denominaci\u00f3n de \u201cgases nobles\u201d, y existe toda una rama de la qu\u00edmica que se ocupa de los \u201ccompuestos de gases nobles\u201d.<\/p>\n<p style=\"text-align: justify;\">Naturalmente, cuanto m\u00e1s peque\u00f1o es el \u00e1tomo de un gas noble, m\u00e1s inerte es, y no se ha encontrado nada que sea capaz de arrancarles alg\u00fan <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>. El arg\u00f3n, cuya distribuci\u00f3n electr\u00f3nica es de 2,8,8 y el ne\u00f3n, con 2,8 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> respectivamente, sigue siendo completamente inerte. Y el m\u00e1s inerte de todos es el helio, cuyos \u00e1tomos contienen una sola capa electr\u00f3nica con dos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> (que es lo m\u00e1ximo que puede alojar esta primera capa) que al estar en la primera l\u00ednea cerca del n\u00facleo positivo, est\u00e1n fuertemente atra\u00eddos al tener su carga el\u00e9ctrica el signo negativo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_Dwdjcey2PY4\/TC36tGXaeCI\/AAAAAAAAi9E\/PMEO4si125A\/s1600\/dibujo20100630_ultra_intense_x_ray_laser_source_knock_out_electrons_from_neon_atoms.png\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><em>Un \u00e1tomo es como una cebolla: los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> se distribuyen en capas, llamadas K, L, M, \u2026 (indexadas por el n\u00famero cu\u00e1ntico n=1, 2, 3, \u2026).<\/em><\/p>\n<p style=\"text-align: justify;\"><em>A baja energ\u00eda, las capas interiores de un \u00e1tomo como el Ne\u00f3n son inaccesibles (su estructura at\u00f3mica es 1s<sup>2<\/sup> 2s<sup>2<\/sup> 2p<sup>6<\/sup>).<\/em><\/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:ANd9GcRfg8vneog8OWdFKAu5WcFMcYMBHBa93aAsUw&amp;usqp=CAU\" alt=\"Ilustraci\u00f3n de Concepto De Diagrama De \u00c1tomo De Ne\u00f3n y m\u00e1s Vectores Libres  de Derechos de Abstracto - iStock\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ne\u00f3n led 8w flexible 12v bobina 25m 8mm rosa - Iluminaci\u00f3n LED\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><em>Para ver los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en las capas interiores (<a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> 1s<sup>2<\/sup> en el caso del Ne\u00f3n) se requiere una fuente <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a> de pulsos ultracortos muy intensa que permita \u201cpelar\u201d el \u00e1tomo como si de una cebol<\/em><em>la se tratara.<\/em><\/p>\n<p style=\"text-align: justify;\"><em>El a\u00f1o pasado se inaugur\u00f3 en EEUU una fuente de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> de este tipo y ahora se publica en <\/em><em>Nature<\/em><em> la primera vez que se logra despojar a un \u00e1tomo de Ne\u00f3n de todos y cada uno de sus 10 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, permitiendo obtener todos los iones (cationes) posibles de dicho \u00e1tomo.<\/em><\/p>\n<p style=\"text-align: justify;\"><em>Adem\u00e1s, se ha logrado observar por primera vez los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> del nivel K de \u00e1tomos de Ne\u00f3n rodeados de \u201chuecos\u201d en los niveles L.<\/em><\/p>\n<p style=\"text-align: justify;\"><em>Hay que recordar que en mec\u00e1nica cu\u00e1ntica un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> y el \u201chueco\u201d ocupado por un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> se comporta de forma muy parecida.<\/em><\/p>\n<p style=\"text-align: justify;\"><em>La observaci\u00f3n de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de nivel K rodeados de \u201chuecos\u201d de nivel L confirma, como era de esperar, los resultados predichos por la mec\u00e1nica cu\u00e1ntica. Este es el primer art\u00edculo importante que se obtiene en la fuente de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> coherente llamada Linac (Linac Coherent Light Source) en el Laboratorio Nacional SLAC (SLAC National Accelerator Laboratory) en California.<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Edificio De Apoyo Cient\u00edfico Y De Usuario En El Laboratorio Nacional De  Aceleradores Slac Foto de stock y m\u00e1s banco de im\u00e1genes de Aire libre -  iStock\" \/><img decoding=\"async\" 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\" alt=\"Presentan las primeras fotos digitales de 3.200 megap\u00edxeles - LED.FM |  MOBILE RADIO\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Imitan en laboratorio las condiciones extremas del universo\" \/><img decoding=\"async\" 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wrshdpla7iZU5jeVbkAAAPly3NthmRjPTU1WcTuIp7u3MKAHYmc9wfebTTKDovkJ3Jq6444t2rbK2dblvKv4SpIS5cLZQC4zXIGbQEHpWbsWS7AdSBMTHmafGrSFkNVKwGPu2XFy1cZGHMH8+o8jXQW+juziQXw2JUE\/dUjwwNIJmZ6nrNI4N9EWJe4ovXLa2ywBKEux12UEAddTXV9KSZJSTOo9jrzYvDWbqgA3EDP0U6gwPUGB7nz1tvu8MN\/Ed+bH1O9RYt4Kytm0AAihVHQKI9z+\/TN3b7M8lp5n98vSulQeXfj\/pKTUejS3eJsw8LBR8\/eai\/Xxzu\/CaqHfpqTpRd0PfqN6dYooTmywvcZA+7J9R+9KfwvHNgZX11Ws7irTjzFUl7HXF8hVl6aMlom8ridQdrd9QrgGdtef8AcbkfI1ge1tzCYS7lui5cd1zILCgvowg3FbwgzO+\/nTPZfjkN3Vx5U7HU78v+1N8f7LYvE4m5dYr3bGFLvpkUAKdN9BzrmninjfFMrHIp06OSdpOIYU3FXC4VrCoSD3jm4xMxBE5VAjlvO9bLCdweHMcVcRcyhlNu29y4nkxyBQTppm51zi8jWrhGeGRiJHJlJEg+oq74ticAbRCPi798gRculVQGQSIkttIrhacjr60JTCWhaR73he6SEXxhlUfjclQpXyBkzWn7KYxQVw6XFuEE5YIJKgkwB0n5CsBjcUjpaCWVtlFIdgzM1wn8TTt6CtH9HGMt28bZ7zu5hhbNwxbV2BAL\/ON9SNKhmxXF7GhPZ2\/BcCuXEdnud2XBSFb7wYGZAB8QmRofmaVj+z1q662bt500JS3a+ytgqN0U+K45XpMRUC\/xW8t3u710HNBTxFCw+9q8eFSJOVATpqRTGLxtu69i+bRGUMq6XTkB3uFAZYsYHiInTrUcUbQ0mXgwmDw6gvcZjBJcggypAhiCArHQeKNjtWJ4\/wBojH2dpSg1VikqM33QmUy5PXSd9RWU4tjGuWhZR\/sUYsqQSXbm91ttANhoI57itZ8oNzvGkA6AsAVJjLyjU9Irqj6VLbQv1C4btAVabxZ5BBtkhQF2IITmeu8ac60t\/iTLYQLaSy7iQqjVViAz8y0bA\/pWC7IcNbE4kF9USbtw+S6ifUx7A1qMDjfrV9pBAJ+AkALHUDf0NdmH00Ivk+\/BDJkbVIrH7HYi9cZ2uLklfEW3BHruDuPMGncb2al7iC4hZVkHWG3gDTpG9dD4X2SLAFwwG65QC2vPXYb0eP7NZZOVsu0g+KB5yRPkR711Q+mnVkHKbOWcQ7JXLdg3i6QAsqdHAYTmAO+ummutZTCXcjarmQ6OvVf0M7HrXTePdl2trnBzo05W1EdVI5N5VjMJgMuKslgAgv2s8kQF7xS2aeUA\/Cp5cSiuSZaM29Mz+KwRNy4qDNlkmOQG+hM6VEdY0q+4zaCYh1TwjLHh0nwmdusVRhJ1I\/flXFJVJor4stOyN0rircGNSffKa73w8WzbuFmdzAzEAKPQM+p+Feb8PiGR1dfvKQR7fpWxwv0j4+2FyG0IG4tLJkRLHc1fHnUIcWc88TlO0dQ4m57tfCEWdBmWffKtcs7cBS9siTo2\/IyKqU7SYoPnN1maSfGzMPFv4SY+FI4jx25eguiSJ2HX1Jq0vVwljcfIsfTyWRS8Fcq667flREjrUuyrvau3AABby5oA\/G2UcutVlcXL4Omi\/wCLn7dn5NFwbaq3pp+W2w2qGtksCQRAEsdQRyAPn6TvT\/FlNt8p1hVhogEFFYH4MNugPOoNtnkFQf8ASueK0Vb2Ke02bLpoBz0jf331qdgsQUUsGK6AgxIALqrH4MR7mkG9mRlcBbhJbvP4uZVxETvDCPOZ0HDMQELSxygAE5Q0qWn7rHeYPlFZ7QOhnj2JLuBOiiB5ZmL\/ACzAewqAjRS8a6m45QEKWYqDoQpMgQNBpTQp0qQL2OC551Y4a7cUB0u\/5XaV6SNI9ar8Jq2WB4oGpiNRz+VXPZ+0q4kl0bu0V+8HWVKhddNXKj58qaP3cTXqzqfYrGs+CtZ2JM3NSZP+1fma01mxGu81nOw+F\/s1pI08ZPp3jVrreH0PrAr17qKRwy3JsZRBM+39aUra0vE2MsR0qNibyWla8893bXM8bkeUedLJ6sCXgkuoIg8\/jWUx\/DWJIUH13\/1PlRdj8LcxYbF35uBGItqT4VMBiYGmxArN9muJXsffxGKua2rAz27WyCcxXTnAQnzJHpSYvUuPgfJhUu2NdpuKfUgiogN15LZmMBRoIUREn12NZTtB20xmLAW7dIRRARJVfU66n1qu4xxW5iLrXrhlm18gOSjoAKrzXNkzTm7bKwxRgqoIa09ftBYE68+ntTUVPs2kVZIbNpBzIV91GvvPtUHKiiVjF1AAIHWSTv00qz4Qb6DvLa29NM7rZMGJ0N0GDGsjamsLxF7eiP3czLASxjl1j3pS4jvhbR+TNJkKpLxBP4V1B103HSpSk32iiSXRe\/8AnrHOwW\/fLKFbQLaX8JYeJF2kCddqovrrkkm+0t977QyZiZ112HwFFZVEuARDLnBBIcHwPO2kbDfnUyzwP7ZQElTEqToAQGzEj8MEfGqRUY9Cu2MYbHAHVpHqTU65iUYBVthlB3JeefIEdTVjhuzSsXKBCJKjXoRJExGpj\/WnU7P3JZ0VAoJHIfd0Ij1BrsxTj1LolKMvBadn+z3fYe49pyjGQq5SmYqBo0u28wDNbLsF2aKeO8eWlvmDI1JHpHpRdlOHH6tbAGv3j\/iLH+lbng\/DoBPpVs0opEI8my7sqIEU3ibYInSfz8jTdrDsOdN3sOwkj1FcCSvs6LddGcxdm2rNZcnur4OX+6429wa5Vjrtq1jFXuQwNxbbBuRLBSYgzz+FdR7UJ9mx\/gdXHvuPyrmXG8Jm4hZ1gO1t585\/Ur867oL27I+TG9oR\/bLo\/nHwz1RxWh7TJGMu\/wD9PzeqPutB6D8hXHkXuZ0rpFdFb7sX2VwWLwty7dxb2rqK3gBtgSuogMJYZSNuc1h7lsgmt19GPZ9sV9Z8aqLdsXIM6xMxH72pYpXsWX4MW2Euje2\/wNW\/BuA2rzFb2MTD6ad4mhPMSWAEetSe0ePBComZGVmznrsANDrBB+NUOKcsFk5iZM7TtyrSiosaLbRpO0PDbeAtC3YxS3+\/1cqEICopESrNuX8tqyRUVK\/8PYZYKtmTP4TMawQ3Qjp51Ge2arCKq6JvumzS8Rs3VtFXZmS1cNsTMAqBAgnTSI9xyqpL\/v8AKpNrFMFuW2docrpoR4TznUHzHvUPEASTJ06V5sfhnSwsSMo130O88tqj2GgOD+Jf\/kCJ+FGz5jJpkvr5VaIrG6fsAEGaZy0u20UwEKULNW\/D8WqAgGAYzASAY2kDeKpww61YWcMcneKysJggEyp5ZgRpOsROxqkJUZo7p2FuLcwlt1M\/fHwuN\/U1pkuQPT+vKsP9G13+xIJ\/E\/8AzmtOQSCAZ5fDWR7GvR72cc9NknE4jWeURUG\/Hd3F08dtkE6gFhAJHSnGtGN9Z\/rzpd\/CTAUbfnWpdC77Mf2P4u2Ae5gcScgkEPvblgBq3IEAQT0NQuEcDv8ADsRfOR72Du5Ya0rXGyknL4VBJyhiD1BkTtXTcJwdiokrBGx19iKmXeFuqk5l0BPwFc74p9lbfwefeNfR3fS4e4AuWjqpZu7ZV6OrayKz3EuEpZuiwby5xIusQ3do2sKCFLHofDua7jbxTd8itzdAR\/iA1Hp1rj3bTBOmKusVhXuOVMjWG12OnvT5cMcZoZHI1XC\/oke7aW8mMQhrferktkyPDMFmXbNzjaq\/jn0a4yyQQl2\/qBK2102jN9oTOo0+ddH+iG4Tw235LdX\/AD3oA+VbbHNK3gOTqPgE\/pUXFXVD8mkebe03ZR8Gq3HBZCQsNCuLhDEjKjGBAO5rNhumg6V1L6WSTaUb\/b\/\/AAuVgzw22lkXLxcMzFURYLeH7xYEaAbRM+lSypQkVxPlG2V2HbKwPSf+U1reHcSVUtu0FnLq4gmAMuXn5npWQMAyp6xIAYacxJH+lWODvKDnRI0AIOo21A58tPL40vGwt70a7AcRUNcJSR3sjcaQggCYiN+ZkdBTeD4nNqCTJLEk7ksxYk6+dZ7D8RYuSYAPQeUcz5fKjs5tfCSJMacpNdWKC8kZT+DrnBeLOlrDlWgMMpgaEJCiZ\/etdO4VfD2wR7+9cp7KhbmHsSmYhRA10MkEwN9RXRcDea2gBESdtuXSn9TBOqI45b2XtESKr3x4UAuwWdNdKr+IcXQGRcUjyM\/lXJHG26LuSEdp2TuXIGy6+dc17RWrPfYRpnRSPa4SB861PG+J23tuiMSSqqPBcjcZvw1kuILdD2nS2CBkQs8qQmeW7uRvrvvy6z2xjxjTZK3fRiO2lvLjrg\/m+ec\/rVExED0H5Va9rsRnxbt1zfm9M8P4F31lbn1myhMwrkA+ElROsgGOnOubLSbsvF6RQ4i5rWi7AdpjhMQZ1S7bey3+NYU+z5faay960VYg8jGm3tSAYqV0Z77LzjZ8bHqWPxNVvJfT9TVz2hxAbDYeEgqCpeAM5CoN+fM69aicP4K9233gYAQxA1kwT5eRppwlJ0h8TpjvAsJhrjkYi+bS5SQQGMtIgeEHz5cqVj+D4VXi3jlZeRNu7Pv4ap8QhQwQQfPQ0yWrQlHjTQMsXzbLQvTdx6SzUxceuNRKNhXGpuhNFVUKCaB2pNODaiBBWACYNXPZt1R7zv8A7NbTqV08bOMttfZ4eeXdk1TBaetU0e7NR2n6MVLYJT\/fuf8ANNa2yIDfvfSsl9E7EYNQdjcuFfaJH6+xraWLPgY+Y\/M16Kel\/ByT+5iDbMgec+2sVeYTBSZqDhbILrWnw1uBUMuRoaEUxq1hYqPxpsllo3bwjznf5TVmTWO7R8ZtM2UrnUbDNGvM7VGFylZR0kZtsHd79G0yhlmCNgZNcc7XiMffH+9f867SmLsZlK4cgkiDmmD1rjfbRf8A1G+P96351bLknKNzVAhGKejr30NwOG2iedy4zeSWnZvzNaThWNF21eeZzXCfkCPkK5\/2IxotcGjNBZ7oJ\/hto2Zvn+nWpXC+IYjDIk2wFv4iyGDRIW6txYGuhUImp0kNVIx9vIlJ+6im+mAfYWz1vD\/p3K5rbxoJHeMxhp2kwwAY6nVvCDr031rpv0vj+y2j\/vl\/6VyuTGo5ttotiWrJWMuKW8ElATlLKFYz\/EFJ\/OjGI5bDy61FJNPXbskNkVREQkwIESZJMnfU1OOh5EsXJg\/H9SSN9Zp0YhhoGIH7n51Xtckbekfr1o1vE7n9gRXRGRJxOufRbjWdAgeCpdfY+MfPMPaul4UhPEz5oOw1JJMBR5k6V5+7D8Qy32tFoF1CARuGUEgg9YzfKtJwbit9QWdjltESBJju3UN6n7x9qvKPOKa\/0R+1s61x7gV++JLjfwoNh78z51m8d2TxpGjmP5l\/+1arhXaVLgA3MdQAfMddKGN41JhQSw2EaDzjn76VCEssfbSHfF7s5hxPsti1LzeClFLtLHQATHhB18vOsJxDiVwkC7euugOwfZh05V1jtPxnu7D2lIa5c\/2j77bKDz13NcTxVlpyAHMW28zoAK64t8bZPVkXHY0u2YgTt+e\/xqGtzloPM07iLLISGUgiZB8jB+YokwzMCYhRux0Anl5nyGtcuSN7LxeqEBsxihbw5Ywok+oHzOlGUA\/rzP8AQfOnbBBMTG3lXMo26GbpWP43EMbFu2wUZXb8QLahdSo1A8\/WrrhOOFuzbCOWKgyABAkliDInnWZx8ZtOlSuFXSonTKWgmNtBr6VbG1HLTEk5cLj2I4tjLuIuNeuCXOpIHIactAAIFV1Sbt7SJM1Grnm7ZZ2+ybeNRyacummalFDth0KKaFEAIpa7UilA1mZClFLQU2Go81FDHefobu27mB7ltGF1yh57KdOsHl51uWwpWQecH3G8fGa5D9F14nDsBpF4wec5E28663wrjGf7K8skfiXxbfxqNVP71rucZcU0csmnJoXbXKVboY+NXlzGJbEuwUef6DnVbe4YLizbumD0Mj5a1U4ns9dYn7QHzkztHnU6hP7nQPdHpA452onwpovnuw\/pWWu3DdMBJ6Hl+Wtaiz2QH439uXzq3wfB7VoSAPUx+ewq6zYsaqBNwnL7jNcP4IwGdhrEgc9NfauK9ubccSv\/APFP516J4jxW0ilRqT4fLXQSf00rzr9IL\/8AqV\/\/AIh\/OoZZSnG5FsSjF0jQ9iZbBgEeEXnIH\/7HBBURyRT4j1JUda1fCO1ncqqsmYtet2zpJDXM4WOkgHX+tc77KdpsPhLWW53veG4zDKisgGgEkuDMg8vjWlXFWMRlvE5T9Yw105dnKd7Bg7TOtdEKnjS8kZNxnY\/9Ms\/VLZ\/36j\/27tcgNdb+lvEB8HbIM\/2hf+nd\/rXJ1Fc2Ve46MT9oEorz5j00+cVacK4f31xLQiXYKJ01bQD3OnvUK1bGQiJOpnXQCPz2160lDNisJhs6sQdQJgjQ9dZ0qJ3lTeHY5bYYFSSY22gA9fWnH4hbO1o\/AVuQKIeHxRRldTDKQwPmDIrp97i6vh0vIYW5lEb5X1zA+mX3iuZ4i8CuiETsSOm9WnZziS2g9q8pazciYIlCPxqCNW2+HOunDlrTJZIXs1mB4wlgi33pa1oSVGY2iSfDlnxp6arruNri5xdAcvfh7RBIKlgDsdJ\/OsHjLliw\/ht99bJjMbs5huMpRVKnQzI019arVvPLFBlBliv3ljfUNMwOdV+rxdMT6d7RvsZxfB3LbQ1wOFGVcwIJJ1JkbAfGawS4ktiEP+8X\/mFRHujoJ\/ukj85pxXFuDrnn\/JG8H+P8pHPaUsnIdQos+NXE+sPOpDP4QY\/G\/wB48hHIa+m9VF6+TExA2GwA8h+u5pOKxClgVUqADzkmWYyTzMECfKmmbYH9PnSvJb2NxCvMDypWFIEyJ96XnEbfKkXX0009KDil7jXehq+0toKuFS1bBXNOxMkjkJEECqM0JqMcnGTlQZQ5KhVwCTG06Uijoqkxx96binGFIpUOwqFHShWMkIoU4VpMVrDQkUpaEUIrGoueH8Zexh3W2xUu+43AyiY6EwB7VU2sU6v3iuweZDAkNPXMNZptm0\/flVhwTB2brhbt0p0EAA+WcmF9xXQpylUURaSbZ2nsPx69ewtu+xbOQQ7LrmKMy5mHKQNYjWetaYdobvO7b12zMEPvmGg85rknFe0H1VEtW0KZVAXcaDp19ec1ieKcUuYm6XuuT0k7DkBXVlcYJcts54cpN1pHoy92juroWVZ2OfQ+YImfam34sCM12+sbQoZ2J6AnKB6kEVw\/sRxRrdwoTNv7wDaqrAgBgDoJBPy6UXEO0Fxr8i46gyFyMVC+IgMADrtrPWsnDgpdBalyo6P2y7WW8OCbLOGiFzLmmRJYZlAG8aRtzrj3FeK3MRea\/caXYySABr6DSi4nxC7db7W4zlSRqSfX8qhVzZcvLSK44Vtlta4\/eWycMr\/YsSWTKmpO5zFc3zpVriQSyLYMnMD6AZzHr4h8Kp6k37AVVIYEkSQPw+R5c+vwpYZHHoaUU+zWdocf3mAtydTcUx0hXFZFXqzuvOEidri6eoNU9U9RK53+BMCqNFtwviJtXEuhQxtsHCtqpKmQCJGmlIS+Xa7dbQtnMKIGZ50Gug1mNdARUC3rpUvh6XSctsFtQSo2OmXX\/MR71LkUaIiN5VIyrJ1MToIj\/MTt86TjEi4wUhhmIEaiAeRGh9ee9Hh\/MSf2KBiQ9iRI3\/ce1IXQeevyHL41Pw+It5SMjs20SFAPIk6kweUD1FDs\/wAMN66FM5RAYqMxg9BIBMzzoOSSsNEnhoFtHd2ItwJUiVJ00AOhfT9xVNjOIZ9MgVZMAEjfqTvoBWk+kjHp3owlm0bdrDwrBiCzXI1LwSJEkQOebXaMcup8v0G9LCUmrYZJLou+DW92GRDBCGJPQvLHYa9NesQYuOCIuQs7XF0H3WtwxzHKQZB1nnrNDh9wXFu2iQpcKEJ2GQzknlI+NQ8Q8IiSDGZtOWaNCf8AD86vy9tk62R5oE0mhULHHkeKS9JmimrOeqBQKFChUmEC0u7bysRIMGJGx8xTdHSmHyaaNKJpJoIdgmlA0ijFYA4aTRZqTNahuQuhNImhNagchSiaUlrM2UbnQDz6UdggST7U7hnBaG5kAnmBIJIPLSfnRAEbt1Va3mOXUFZlfMgHTlvUU1cXUt96e6lkG0xqBEmD1M6elIxBB2USNZjXXlTMCQ1hOIqiFO6BnchiCfXemRfUknIY\/CN457nzp9RAMQY1kafDrR3LjAtGU5tSIIjnpPryo85JUDgiA9swGPOm6k4q5MaAacp6+dRqEqMGKfvXM0dAAPgNfiZPvUelUEzEx3+zI8xUSnSfDTVUyO2CCol8MvhLttmGZVYErO4Bkj3qfxW3kzInhtyMoJhnBLspYbwFaNdBp1mqiy0MD0qViLJLmW1IzFm0nwz+IyTOnnS+A+RCHT339qINtrtp7ST+Zp1rqo0qFYDLBZd4ADeEmIJk6idttRSMPjmViyBQx2ORSR\/LmBynoRBHKkCOW7sBjseenyH\/AHrTdl8Q2DwzY7L4s2SzmnL3hnxmDBKgFhP8B6isrhrYZgrPlBJ8RBPKQNOZOnvWv7fPbRMLh0uJls2gGQZw2ZyzEshUZfCV+9B8Z5a1nvRloxeJvTI5kySZJPr6zJ8zTIOhoO0maTTABQNFQoGBQoUKBg6BoGio2YFChQoGBTiFeYNN0Kxhw0Ro6SaA7BR0VCiAOk0oUVAzCoUZoqIAUab0u1bk06Ej+H9P3\/WsYfwtkFoJIHKPyqQxhQQWjmfMch7fOjt8NusA1tDHMAzsJzCeWh+FR71tgAseHQyCDJGkEgxuDp760bQQYqAAANdCT+g5RTKXBsw9CDBHroZFM3H\/ANOlIzUGaw7u+803RmirCgo6KnWfwgdPLr586xg0E6Uo2dKRaOulLZjTNhQS2zMVIvW5YkaBVHU7jQepmPj0qOpMiN5+dLLE7sYmT67THWt4B5DQW58RYiPwgCT0lth5x7U++PGi27VtAs65Q7GebM4MkRyAHlUJN\/f9aXcEE0oTZfRvbti7cxV4BUw9vPm8WhBERluK2YgECJ9Kz3Hcf9YuX8Q4Ie7ckCZABkmZkz9wdN6s8S\/cYJbIJU3TmuAgQYysI56CNf77Dyqix9lVCBSCSoZvIvspPXKAfIsRypuNAshUVKfTTpSTQMFRkUKKgYFOYayXdUBALEKCTAEmJJ5Cm6XaeCD0IPwrGFYm0UdkJBKsVJBkEgxoeYpqrN8dbf7y6\/yj8xVaBTSSXTAm2FQoyKMLNKETQpzuW6Uk2z0Pwo0YUaI0KFKOEBR0KFYApRSKFCsjMFHFChWMCaEUKFY1DtrFOhBV2EbQT1B+EgfCrbC8fOnf2kvgdZtv7Om521YHYUKFYxZ2f\/D8QIN17D8hdGe3tt3i6jXmVHpTd3sPfYZrLWry65TauK8+ynTnvG1ChStV0Mtmb4hg7llzbuIyOu6sINRqFCjB3FMR9gpbHQUKFMAfwEZxPQ7VLv2h\/rH6UdChIaIycK3JW8oBmoiNR0KydmYmKlYFM9wTrz10BjaaFCilsA\/j7pe5DeILMmeQJJ1+OtRUukeOYbNMgc+RHTc0dCjdoxGWKJifht+envNChQMw0WaSwoUKdr22L5CoUKFIEFLQCD15fudKFCijCactNHKhQooxJs4gbGaU95Z3oqFOsjSE4Kz\/2Q==\" alt=\"Disparando el l\u00e1ser m\u00e1s potente contra el agua [V\u00eddeo]\" \/><\/p>\n<p><img decoding=\"async\" src=\"http:\/\/www.slac.stanford.edu\/th\/images\/Picture1.jpg\" alt=\"\" \/><\/p>\n<p>El Laboratorio Nacional SLAC<\/p>\n<p>&nbsp;<\/p>\n<p>Para finalizar dir\u00e9 que los gases nobles (gases inertes, gases raros) est\u00e1n clasificados en el grupo 18 (antiguamente 0) de la tabla peri\u00f3dica de dos elementos y se definen por s\u00edmbolos que responden a: helio (He), ne\u00f3n\u00a0 (Ne), arg\u00f3n (Ar), kript\u00f3n (Kr), xen\u00f3n (Xe) y rad\u00f3n (Rn).<\/p>\n<p>Ya se dijo antes la configuraci\u00f3n electr\u00f3nica de cada uno de ellos y todas las capas internas est\u00e1n completamente ocupadas, lo que hace que estos elementos, por tanto, constituyan la terminaci\u00f3n de un periodo y posean configuraci\u00f3n de capa completa, por lo que sus energ\u00edas de ionizaci\u00f3n son muy elevadas y su reactividad qu\u00edmica escasa.<\/p>\n<p>Como son monoat\u00f3micos, las mol\u00e9culas de los gases nobles poseen simetr\u00eda esf\u00e9rica, y las fuerzas intermoleculares son muy d\u00e9biles, por lo que sus entalp\u00edas de vaporizaci\u00f3n son muy bajas.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/_HchKYPwgvFE\/RyWv4BF1aBI\/AAAAAAAAAC8\/QzbMmhH3URU\/s320\/Es-Orbital_s.png\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Con todo lo anteriormente expuesto sobre los gases nobles, espero que el lector del trabajo aqu\u00ed reflejado pueda tener una idea m\u00e1s amplia y un conocimiento m\u00e1s certero sobre lo que en realidad son los denominados como \u201cgases nobles\u201d.<\/p>\n<p style=\"text-align: justify;\">En comparaci\u00f3n con la inmensidad del universo, nos queda a\u00fan much\u00edsimo que aprender. Si nos limitamos a nuestro entorno m\u00e1s cercano, la Tierra, \u00bfC\u00f3mo hemos podido llegar tan lejos?<\/p>\n<p style=\"text-align: justify;\">El conocimiento que actualmente tenemos en las distintas ramas del saber (el conocimiento es un \u00e1rbol enorme, las ra\u00edces que lo sustenta son las <span style=\"text-decoration: underline;\">matem\u00e1ticas<\/span>, el tronco es la <span style=\"text-decoration: underline;\">f\u00edsica<\/span>, y a partir de ah\u00ed, salen las ramas que corresponden a los distintos disciplinas del saber, tales como qu\u00edmica, biolog\u00eda, astronom\u00eda, etc), tiene su origen muy lejos en el pasado, en civilizaciones olvidadas que dejaron las huellas de su saber a otras que, como los griegos antiguos, hace ahora de ello 2.600 a\u00f1os, o 600 a\u00f1os a. de C., aprovecharon esos conocimientos y se dieron cuenta de que el mundo que les rodeaba y los acontecimientos naturales que ocurr\u00edan eran totalmente ajenos a los Dioses del Olimpo y a la mitolog\u00eda.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/lamiradadelcuervo.files.wordpress.com\/2009\/02\/wonderwoman_gods_big.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La ignorancia llev\u00f3 en aquellos tiempos a la Humanidad a crear diez dioses ficticios sobre los que contaban toda clase de peripecias y aventuras o hechos que, no pocas veces, los involucraban con la gente normal. Sin embargo, fue tambi\u00e9n, al final de aquel per\u00edodo, cuando se percibieron de que, los &#8220;dioses&#8221; nada ten\u00edan que ver con el mundo que les rodeaba y, de esa manera, Thales de Mileto, uno de los siete sabios de Grecia, entendi\u00f3; dej\u00f3 a un lado a los Dioses y expres\u00f3 sus ideas empleando la l\u00f3gica observando la naturaleza.<\/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=\"10 Caracter\u00edsticas de Tales de Mileto\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"TALES DE MILETO: Biograf\u00eda, Teorema, Frases, Aportes, y mucho m\u00e1s\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00c9l fue el primero que se dio cuenta de la importancia que ten\u00eda el agua para la vida. Emp\u00e9dodes, otro pensador, dijo que todo estaba formado por cuatro elementos: aire, agua, tierra y fuego que, combinados en la debida proporci\u00f3n se convertir\u00edan en los distintos materiales de los que estaban formados todas las cosas. Dem\u00f3crito de Abdera nos habl\u00f3 de algo invisible e indivisible como el componente m\u00e1s peque\u00f1o de la materia, le llam\u00f3 a-tomo o \u00e1tomo. S\u00f3crates, Arist\u00f3teles o Plat\u00f3n (y otros) nos introdujeron en el campo de la filosof\u00eda, y Anaximandro, Anax\u00edmedes, Pit\u00e1goras, Euclides y muchos m\u00e1s, nos ense\u00f1aron astronom\u00eda, matem\u00e1ticas-geometr\u00eda, medicina, etc.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ciencia en la Antigua Grecia - Escuelapedia - Recursos Educativos\" \/><img decoding=\"async\" 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\" alt=\"Origen de la ciencia.\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Los Griegos: Las ciencias en Grecia antigua\" \/><img decoding=\"async\" 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\" alt=\"Euclides En Clase Presentacion\" \/><img decoding=\"async\" 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\" alt=\"Matematicas, Geometria, Elementos de Euclides, Libro 1, 23 Definiciones.\" \/><img decoding=\"async\" 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\" alt=\"Teorema de Pit\u00e1goras Tercero de Secundaria - Matem\u00e1ticas Tamayo | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Se podr\u00eda decir, sin temor a equivocarse, que all\u00ed en la antigua Grecia comenz\u00f3 a germinar la semilla sobre la que est\u00e1 basada y donde est\u00e1n asentados los pilares de la ciencia actual, de la sociolog\u00eda, de las Humanidades, las Artes y las letras de hoy. Si aquellos grandes hombres levantaran la cabeza y pudieran mirar lo que han hecho de su querida Grecia, sus descendientes pol\u00edticos, se volv\u00edan a morir del susto.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/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%2F2020%2F12%2F13%2F%25c2%25a1%25c2%25a1que-bonito-es-saber%2F&amp;title=%C2%A1%C2%A1Qu%C3%A9+Bonito+es+saber%21%21' 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%2F12%2F13%2F%25c2%25a1%25c2%25a1que-bonito-es-saber%2F&amp;title=%C2%A1%C2%A1Qu%C3%A9+Bonito+es+saber%21%21' 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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