{"id":10498,"date":"2022-03-01T12:17:14","date_gmt":"2022-03-01T11:17:14","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=10498"},"modified":"2022-03-01T12:17:59","modified_gmt":"2022-03-01T11:17:59","slug":"%c2%a1las-estrellas-que-transforman-la-materia","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/03\/01\/%c2%a1las-estrellas-que-transforman-la-materia\/","title":{"rendered":"\u00a1Las estrellas! Que transforman la materia"},"content":{"rendered":"<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTBUITgiMZRnhfTWCqBIJQaFL2sYKTCZ9eKWjP64cv6ciaJXSat\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTY5wB8Hr6nZqrOcvE8tSAfLti-z7BPG4P7URZMiU42YGt953duE7ge5quJobqLf-DLPFM&amp;usqp=CAU\" alt=\"Telescopio Espacial Spitzer. Telescopio Espacial Spitzer Los telescopios  infrarrojos funcionan mejor en el espacio. \u00bfPor qu\u00e9? Los objetos que son  aun un poquito calientes emiten energ\u00eda infrarroja. De modo que tiene  sentido colocar un telescopio ...\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"La NASA recupera el telescopio Kepler gracias a una red de antenas de hace  50 a\u00f1os\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Aqu\u00ed podemos contemplar una imagen compuesta de la Supernova Kepler del Telescopio Espacial Spitzer y el <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> con la ayuda del Observatorio de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a>\u00a0 Chandra. El remanente de supernova que muestra los filamentos de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> en que se ha convertido una estrella masiva que ha dejado por el camino alg\u00fan <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> y muchos elementos complejos creados en las inmensas temperaturas que all\u00ed estuvieron presentes.<\/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<img decoding=\"async\" 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\" alt=\"La nebulosa Cabeza de Caballo en el cielo de San Juan\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;La\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Nebulosa_Cabeza_de_Caballo\">nebulosa Cabeza de Caballo<\/a>\u00a0es una de las nebulosas m\u00e1s famosas del cielo; es la entalladura oscura que se ve en la\u00a0<a href=\"https:\/\/observatorio.info\/emission_nebulae.html\">nebulosa de emisi\u00f3n<\/a>\u00a0roja del centro de la fotograf\u00eda. La\u00a0cabeza de caballo es oscura porque en realidad es una nube de\u00a0<a href=\"https:\/\/observatorio.info\/ap030706.html\">polvo<\/a>\u00a0opaca que se encuentra en frente de la brillante\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Nebulosa_de_emisi%C3%B3n\">nebulosa de emisi\u00f3n<\/a>\u00a0roja. Al igual que\u00a0las nubes de la\u00a0<a href=\"http:\/\/www.nasa.gov\/mission_pages\/sunearth\/science\/atmosphere-layers2.html\">atm\u00f3sfera de la<\/a>\u00a0Tierra, esta nube c\u00f3smica ha adoptado una\u00a0<a href=\"http:\/\/www.brucevanpatter.com\/cloudshapes.html\">forma reconocible<\/a>\u00a0por casualidad. Cuando pasen muchos miles de a\u00f1os, los movimientos internos de la nube cambiar\u00e1n su aspecto. El color rojo de la\u00a0<a href=\"https:\/\/observatorio.info\/ap061015.html\">nebulosa<\/a>\u00a0de emisi\u00f3n es causado por\u00a0<a href=\"http:\/\/www.pbs.org\/transistor\/science\/events\/electron.html\">electrones<\/a>\u00a0que se recombinan con\u00a0<a href=\"http:\/\/hyperphysics.phy-astr.gsu.edu\/hbase\/particles\/proton.html\">protones<\/a>\u00a0para formar \u00e1tomos de hidr\u00f3geno. A la izquierda de la imagen est\u00e1 la nebulosa de la Llama, una nebulosa anaranjada que tambi\u00e9n contiene filamentos de polvo oscura. En la parte inferior izquierda de la nebulosa Cabeza de Caballo hay una\u00a0<a href=\"https:\/\/observatorio.info\/reflection_nebulae.html\">nebulosa de reflexi\u00f3n azulada<\/a>\u00a0que\u00a0<a href=\"http:\/\/spaceplace.nasa.gov\/blue-sky\/en\/\">refleja<\/a>\u00a0preferentemente la luz azul de las\u00a0<a href=\"https:\/\/observatorio.info\/ap010318.html\">estrellas cercanas<\/a>.&#8221;<\/p>\n<p style=\"text-align: justify;\">Astronom\u00eda Picture Of The Day<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es una supernova? | Las cient\u00edficas responden | Ciencia | EL PA\u00cdS\" \/><img decoding=\"async\" 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\" alt=\"La amenaza de las supernovas\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">En las supernovas se produce la <a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a> de la materia. Es decir, all\u00ed se crean nuevos elementos qu\u00edmicos. Ocurre principalmente debido a la nucleosnteis explosiva durante la combusti\u00f3n de ox\u00edgeno explosivo y la combusti\u00f3n del silicio. Estas reacciones de fusi\u00f3n crean los elementos silicio, azufre, cloro, arg\u00f3n, potasio, calcio, escandio, titanio, vanadio, cromo, manganeso, hierro, cobalto y n\u00edquel. Como resultado de su expulsi\u00f3n desde supernovas individuales, sus abundancias crecen exponencialmente en el medio interestelar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"proceso rp CondicionesyPosibles sitios\" \/><img decoding=\"async\" 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\" alt=\"Nucleos\u00edntesis por R-Process\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los elementos pesados (m\u00e1s pesados que el n\u00edquel) son creados principalmente por un proceso de captura de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> conocido como proceso-R. Sin embargo, hay otros procesos que se piensa que son responsables de algunas <a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a> de elementos, principalmente un proceso de captura de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> conocido como el proceso rp\u00a0 y un proceso de foto-disgregaci\u00f3n conocido como el Proceso P. Al final se sintetizan los is\u00f3topos m\u00e1s ligeros (pobres en <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>) de los elementos pesados.<\/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<img decoding=\"async\" loading=\"lazy\" class=\"thumbimage\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/0\/06\/CNO_Cycle.png\/300px-CNO_Cycle.png\" alt=\"\" width=\"300\" height=\"300\" \/><\/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 Diagrama del Ciclo CNO<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El ciclo <strong>CNO (carbono-nitr\u00f3geno-ox\u00edgeno)<\/strong> es una de las 2 reacciones nucleares de fusi\u00f3n por las que las estrellas convierten el hidr\u00f3geno en Helio, siendo la otra la cadena <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>-<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>. Aunque la cadena <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>-<a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> es m\u00e1s importante en las estrellas de la masa del Sol o menor, los modelos te\u00f3ricos muestran que el ciclo CNO es la fuente de energ\u00eda dominante en las estrellas m\u00e1s masivas. El proceso CNO fue propuesto en 1938 por Hans Bethe. <a title=\"Hans Bethe\" href=\"http:\/\/es.wikipedia.org\/wiki\/Hans_Bethe\"><br \/>\n<\/a><\/p>\n<p style=\"text-align: justify;\">Modelo: <sup>12<\/sup><sub>6<\/sub>C donde <sup>12<\/sup> es peso at\u00f3mico y <sub>6<\/sub> es n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Las reacciones del ciclo CNO son:<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<dl>\n<dd>\n<table border=\"0\">\n<tbody>\n<tr>\n<td><sup>12<\/sup><sub>6<\/sub>C + \u00b9<sub>1<\/sub>H<\/td>\n<td>\u2192<\/td>\n<td><sup>13<\/sup><sub>7<\/sub>N + <a title=\"Foton\" href=\"http:\/\/es.wikipedia.org\/wiki\/Foton\">\u03b3<\/a><\/td>\n<td>+1,95 <a title=\"MeV\" href=\"http:\/\/es.wikipedia.org\/wiki\/MeV\">MeV<\/a><\/td>\n<\/tr>\n<tr>\n<td><sup>13<\/sup><sub>7<\/sub>N<\/td>\n<td>\u2192<\/td>\n<td><sup>13<\/sup><sub>6<\/sub>C + e<sup>+<\/sup> + <a title=\"Neutrino\" href=\"http:\/\/es.wikipedia.org\/wiki\/Neutrino\">\u03bd<sub>e<\/sub><\/a><\/td>\n<td>+1,37 MeV<\/td>\n<\/tr>\n<tr>\n<td><sup>13<\/sup><sub>6<\/sub>C + \u00b9<sub>1<\/sub>H<\/td>\n<td>\u2192<\/td>\n<td><sup>14<\/sup><sub>7<\/sub>N + <a title=\"Foton\" href=\"http:\/\/es.wikipedia.org\/wiki\/Foton\">\u03b3<\/a><\/td>\n<td>+7,54 MeV<\/td>\n<\/tr>\n<tr>\n<td><sup>14<\/sup><sub>7<\/sub>N + \u00b9<sub>1<\/sub>H<\/td>\n<td>\u2192<\/td>\n<td><sup>15<\/sup><sub>8<\/sub>O + <a title=\"Foton\" href=\"http:\/\/es.wikipedia.org\/wiki\/Foton\">\u03b3<\/a><\/td>\n<td>+7,35 MeV<\/td>\n<\/tr>\n<tr>\n<td><sup>15<\/sup><sub>8<\/sub>O<\/td>\n<td>\u2192<\/td>\n<td><sup>15<\/sup><sub>7<\/sub>N + e<sup>+<\/sup> + <a title=\"Neutrino\" href=\"http:\/\/es.wikipedia.org\/wiki\/Neutrino\">\u03bd<sub>e<\/sub><\/a><\/td>\n<td>+1,86 MeV<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/dd>\n<\/dl>\n<p style=\"text-align: justify;\">Rama 1 (99,96% de todos las reacciones):<\/p>\n<dl>\n<dd>\n<table border=\"0\">\n<tbody>\n<tr>\n<td><sup>15<\/sup><sub>7<\/sub>N + <sup>1<\/sup><sub>1<\/sub>H<\/td>\n<td>\u2192<\/td>\n<td><sup>12<\/sup><sub>6<\/sub>C + <sup>4<\/sup><sub>2<\/sub>He<\/td>\n<td>+4,96 MeV<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/dd>\n<dd><\/dd>\n<\/dl>\n<p style=\"text-align: justify;\">El resultado neto del ciclo es la fusi\u00f3n de cuatro <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>\u00a0 en una part\u00edcukla alfa\u00a0 y dos positrones y dos <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>,\u00a0 liberando energ\u00eda en forma de <a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a>.\u00a0 Los n\u00facleos de carbono, ox\u00edgeno y nitr\u00f3geno sirven como catalizadores\u00a0 y se regeneran en el proceso.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcTIBtCqJQDjRdByD7dp_-Y_ZJSB-V5v3DYbKnrJMf_sBtpiqTOQ\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQjwOEYYDb8MRKq5FQ02P5toD4yj3qAJIxEEQ&amp;usqp=CAU\" alt=\"Fusi\u00f3n nuclear - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>\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 \u00a0Fusi\u00f3n de elementos<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Debido a las grandes cantidades de energ\u00eda liberadas en una explosi\u00f3n de supernovas se alcanzan temperaturas mucho mayores que en las estrellas. Las temperaturas m\u00e1s altas para un entorno donde se forman los elementos de masa at\u00f3mica mayor de 254, el californio siendo el m\u00e1s pesado conocido, aunque s\u00f3lo se ve como elemento sint\u00e9tico en la Tierra. En los procesos de fusi\u00f3n nuclear en la <a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a> estelar,\u00a0 el peso m\u00e1ximo para un elemento fusionado en que el n\u00edquel, alcanzando un is\u00f3topo con una masa at\u00f3mica de 56. La fusi\u00f3n de elementos entre el silicio y el n\u00edquel ocurre s\u00f3lo en las estrellas m\u00e1s grandes, que termina como explosiones de supernovas -proceso de combusti\u00f3n del silicio-. Un proceso de captura de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> conocido como el proceso-s que tambi\u00e9n ocurre durante la <a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a> estelar puede crear elementos por encima del bismuto con una masa at\u00f3mica de aproximadamente 209. Sin embargo, el proceso-s ocurre principalmente en estrellas de masa peque\u00f1a que evolucionan m\u00e1s lentamente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/red-estelar.webcindario.com\/images\/supergigantes0.JPG\" alt=\"Tipos de estrellas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No podemos completar la Tabla peri\u00f3dica de elementos sin acudir a las estrellas. En las estrellas peque\u00f1as y medianas como el Sol se transmutan una serie de elementos hasta llegar al hierro donde la fusi\u00f3n se frena por falta de potencia energ\u00e9tica y, el resto de elementos m\u00e1s pesados y complejos, est\u00e1n en el \u00e1mbito de las estrellas masivas que, al final de sus vidas explotan como Supernovas y riegan el espacio interestelar de otros materiales como el oro y el platino, o, el Uranio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" class=\"decoded\" src=\"http:\/\/farm3.static.flickr.com\/2734\/4076849383_1a19aa7aa0.jpg\" alt=\"http:\/\/farm3.static.flickr.com\/2734\/4076849383_1a19aa7aa0.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><em>&#8220;Una imagen del Observatorio Chandra de Rayos-X del remanente de supernova Cassiopeia A, con una impresi\u00f3n art\u00edstica de la estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> en el centro del remanente. El descubrimiento de una atm\u00f3sfera de carbono en esta estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> resuelve un misterio de hace una d\u00e9cada alrededor de este objeto. Cr\u00e9dito: NASA\/CXC\/Southampton\/W.Ho;NASA\/CXC\/M.Weiss&#8221;<\/em><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Durante la <a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a> de supernovas, el Proceso-R (R de R\u00e1pido) crea is\u00f3topos pesados muy ricos en <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, que se descomponen despu\u00e9s del evento a la primera isobara estable, creando de este modo los is\u00f3topos estables ricos en <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> de todos los elementos pesados. Este proceso de captura de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> ocurre a altas densidades de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> con condiciones de grandes temperaturas. En el Proceso-R, los n\u00facleos pesados son bombardeados con un gran flujo de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> para formar n\u00facleos ricos en <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> altamente inestables que r\u00e1pidamente experimentan la desintegraci\u00f3n Beta\u00a0 para formar n\u00facleos m\u00e1s estables con un n\u00famero at\u00f3mico mayor y la misma masa at\u00f3mica. El flujo de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> es incre\u00edblemente alto, unos 10<sup>22<\/sup> <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> por cent\u00edmetro cuadrado por segundo.<\/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=\"Qu\u00e9 son los is\u00f3topos? - Foro Nuclear\" \/><img decoding=\"async\" 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\" alt=\"Desintegraci\u00f3n beta - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los primeros c\u00e1lculos de un Proceso-R, muestran la evoluci\u00f3n de los resultados calculados con respecto al tiempo, tambi\u00e9n sugieren que en el Proceso-R las abundancias son una superposici\u00f3n de diferentes flujos de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>. Las peque\u00f1as afluencias producen el primer pico de abundancias del Proceso-R cerca del peso at\u00f3mico A = 130 pero no act\u00ednidos, mientras que las grandes afluencias producen los act\u00ednidos Uranio y Torio, pero no contiene el pico de abundancia de A = 130. Estos procesos ocurren en una fracci\u00f3n entre un segundo y unos cuantos segundos, dependiendo de detalles. Cientos de art\u00edculos relacionados publicados han utilizado esta aproximaci\u00f3n dependiente del tiempo. De modo interesante, la \u00fanica supernova moderna cercana, la Supernova 1987A, no ha revelado enriquecimientos del Proceso-R. La idea moderna es que el Proceso-R puede ser lanzado desde algunas supernovas, pero se agota en otros como parte de los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> residuales de la estrella o de un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Las estrellas! Que transforman la materia : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Los Misteriosos Anillos de la Supernova 1987A \u2013 astronomia-iniciacion.com\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Onda que al expandirse hacia el espacio interestelar\u00a0 cre\u00f3 inmensos anillos\u00a0 brillantes de material caliente, que fueron captados por el <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> en todo su esplendor. No hace tanto tiempo que se observ\u00f3 la supernova m\u00e1s notable de los tiempos modernos. En febrero de 1987, la luz lleg\u00f3 a la Tierra procedente de una estrella que explot\u00f3 en la cercana galaxia grande Nube de Magallanes. 1987a Supernova sigue siendo la supernova m\u00e1s cercana desde la invenci\u00f3n del telescopio. La explosi\u00f3n catapult\u00f3 una enorme cantidad de gas, la luz y los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> en el espacio interestelar. Cuando se observ\u00f3 por el telescopio espacial <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> (HST) en 1994, se descubrieron grandes anillos extra\u00f1os cuyo origen sigue siendo misterioso, aunque se cree que han sido expulsados\u200b\u200b, incluso antes de la explosi\u00f3n principal. Observaciones m\u00e1s recientes del HST muestran en la inserci\u00f3n, sin embargo, han descubierto algo realmente predicho: la bola de fuego en expansi\u00f3n de la estrella en explosi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTPGongiC6sua4xSZBmNopJUrIDVh00h9P_j3WG1C0pNdbWds_6\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQgYQEssFoq06bswcdIPn96IJihDN3EaHnnuQ&amp;usqp=CAU\" alt=\"Evidencia de estrecha conexi\u00f3n entre supernovas y vida en la Tierra\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Con el paso de los siglos, las supernovas se difuminan y van cediendo material que pierden por distintos motivos de la gravedad, vientos estelares y otros sucesos que se llevan material del remanente. Arriba podemos contemplar lo que ha quedado de la Supernova SN 1572, m\u00e1s conocida como la Supernova de Tycho.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><big>TRANSUR\u00c1NIDOS, TRANSACT\u00cdNIDOS Y M\u00c1S ALL\u00c1<\/big><\/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=\"Elementos transur\u00e1nicos - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">M\u00e1s all\u00e1 del Uranio encontramos elementos muy radiactivos, casi todos artificiales.<\/p>\n<p style=\"text-align: justify;\">Algunos son:<\/p>\n<ul>\n<li>\n<ul>\n<li style=\"text-align: justify;\">Pl<a title=\"Plutonio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Plutonio\">utonio<\/a>, Pu, nombrado para recordar el\u00a0<a title=\"Planeta enano\" href=\"https:\/\/es.wikipedia.org\/wiki\/Planeta_enano\">planeta enano<\/a>\u00a0<a title=\"Plut\u00f3n (planeta enano)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Plut%C3%B3n_(planeta_enano)\">Plut\u00f3n<\/a>, siguiendo la misma regla de denominaci\u00f3n, es el astro siguiente al planeta Neptuno en la \u00f3rbita del sistema solar.<\/li>\n<li style=\"text-align: justify;\">95.\u00a0<a title=\"Americio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Americio\">Americio<\/a>, Am, nombrado en honor de su elemento an\u00e1logo\u00a0<a title=\"Europio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Europio\">Europio<\/a>, dando el nombre del\u00a0<a title=\"Continente\" href=\"https:\/\/es.wikipedia.org\/wiki\/Continente\">continente<\/a>\u00a0donde fue por primera vez producido.<\/li>\n<li style=\"text-align: justify;\">96.\u00a0<a title=\"Curio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Curio\">Curio<\/a>, Cm, nombrado en honor de\u00a0<a title=\"Pierre Curie\" href=\"https:\/\/es.wikipedia.org\/wiki\/Pierre_Curie\">Pierre<\/a>\u00a0y\u00a0<a title=\"Maria Sklodowska-Curie\" href=\"https:\/\/es.wikipedia.org\/wiki\/Maria_Sklodowska-Curie\">Marie Curie<\/a>\u00a0famosos cient\u00edficos que fueron los primeros en separar un elemento\u00a0<a title=\"Radiactivo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Radiactivo\">radiactivo<\/a>.<\/li>\n<li style=\"text-align: justify;\">97.\u00a0<a title=\"Berkelio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Berkelio\">Berkelio<\/a>, Bk, denominaci\u00f3n asignada en honor de la ciudad de\u00a0<a title=\"Berkeley, California\" href=\"https:\/\/es.wikipedia.org\/wiki\/Berkeley,_California\">Berkeley<\/a>, donde se ubica la\u00a0<a title=\"University of California\" href=\"https:\/\/es.wikipedia.org\/wiki\/University_of_California\">University of California<\/a>\u00a0en\u00a0<a title=\"Berkeley (California)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Berkeley_(California)\">Berkeley<\/a>.<\/li>\n<li style=\"text-align: justify;\">98.\u00a0<a title=\"Californio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Californio\">Californio<\/a>, Cf, nombrado en honor del estado de\u00a0<a title=\"California\" href=\"https:\/\/es.wikipedia.org\/wiki\/California\">California<\/a>, donde se ubica la Universidad.<\/li>\n<\/ul>\n<\/li>\n<li style=\"text-align: justify;\"><a title=\"Albert Ghiorso\" href=\"https:\/\/es.wikipedia.org\/wiki\/Albert_Ghiorso\">Albert Ghiorso<\/a>, fue del equipo de Seaborg que produjo el curio, berkelio y el californio, fue ascendido a director, y lleg\u00f3 a producir:\n<ul>\n<li>99.\u00a0<a title=\"Einstenio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Einstenio\">Einstenio<\/a>, Es, nombrado en honor del f\u00edsico\u00a0<a title=\"Albert Einstein\" href=\"https:\/\/es.wikipedia.org\/wiki\/Albert_Einstein\">Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>.<\/li>\n<li>100.\u00a0<a title=\"Fermio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Fermio\">Fermio<\/a>, Fm, nombrado en honor de\u00a0<a title=\"Enrico Fermi\" href=\"https:\/\/es.wikipedia.org\/wiki\/Enrico_Fermi\">Enrico Fermi<\/a>, el f\u00edsico italiano que produjo por primera vez una\u00a0<a title=\"Reacci\u00f3n en cadena\" href=\"https:\/\/es.wikipedia.org\/wiki\/Reacci%C3%B3n_en_cadena\">reacci\u00f3n en cadena<\/a>\u00a0controlada.<\/li>\n<li>101.\u00a0<a title=\"Mendelevio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Mendelevio\">Mendelevio<\/a>, Md, denominado en honor a qu\u00edmico ruso\u00a0<a title=\"Dmitriy Mendeleyev\" href=\"https:\/\/es.wikipedia.org\/wiki\/Dmitriy_Mendeleyev\">Dmitriy Mendeleyev<\/a>\u00a0que fue el que dio forma a la\u00a0<a title=\"Tabla peri\u00f3dica de los elementos\" href=\"https:\/\/es.wikipedia.org\/wiki\/Tabla_peri%C3%B3dica_de_los_elementos\">tabla peri\u00f3dica<\/a>\u00a0de los\u00a0<a title=\"Elementos qu\u00edmicos\" href=\"https:\/\/es.wikipedia.org\/wiki\/Elementos_qu%C3%ADmicos\">elementos qu\u00edmicos<\/a>\u00a0que conocemos hoy en d\u00eda.&#8221;<\/li>\n<\/ul>\n<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">\n<p><a name=\"elementos\"><\/a>Los elementos qu\u00edmicos en el Universo<\/p>\n<p>&nbsp;<\/p>\n<table>\n<tbody>\n<tr>\n<th><\/th>\n<th><strong>Elemento<\/strong><\/th>\n<th>Fracci\u00f3n de masa en partes por mill\u00f3n<\/th>\n<\/tr>\n<tr>\n<td>1<\/td>\n<td>Hidr\u00f3geno<\/td>\n<td>739.000<\/td>\n<\/tr>\n<tr>\n<td>2<\/td>\n<td>Helio<\/td>\n<td>240.000<\/td>\n<\/tr>\n<tr>\n<td>8<\/td>\n<td>Ox\u00edgeno<\/td>\n<td>10.400<\/td>\n<\/tr>\n<tr>\n<td>6<\/td>\n<td>Carbono<\/td>\n<td>4.600<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Y seis filas m\u00e1s.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Los cient\u00edficos recorren el cosmos para encontrar los or\u00edgenes de los 118  elementos de la tabla peri\u00f3dica - Los Angeles Times\" \/><img decoding=\"async\" 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\" alt=\"El Big Bang y el origen de los elementos qu\u00edmicos en la Tierra -  31.10.2019, Sputnik Mundo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>En el Universo se han detectado alrededor de 90 elementos qu\u00edmicos distintos. La abundancia de cada uno de ellos es muy diferente,\u00a0 el hidr\u00f3geno constituye casi el 75% de la materia at\u00f3mica del Universo, de un elemento como el francio apenas si existen 30 g en toda la Tierra, de otros elementos no se conoce su existencia y se han sintetizado en el laboratorio, en algunos casos, apenas unos pocos \u00e1tomos. Este cap\u00edtulo lo vamos a dedicar a conocer como el hombre ha ampliado, sintetiz\u00e1ndolos de manera artificial, el <a id=\"_GPLITA_0\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/contenidos.educarex.es\/mci\/2010\/06\/transuranidos.html#&#8221;>n\u00famero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de elementos qu\u00edmicos conocido hasta llegar en la actualidad al 118, de ellos 112 reconocidos y con nombre admitido por la IUPAC.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 0px;\" src=\"http:\/\/3.bp.blogspot.com\/-JaOAhXKqWNM\/TVkdfSRSFtI\/AAAAAAAABlY\/2VUMavlstPc\/s1600\/Supernova_en_Cassiopeia_segun_Chandra.jpg\" alt=\"\" width=\"516\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo cierto es que hemos podido llegar a saber c\u00f3mo se forman los elementos en el Universo donde la Naturaleza se sirve de las estrellas para &#8220;fabricarlos&#8221; y en sus distintas categor\u00edas de m\u00e1s o menos masas, cada tipo de estrella desempe\u00f1a una funci\u00f3n esencial para que en el Universo puedan existir toda la gama de elementos que podemos conocer y que conforman la Tabla Peri\u00f3dica. Los m\u00e1s sencillos se transmutan en las estrellas peque\u00f1as y los m\u00e1s complejos en las masivas y en las supernovas que se producen al final de sus vidas. Como se dice m\u00e1s arriba, los artificiales, los que est\u00e1n m\u00e1s all\u00e1 del Uranio, son formados por el hombre en el laboratorio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a class=\"image\" href=\"http:\/\/commons.wikimedia.org\/wiki\/File:JosephWright-Alchemist-1.jpg\"><img decoding=\"async\" loading=\"lazy\" class=\"thumbimage\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/c\/c1\/JosephWright-Alchemist-1.jpg\/300px-JosephWright-Alchemist-1.jpg\" alt=\"\" width=\"300\" height=\"385\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">El Alquimista descubriendo el f\u00f3sforo (1771) de Joseph Wright<\/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=\"Existi\u00f3 realmente la piedra filosofal? - Qu\u00edmica en casa.com\" \/><img decoding=\"async\" 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\" alt=\"Elixir de eterna juventud\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lejos quedan ya aquellos tiempos en el que los Alquimistas, persegu\u00edan transmutar el plomo en oro, encontrar la piedra filosofal y el elixir de la eterna juventud. Siempre hemos tenido una imaginaci\u00f3n desbordante y, cuando no ten\u00edamos los conocimientos necesarios para explicar o conseguir aquello que quer\u00edamos y pens\u00e1bamos que pod\u00edamos conseguir&#8230; \u00a1La Imaginaci\u00f3n se desataba y volaba por los ilusorios campos de la Ignorancia!<\/p>\n<p style=\"text-align: justify;\">Algunos piensan y se ha podido leer por ah\u00ed que:<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>&#8220;Un modelo propone que el origen de los elementos m\u00e1s pesados que el hierro no se da en las explosiones de supernova, sino en procesos en los que est\u00e1n involucradas las estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<table style=\"width: 270px;\" border=\"0\" cellspacing=\"0\" cellpadding=\"0\" align=\"right\">\n<tbody>\n<tr>\n<td><img decoding=\"async\" src=\"http:\/\/neofronteras.com\/wp-content\/photos\/pepita_de_oro.jpg\" alt=\"Foto\" border=\"0\" hspace=\"10\" vspace=\"2\" \/><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">Somos cenizas de estrellas. Muchos de los \u00e1tomos que componen nuestros cuerpos estuvieron alguna vez en el interior de alguna estrella en donde las reacciones de fusi\u00f3n nucleares los sintetizaron. Una vez esos cuerpos estelares murieron los elementos que los compon\u00edan fueron diseminados por el espacio. Parte de esa materia fue a parar a otros discos de acreci\u00f3n que formaron nuevas estrellas, planetas e incluso seres vivos.<br \/>\nEl <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> s\u00f3lo produjo hidr\u00f3geno, helio y peque\u00f1as trazas de elementos ligeros, como el litio de nuestras bater\u00edas. Son los elementos primordiales. Las reacciones de fusi\u00f3n de las estrellas pueden sintetizar el resto de los elementos de la tabla peri\u00f3dica, pero no los de <a id=\"_GPLITA_1\" style=\"background: none repeat scroll 0% 0% transparent ! important; border: medium none ! important; display: inline ! important; float: none ! important; height: auto ! important; margin: 0px ! important; min-height: 0px ! important; min-width: 0px ! important; padding: 0px ! important; vertical-align: baseline ! important; width: auto ! important; text-decoration: underline ! important;\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/neofronteras.com\/?p=3590#&#8221;>n\u00famero<img decoding=\"async\" style=\"background: none repeat scroll 0% 0% transparent ! important; border: medium none ! important; display: inline ! important; float: none ! important; height: 10px ! important; margin: 0px 0px 0px 3px ! important; min-height: 0px ! important; min-width: 0px ! important; padding: 0px ! important; vertical-align: super ! important; width: 10px ! important;\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> at\u00f3mico m\u00e1s elevado. El elemento de corte se suele colocar en el hierro, aunque esta frontera es un tanto difusa. La raz\u00f3n es que las reacciones de fusi\u00f3n para producir esos elementos m\u00e1s pesados no producen energ\u00eda, sino que la consumen. De hecho, la mejor manera de crear esos elementos pesados es por captura de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.<\/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:ANd9GcSPq0Su0iFGUYeS74K5mAVr3y25HXWZpnfT1A&amp;usqp=CAU\" alt=\"Minerals Mining - MINERAL DE METALES PRECIOSOS\" \/><img decoding=\"async\" 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\" alt=\"Por qu\u00e9 el Uranio es un elemento tan importante para la tierra? -  Erenovable.com\" \/><img decoding=\"async\" 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\" alt=\"El Platino. Historia, origen y yacimientos \u2013 Blog Joyer\u00eda Plaor\" \/><\/p>\n<p style=\"text-align: justify;\">\nEl caso es que, hasta <a id=\"_GPLITA_5\" style=\"background: none repeat scroll 0% 0% transparent ! important; border: medium none ! important; display: inline ! important; float: none ! important; height: auto ! important; margin: 0px ! important; min-height: 0px ! important; min-width: 0px ! important; padding: 0px ! important; vertical-align: baseline ! important; width: auto ! important; text-decoration: underline ! important;\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/neofronteras.com\/?p=3590#&#8221;>ahora<img decoding=\"async\" style=\"background: none repeat scroll 0% 0% transparent ! important; border: medium none ! important; display: inline ! important; float: none ! important; height: 10px ! important; margin: 0px 0px 0px 3px ! important; min-height: 0px ! important; min-width: 0px ! important; padding: 0px ! important; vertical-align: super ! important; width: 10px ! important;\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, se dec\u00eda que esos elementos pesados, como el oro cuyo brillo tanto nos ciega, el uranio de nuestros reactores o el platino que cataliza tanta qu\u00edmica moderna, proced\u00edan de las propias explosiones de supernovas. Todos hemos repetido esta popular hip\u00f3tesis una y otra vez, pero no hay pruebas que la avalen. De hecho, las simulaciones de modelos de explosiones de supernova no confirman dicha s\u00edntesis.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxAQEBUQEBAVFRUVFRcVFRUVFxUVFRUVFRUWFhUVFRUYHSggGBolHRUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFxAQGisdHx0vNysrKy0wLi0tLysvLS0tLTUtKy0rLS0tLS0tLS0rLSsrLS0tLS0tLSstLS0tLS0tLf\/AABEIAKgBLAMBIgACEQEDEQH\/xAAbAAEBAAMBAQEAAAAAAAAAAAAAAQIDBQQGB\/\/EADEQAAICAAQFAgQGAgMAAAAAAAABAhEDBCExBRJBUWFxgQYTofAiQpHB0eEysQdy8f\/EABoBAQEAAwEBAAAAAAAAAAAAAAABAgMEBQb\/xAAiEQEBAAMAAgICAwEAAAAAAAAAAQIDEQQSITETQQUyYSL\/2gAMAwEAAhEDEQA\/APw4AAAVoIAiFAUAAANggGVae\/fX9P3MSkIK2XSvP0MSgACgAChUsqAQVlZYxsxRvwYN7Ixt4snWyMKCib\/ktVJK11Liwe+17LwavZu9Wmlt9TFrXwbZ4Zi3SL1LGqSSNTepnOSp99l+5qM5GFrYmZL1NVmSkLDrOjRiGxSNeIxErUAwZtbJx28kAKBCgBpXn9vUgAQKQthR10CYAAtkAEKkABCoUCAAUCFBaCgLQoBXRAtCgoj24MmkvJ5sGNtH0WSwW1cq102ts0bs5jG\/Th7V5ORxSj7smNPXVHVxMvy6pavd76ehpeErba9LOabJ9um4OXOKPDjyfsezMTduNdzmybOrXHLsqOQIDa0skG72MWAMkzCb1KmYMQtQAFYsiAFArdkTAFdvX0\/oxACKAApRWgmQAAABSIAZVpf37oxBSAkAAqhFSLF1s\/vYAkUJFSCgKkZRRFejJQuS8\/Q+xwlCMUkta3OHwPIOetH0iy\/Kqb1R5nl7JcuPR8fDmPXmwknd\/wDhz8TEV15uzoZvMRhFyW3+z5PNZ5vbRtt6dL6E0a7nbTbsmK8Tmk3W7+iOYZuTerepjKV7npYY+s48\/PL2vUZAQzYrYIGECBAIMhSACgFAAAQqDQAAAAUgANAhUQAABYq2IvqQoAoRQokZdCIySAJGcIkij25PCXMuYywx9rxlI2ZThOLiK4wk1tdOv12OnhfDuI1v7fe+x18lxBRSSWlV4O3kMtLEkpJutK9T6DX\/AB3j\/jt7cq3YYdscrgPDcSF6PbTQvHm8FctatH6VDAw8OCUntu1p0\/hH5l8bPXmw9npttXTwfMbf42553Zh8yfb09nNet8tjylN1uczMNWZSxGuu5oGGHq8rPP2YkMmzE2tSEKQIEKQAAgEQrW2v9eoIBSvwQFAAAQAoDmAQAABAAQpAAsAUBFCwRUQyQFRkkRGyCCs4ROhkctOclCEXKT2UVbfolue74Q4Is5j\/AC3JpKLlp120utPfsfsHB+B4GXjy4UF+HVOVcz99Dp0arl8tezdMH5nl+D5iEYt4GJUra\/C9a30Wq9z734RjzYUrjVOtejR9JhKmlf8APQ9efyClgy5OSOI6qTtbd6129tD0sNv45yfPW3xPL5l3KfD5Xjufw8CCXMnLX8K79W2fB8UzM8eEk47JtV3WpOO4k8PMSjO3T6qUVJd0pa0cvD4k4t1597XY369+uY+t+Jft1bt\/5L\/j5vHWppZvzD10NDPnsvtysWiMrMSIEACD9SABBkKGBCkKUAy11IAogAFi6dohSAUAACFIAKAQCpEAFKAFVGSMTJBWSPRgQvQ0RR2uD5J4im1+VL6s3aNV25+sZR1PgvMxwM3hznPlhdSfjz4P2zAirdbfldaNPVP6n4dh5Kk9ep+p\/wDHucl8r5WYbatKEnb5b0p9l1v1PRw15a5yxp3ePln84\/p9D8lSXM36U7Xv4Nc7\/Nq\/Xp48HQzEYpfgScX2fRdjiZrMSinpSS32S9b23GGN71xZ5fHq+U\/5EynNl\/mqKbhJW2kpctVvu149D8qx8XRn6B8bcdw1BQw8TnxJK3KElUU1aXlM\/NsRnH5Oz\/r4dujsw+WuTMGVmNnI2ozFlZGGKAMWBAAEGGQACkKUACACsgArogKAAACgQAUCvv79QQW9K++gAoKthAIDJFSIikVmmd74cxPx8t\/5Kv4OFhwb2R0uFRksRV3N\/jb5q2TK\/pnjLa\/ReDcEud4mqT2XXwfb4c4xuMVGKS\/R9teuxxvhr5fy+dp8zSvr6fyT4j4hVRgrS6rv9o9nHyMd+2TX\/V6+GE1YdcPinxDm8HEqOM6T0i0mkk9Omx8txX4jzeI5KWPKm9Vsn0ql0Oxmst81cz3Pm+NRjh6dfqZ+d42WONy+o8nPGd7xxcaZ55MuJOzW2fPW\/LAlXT77mII2RGLAIwgARhAAAWXoQgAoAaKABAAACBRFW6XXYBRiwADEU3t2f01YIQVAFaAAIr8BURQUKqMkrMEb8DLyl007kt4snXsy7pcsev1Ovw3KOUlei3ZjwTh9ScrunSX7new3CO3uebv38tmL0NOv9103nZLDqL0UfTofK5jj04Saevh6rwe7iHEeWLjt6Hx2bxuaTfc2\/wAdnt1X2l4y8rZ8cjqY3xBiv\/GTj\/1dP9dzk4+Yc3bdmlsjPT2+Rs2\/3trzrVslkI2amJZiGAgQAAQAIABAGwQpQDYAEK2AwIAAighUFCFSFAQFRCC0ZUWHkMLIbff8hohkyKxK1QZUgM8DD5n46vsfQ5SMXBetexxMrFu0djJNRi03tt6nNv8AmOnROOvkqimqNuHh726X31Obh4jpO\/1NrzKa\/Wumxw5YXrtmU48\/H8SNcsX0\/wBHzcme\/ieI3q+uxzT0dGHrhI4N+XchiwRm5oWL12v12MWQWUCFIEBem\/oEEEQFZAK2YorIBS2QFAAgAAAAAECkKFA2CACkMokGyOwMlHQqiY9bOMU2tTEycSUVEMox1EFbPRholqyN2BotUb9+v9nlcq0M5SNNnW6Xj2tOkk92acy3LRflVf2zXPFlXNddq7GvMYzq1ev1Mccb1lllOPNmHqaDKbMTpjmv2MgFFQZAAgCFQRAAAImUgAFSBQQAAAACAAIArIBQAFAAATKkAQj0YexmgDXW2MDGSALBlBGxy7EBFjNO9w30QBGRGXc04mJ0KDKRja0kaAMmCEAKxCAAAAEAwAIVAAEACgAABAAAACAAA\/\/Z\" alt=\"Representaci\u00f3n colisi\u00f3n de estrellas de neutrones que origina ondas  gravitacionales. Fuente: NASA - YouTube\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRM9aZ2jwT4uc7YRHd9wiuZQ3H7yu-MsV3Ewn_kh8Ta6_6uvSZDzK8HqrN-p_hHVYvhgw4&amp;usqp=CAU\" alt=\"Las consecuencias del choque de dos estrellas de neutrones\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_6\" style=\"background: none repeat scroll 0% 0% transparent ! important; border: medium none ! important; display: inline ! important; float: none ! important; height: auto ! important; margin: 0px ! important; min-height: 0px ! important; min-width: 0px ! important; padding: 0px ! important; vertical-align: baseline ! important; width: auto ! important; text-decoration: underline ! important;\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/neofronteras.com\/?p=3590#&#8221;>Ahora<img decoding=\"async\" style=\"background: none repeat scroll 0% 0% transparent ! important; border: medium none ! important; display: inline ! important; float: none ! important; height: 10px ! important; margin: 0px 0px 0px 3px ! important; min-height: 0px ! important; min-width: 0px ! important; padding: 0px ! important; vertical-align: super ! important; width: 10px ! important;\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, una nueva teor\u00eda, coloca el origen de estos elementos en las estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>. Una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> es el residuo que dejan algunas estrellas de gran masa una vez explotan en forma de supernova. Unas simulaciones num\u00e9ricas realizadas por cient\u00edficos del Max Planck han verificado que la materia eyectada en procesos en los que est\u00e1n involucrados estos cuerpos producen las colisiones nucleares violentas necesarias como para producir n\u00facleos pesados y generar los elementos m\u00e1s pesados que el hierro.&#8221; (NeoFronteras).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcTYNHdmxDmlC7jNBztHuZaxUgBhWwn7AIbeCvRCKRgqo82aSIRa\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn1.gstatic.com\/images?q=tbn:ANd9GcSnTFXm9he1222jX-EaQl3Z4AoNzyYQpd_x__tOTMWSSc96MGzv\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Sabemos como se forman las estrellas de todo tipo pero&#8230; \u00bfQu\u00e9 pasa con la biolog\u00eda?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todos sabemos por haberlo explicado aqu\u00ed repetidas veces, como se forman las estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que tiene una densidad de 10<sup>17<\/sup> Kk\/m<sup>3<\/sup>. \u00a1Una barbaridad! Pues bien, cuando dos de estas estrellas colisionan, se produce una inmensa explosi\u00f3n en la que se pueden crear materiales como el oro y el platino entre otros. As\u00ed ha resumido, un grupo de astrof\u00edsicos una investigaci\u00f3n realizado para comprobar qu\u00e9 pasaba en este tipo de sucesos. De ello podemos deducir que se pueden formar nuevos materiales por procesos distintos al de la fusi\u00f3n nuclear en las estrellas. Sin embargo, la mayor\u00eda de los elementos est\u00e1n &#8220;fabricados en los hornos nucleares&#8221; y, gracias a ello, podemos nosotros estar aqu\u00ed para contarlo.<\/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%2F2022%2F03%2F01%2F%25c2%25a1las-estrellas-que-transforman-la-materia%2F&amp;title=%C2%A1Las+estrellas%21+Que+transforman+la+materia' 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%2F2022%2F03%2F01%2F%25c2%25a1las-estrellas-que-transforman-la-materia%2F&amp;title=%C2%A1Las+estrellas%21+Que+transforman+la+materia' 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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El remanente de supernova que muestra los filamentos de plasma en que se ha convertido una estrella masiva que ha dejado por el camino alg\u00fan agujero negro [&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":[135],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/10498"}],"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=10498"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/10498\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=10498"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=10498"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=10498"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}