{"id":12175,"date":"2020-06-25T05:40:35","date_gmt":"2020-06-25T04:40:35","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12175"},"modified":"2020-06-25T04:42:36","modified_gmt":"2020-06-25T03:42:36","slug":"abundancia-cosmica-de-los-elementos-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/06\/25\/abundancia-cosmica-de-los-elementos-2\/","title":{"rendered":"Abundancia C\u00f3smica de los Elementos"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/02\/nuevas-ideas-ideas-viejas\/\" rel=\"prev\">Nuevas ideas, ideas viejas<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/-r62VgO6G5Ck\/TmDznMkD8YI\/AAAAAAAAAhE\/-EcVAa_lMwg\/s1600\/einstein_notebook.jpg\" alt=\"\" \/><\/p>\n<p>Manuscrito de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> con la f\u00f3rmula de la Relatividad. Cuando se dio a conocer al mundo, los excepticos pusieron en duda todo lo que de ella se pod\u00eda derivar, implicaciones\u00a0 de fen\u00f3menos desconocidos hasta ese momento que resultaban extra\u00f1os o incluso inauditos.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/02\/en-fisica-hablamos-de-masa-inercia-%c2%a1de-tantas-cosas\/\" rel=\"next\">En F\u00edsica hablamos de masa, inercia\u2026, \u00a1de t\u00e1ntas cosas!<\/a><\/div>\n<\/div>\n<h3><\/h3>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es la masa?\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Momento de inercia - F\u00edsica de nivel b\u00e1sico, nada complejo..\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>La masa<\/strong>\u00a0de un\u00a0<strong>objeto<\/strong>\u00a0es una propiedad fundamental del\u00a0<strong>objeto<\/strong>; es una medida num\u00e9rica de su inercia; una medida fundamental de la cantidad de materia en el\u00a0<strong>objeto<\/strong>. &#8230; El peso de un\u00a0<strong>objeto<\/strong>\u00a0es la fuerza de la gravedad sobre el\u00a0<strong>objeto<\/strong>\u00a0y se puede definir como el producto de\u00a0<strong>la masa<\/strong>\u00a0por la aceleraci\u00f3n de la gravedad, w = mg.<\/p>\n<h1 style=\"text-align: justify;\"><\/h1>\n<p><img decoding=\"async\" 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\" alt=\"Moment of Inertia\" \/><\/p>\n<p>&nbsp;<\/p>\n<div id=\"rso\" data-async-context=\"query:La%20inercia%20de%20los%20objetos\">\n<div lang=\"es-ES\" data-hveid=\"CAsQAA\" data-ved=\"2ahUKEwjVqPjp_JvqAhWQkxQKHZ4pA7oQjDYoAHoECAsQAA\">\n<div>\n<div>\n<div>\n<div>\n<div lang=\"es-ES\" data-md=\"61\">\n<div data-attrid=\"wa:\/description\" data-hveid=\"CAsQAQ\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"rso\" data-async-context=\"query:La%20inercia%20de%20los%20objetos\">\n<div lang=\"es-ES\" data-hveid=\"CAsQAA\" data-ved=\"2ahUKEwjVqPjp_JvqAhWQkxQKHZ4pA7oQjDYoAHoECAsQAA\">\n<div>\n<div>\n<div>\n<h2 style=\"text-align: justify;\"><\/h2>\n<div>\n<div lang=\"es-ES\" data-md=\"61\">\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAsQAQ\">En f\u00edsica,\u00a0<strong>la inercia<\/strong>\u00a0 es la propiedad que tienen los cuerpos de permanecer en su estado de reposo relativo o movimiento relativo. Dicho de forma general, es la resistencia que opone la materia al modificar su estado de movimiento, incluyendo cambios en la velocidad o en la direcci\u00f3n del movimiento.<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><strong>ABUNDANCIA C\u00d3SMICA DE ELEMENTOS<\/strong><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.eso.org\/public\/archives\/images\/newsfeature\/eso1234a.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Se encuentran elementos esenciales para la vida alrededor de una estrella joven. Usando el radiotelescopio ALMA (<em>Atacama Large Millimeter\/submillimeter Array<\/em>), un grupo de astr\u00f3nomos detect\u00f3 mol\u00e9culas de az\u00facar presentes en el gas que rodea a una estrella joven, similar al sol. Esta es la primera vez que se ha descubierto az\u00facar en el espacio alrededor de una estrella de estas caracter\u00edsticas. Tal hallazgo demuestra que los elementos esenciales para la vida se encuentran en el momento y lugar adecuados para poder existir en los planetas que se forman alrededor de la estrella.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Origen y evoluci\u00f3n del Universo\" \/><img decoding=\"async\" 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\" alt=\"Origen y evoluci\u00f3n del Universo\" \/><img decoding=\"async\" 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\" alt=\"Ciencias para el mundo contempor\u00e1neo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTpBMyCr7qWEF9WGh66u7IEJw3_NdUPzW0VOQ&amp;usqp=CAU\" alt=\"NUPEX\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">La abundancia, distribuci\u00f3n y comportamiento de los elementos qu\u00edmicos en el Cosmos es uno de los t\u00f3picos cl\u00e1sicos de la astrof\u00edsica y la cosmoqu\u00edmica. En geoqu\u00edmica es tambi\u00e9n importante realizar este estudio ya que:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.rtve.es\/imagenes\/hs-2010-22-a-large-web\/1278436018066.jpg\" alt=\"\" width=\"585\" height=\"289\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8211; Una de las principales finalidades de la Geoqu\u00edmica es establecer las leyes que rigen el comportamiento, distribuci\u00f3n, proporciones relativas y relaciones entre los distintos elementos qu\u00edmicos.<\/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%3AANd9GcQ9eKjEkhqglkjcGuNbJ5TSaaJHRHiMoD9ucw&amp;usqp=CAU\" alt=\"Los is\u00f3topos - Angel FIQ\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQV6hgyTXqFwJLPYjN8wQD2txid_cW7IwjH_Q&amp;usqp=CAU\" alt=\"CONTENIDOS DE LA UNIDAD - Ambito C-T IES Bernardino Escalante\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8211; Los datos de abundancias de elementos e is\u00f3topos en los distintos tipos de estrellas nos van a servir para establecer <strong>hip\u00f3tesis del origen de los elementos.<\/strong><\/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=\"Origen y evoluci\u00f3n del Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRwaeZu2XF4tZ_WTK4IOdroM-jY5lzycpT5Fw&amp;usqp=CAU\" alt=\"TEMA 1 ASTRONOM\u00cdA. - ppt descargar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8211; Los datos de composici\u00f3n del Sol y las estrellas nos permiten establecer <strong>hip\u00f3tesis sobre el origen y evoluci\u00f3n de las estrellas.<\/strong> Cualquier hip\u00f3tesis que explique el origen del Sistema Solar debe explicar tambi\u00e9n el origen de la Tierra, como planeta de dicho Sistema Solar.<\/p>\n<p style=\"text-align: justify;\">&#8211; Las distintas capas de la Tierra presentan abundancias diferentes de elementos. El conocer la abundancia c\u00f3smica nos permite tener un punto de referencia com\u00fan. As\u00ed, sabiendo cuales son las concentraciones normales de los elementos en el cosmos las diferencias con las abundancia en la Tierra nos pueden proporcionar hip\u00f3tesis de los procesos geoqu\u00edmicos que actuaron sobre la Tierra originando migraciones y acumulaciones de los distintos elementos, que modificaron sus proporciones y abundancias respecto al Cosmos.<\/p>\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.ptable.com\/Images\/tabla%20peri%C3%B3dica.png\" alt=\"\" width=\"647\" height=\"474\" \/><\/div>\n<div>\n<div>\n<div>\n<div>\n<p style=\"text-align: justify;\">La tabla peri\u00f3dica de los elementos es un arreglo sumamente ingenioso que permite presentar de manera l\u00f3gica y estructurada las m\u00e1s simples sustancias de las que se compone todo: absolutamente todo lo que conocemos. Todos los elementos que conocemos, e incluso con lo que todav\u00eda no nos hemos encontrado, tienen un lugar preciso en ella, cuya posici\u00f3n nos permite conocer muchas de sus caracter\u00edsticas. Ese grupo de casi cien ingredientes permite crear cualquier cosa. Pero no siempre fue as\u00ed.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/images-na.ssl-images-amazon.com\/images\/I\/619mdOJAt8L._AC_SX522_.jpg\" alt=\"para Ni\u00f1os Adulto Juguete Regalo Puzzle La Gran Nebulosa De Ori\u00f3n ...\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Me gusta la Gran Nebulosa de Ori\u00f3n. Elementos y materia que forman nuevas estrellas y nuevos mundos situados en sistemas planetarios que, dentro de algunos miles de millones de a\u00f1os, en elguno de esos planetas nuevos, podr\u00eda\u00a0 surgir la vida.<\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQlH-PqykY6EV1pY3rYQmwvvzqJ_26IQnY03Q&amp;usqp=CAU\" alt=\"ESA - Estrellas embrionarias titilan en el coraz\u00f3n de Ori\u00f3n\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Una r\u00e1faga c\u00f3smica permite acercarse a la 'materia perdida' del ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTQdQ6C8A66IPH8u5mN2zFlqYpkM_y40cFC9g&amp;usqp=CAU\" alt=\"Hermosos GIFs del espacio y el universo. 100 im\u00e1genes animadas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRq3C-KV8T76s5ikQlJcOQLuBk3t_RSnPXqUQ&amp;usqp=CAU\" alt=\"Descubren un enorme \u201cpuente\u201d que conecta dos c\u00famulos de galaxias a ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>\u00a0 FUENTES DE DATOS DE ABUNDANCIAS COSMICAS DE LOS ELEMENTOS.<\/strong> Estos datos deben obtenerse a partir del estudio de la materia c\u00f3smica. La materia c\u00f3smica comprende:<strong> Gas interestelar,<\/strong> de muy baja densidad (10<sup>-24<\/sup> g\/cm<sup>3<\/sup>) y <strong>N\u00e9bulas gaseosas<\/strong> o nubes de gas interestelar y polvo.<\/p>\n<p style=\"text-align: justify;\">Las n\u00e9bulas gaseosas se producen cuando una porci\u00f3n del medio interestelar est\u00e1 sujeta a radiaci\u00f3n por una estrella brillante y muy caliente, hasta tal punto se ioniza que se vuelve fluorescente y emite un espectro de l\u00ednea brillante (que se estudian por m\u00e9todos espectroscopios). Por ejemplo las nebulosas de \u201cOri\u00f3n\u201d y \u201cTrifidos\u201d. Las ventajas de estas n\u00e9bulas difusas para el estudio de las abundancias son:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_hfB00NeNnmw\/Sdv45L0CS1I\/AAAAAAAAAms\/31O1WKtM1Nc\/s1600\/Espada%2Bde%2BOrion.jpg\" alt=\"[Espada+de+Orion.jpg]\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u2011 Su uniformidad de composici\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\u2011 El que todas sus partes sean accesibles a la observaci\u00f3n, al contrario de lo que ocurre en las estrellas.<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n tiene desventajas:<\/p>\n<p style=\"text-align: justify;\">\u2011 Solo se observan las l\u00edneas de los elementos m\u00e1s abundantes.<\/p>\n<p style=\"text-align: justify;\">\u2011 Cada elemento se observa solo en uno o pocos estadios de ionizaci\u00f3n aunque puede existir en muchos.<\/p>\n<p style=\"text-align: justify;\">\u2011 La mayor\u00eda de las n\u00e9bulas exhiben una estructura filamentosa o estratiforme\u00a0 es decir que ni la D ni la T son uniformes de un punto a otro. A partir del medio interestelar (gas interestelar y n\u00e9bulas gaseosas) se est\u00e1n formando continuamente nuevas estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/images.teinteresa.es\/ciencia\/Nubes-polvo-cosmico-Orion_TINIMA20130123_0300_18.jpg\" alt=\"\" width=\"627\" height=\"352\" \/><\/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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Las estrellas se forman a partir del gas y el polvo de las Nebulosas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En las estrellas podemos encontrar muchas respuestas de c\u00f3mo se forman los elementos que conocemos. Primero fue en el hipot\u00e9tico big bang donde se formaron los elementos m\u00e1s simples: Hidr\u00f3geno, Helio y Litio. Pasados muchos millones de a\u00f1os se formaron las primeras estrellas y, en ellas, se formaron elementos m\u00e1s complejos como el Carbono, Nitr\u00f3geno y Ox\u00edgeno. Los elementos m\u00e1s pesados se tuvieron que formar en temperaturas mucho m\u00e1s altas, en presencia de energ\u00edas inmensas como las explosiones de las estrellas moribundas que, a medida que se van acercando a su final forman materiales como: Sodio, Magnesio, Aluminio, Silicio, Azufre, Cloro, Arg\u00f3n, Potasio, Titanio, Hierro, Cobalto, Niquel, Cobre, Cinc, Plomo, Torio\u2026Uranio. La evoluci\u00f3n c\u00f3smica de los elementos supone la formaci\u00f3n de n\u00facleos\u00a0 simples en el big bang y la posterior fusi\u00f3n de estos n\u00facleos ligeros para formar n\u00facleos m\u00e1s pesados y complejos en el interior de las estrellas y en la transici\u00f3n de fase de las explosiones supernovas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"articleImg\" src=\"http:\/\/www.scientificamerican.com\/media\/inline\/F9E53835-B7F1-1080-46C29518E063CBAE_1.jpg\" alt=\"Fred Hoyle\" width=\"277\" height=\"277\" \/><\/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 Sir Fred Hoyle<\/p>\n<p style=\"text-align: justify;\">No me parece justo hablar de los elementos sin mencionar a Fred Hoyle y su inmensa aportaci\u00f3n al conocimiento de c\u00f3mo se produc\u00edan en las estrellas. \u00c9l era temible y sus cr\u00edticas de la teor\u00eda del big bang hizo \u00e9poca por su mordacidad. Hoyle conden\u00f3 la teor\u00eda por considerarla epistemol\u00f3gicamente est\u00e9ril, ya que parec\u00eda poner una limitaci\u00f3n temporal inviolable a la indagaci\u00f3n cient\u00edfica: el big bang era una muralla de fuego, m\u00e1s all\u00e1 de la cual la ciencia de la \u00e7epoca no sab\u00eda como investigar. \u00c9l no conceb\u00eda y juzg\u00f3 \u201csumamente objetable que las leyes de la f\u00edsica nos condujeran a una situaci\u00f3n en la que se nos proh\u00edbe calcular que ocurri\u00f3 en cierto momento del tiermpo\u201d. En aquel momento, no estaba falto de raz\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Pero no es ese el motivo de mencionarlo aqu\u00ed, Hoyle ten\u00eda un dominio de la f\u00edsica nuclear nunca superado entre los astr\u00f3nomos de su generaci\u00f3n, hab\u00eda empezado a trabajar en la cuesti\u00f3n de las reacciones de la fusi\u00f3n estelar a mediado de los cuarenta. Pero hab\u00eda publicado poco, debido a una batalla continua con los \u201carbitros\u201d, colegas an\u00f3nimos que le\u00edan los art\u00edculos y los examinaban para establecer su exactitud, cuya hostilidad a las ideas m\u00e1s innovadoras de Hoyle hizo que \u00e9ste dejara de presentar sus trabajos a los peri\u00f3dicos. Hoyle tuvo que pagar un precio por su rebeld\u00eda, cuando, en 1951, mientras \u00e9l, permanec\u00eda obstinadamente entre bastidores, Ernest Opik y Edwin Sepeter hallaron la s\u00edntesis en las estrellas de \u00e1tomos desde el Berilio hasta el Carbono. Lamentando la oportunidad perdida, Hoyle rompi\u00f3 entonces su silencio y en un art\u00edculo de 1954 demostr\u00f3 como las estrellas gigantes rojas pod\u00edan corvertir Carbono en Ox\u00edgeno 16.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/eltamiz.com\/wp-content\/uploads\/2007\/11\/el-sol-como-gigante-roja.png\" alt=\"El Sol como gigante roja\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 El Sol, dentro de 5.000 millones de a\u00f1os, ser\u00e1 una Gigante roja primero y una <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/02\/abundancias-cosmicas-de-los-elementos\/#\"><a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a><\/a> despu\u00e9s<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero, sigamos con la historia de Hoyle. Quedaba a\u00fan el obst\u00e1culo insuperable del hierro. El hierro es el m\u00e1s estable de todos los elementos; fusionar n\u00facleos de hierro para formar nucleos de un elemento m\u00e1s pesado consume energ\u00eda en vez de liberarla; \u00bfc\u00f3mo,\u00a0 pues, pod\u00edan las estrellas efectuar la fusi\u00f3n del hierro y seguir brillando? Hoyle pens\u00f3 que las supernovas pod\u00edan realizar la tarea, que el extraordinario calor de una estrella en explosi\u00f3n pod\u00eda servir para forjar los elementos m\u00e1s pesados que el hierro, si el de una estrella ordinaria no pod\u00eda. Pero no lo pudo probar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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Jt7uVXzsr5ebji1nPNxNLY2+DGknSPDK1kW\/ZbNPVyc1TROlk0l2luM6RjJ394WhQ0EVt9ml27jL9Pmns0u3cZfp80FTacbqYtty4Bx37e1Sns0u3cZfp809ml27jL9PmuTG3YnTdpa9ScNy8VDwcgbw3\/RSkdh0\/vnZb8XI269dBN8NB\/+lTbEtjIkPWfisEtx8Vi\/6PuncZ\/yZ\/uWOTkbdeqhn+j\/AHKMYnf0atVX+Kr1xuXU05P7Kcn5AXh3+jmA7Oj57rX9ml27jL9Pmra49K5vtUkVt9ml27jL9Pmns0u3cZfp81YgqSK2+zS7dxl+nzT2aXbuMv0+aCpIrb7NLt3GX6fNPZpdu4y\/T5oKksrKhw2BVo9ml27jL9Pmns0u3cZfp81yYiXYmY8Vd1S4\/wAR\/b9ljJVs9ml27jL9Pmns0u3cZfp80iIgmZn1UkVt9ml27jL9Pmns0u3cZfp811xUkVt9ml27jL9Pmns0u3cZfp80FSRW32aXbuMv0+aezS7dxl+nzQVJF0OP7ILg6m59sZbI0uD4JMNecAuD4iCQ5pGkYODqztgZNAnhcxzmOGHNJaRxwQcEbeKDGiIgIiICIiAiIgKW5N3qSlkcYzp5xjonHr0PxnGeBOAM9me1RKJPY6tZ7qMDdTLro3HFcdork+PAB27FIu5RuxwP5rLbBuWiubpcbzeWgHJx8Vz653Aynr09h7Vhq6x0n4j7gtdXY8cVVXvNhERWICy01S+M6o3uY7GMtcWnHZkLEiCQ9eVXeZ\/mv809eVXeZ\/mv81HogkPXlV3mf5r\/ADWehuFbNI2KKaoe9xw1rZXkk8cDdRCtn2WSxNuUDp+YEQLtZncxrGt0ncGQgas4xxPgghZLzVtJa6onBBIIMr9iNiOK8+vKrvM\/zX+a7DyTrYIoBGX25pN1eZC6ekLjQ7kvy6TfpANGN9PAY3UNTy00UU0dHJb45BVTmo9Jex8clIWymIQlurnGaTgtiy\/UW5CDm\/ryq7zP81\/mnryq7zP81\/mug3u8xR2+1w6qbmnNDa1kDoHz6NQOHaXF7XFmok7dLiQdlN365WxzqdodS6DUxmnkDo5BBAGR552FjA5sZGGlsxDg8OOCASg5H68qu8z\/ADX+a2aGtrpi4RTVDyxjpHaZXnSxv4nHfgF1e+VlEai1zA0T3MmnZMZKmmcCNzE+QwZDQSHOadOlp0hxC8NqKV0suqaie59rlYTJJRiRlQ4kRs55jhFI477t\/DgaiMjIci9eVXeZ\/mv809eVXeZ\/mv8ANdj5O1lM6go4JX25rDR1AnaZqVr+dOOY15fqDnAlx7Hfi0nZfKXMVBEIImOkdasMpmNpy\/n9b9VY3nHCaTotccMjc0\/wucN0HJrbW188jYYJamSR2dLGSSFxwC44GeoAn4LW9eVXeZ\/mv81YvsivDKW6QSSyNjiIkje92NID43BuSR0Rr0dLbHWcZV55MVdHHG\/0ieikqy9rqpxlhET4TGcRNeYyx+B0XCDJ1YwSg5J68qu8z\/Nf5p68qu8z\/Nf5rr\/Ia5UgpYmj0GGJ9wmL2TTU3PChIdp5znH6ydWlnAOLWg4xufMskb6y0SNdRul9KqIZmwyU0h5h8v3LXMicct5rWM4OM7kEhByL15Vd5n+a\/wA09eVXeZ\/mv811m91FvZPGy6Pp5iyvl0+jaX83SYdhlSIscJNHRILsNdt27Md0oTcaMyehOe0zmWcz07o2wEyBrSWNZFq1YLAMvDD0gCg4768qu8z\/ADX+a2YK2vfHJMyWpdHFo5x4kkLWazpbqOdsnYLofJG9sfV1ctVNSh7XxMYwGliDoRO4kRTvPNc20OJIblzhjB2W3Hcoo5LxSUlVRw89JTS0rjLBzGnnWiV3OHLNmkHQSXbHS3OUHKPXlV3mf5r\/ADT15Vd5n+a\/zXYLVcKaSmjHpFE7\/wAbUwPL5IIXOqQQ2LDZtDxkasOIAwdyq7dr3HHbLXEDTBjgW1jIDA+fm9eWhwa4va50epxOxDjvpOyCg+vKrvM\/zX+aevKrvM\/zX+a6N9pVxt7qQtgEL8yM9EMUkeuGIMj1ao2MDmsLcNLZjr1gkAgZXKUEh68qu8z\/ADX+aevKrvM\/zX+aj0QWB3LSuNOKUVDxHkk4JD3klp+8f+J2NIxvsNlX0RAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBT9NyzrmRtiZPgMjMTHc3GZWRHPQZMW841vScAA7bO2FAIgIiIC3LRdJaaVs8Dg2Rm7XFrX6SRjIDwRnfjjZaaINm41z55XzSkF73anENawFx4nSwAAnwC1kRAREQEREBERAREQEREBERAREQEREH\/\/2Q==\" alt=\"Formaci\u00f3n de elementos en los interiores estelares\" \/><img decoding=\"async\" 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\" alt=\"Elementos en las estrellas | Dciencia\" \/><img decoding=\"async\" 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\" alt=\"Una superpoblaci\u00f3n de estrellas masivas en galaxias con una ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Luego, en 1956, el tema de la producci\u00f3n estelar de elementos recibi\u00f3 nuevo \u00edmpetu cuando el astr\u00f3nomo norteamerciano Paul Merril identific\u00f3 las reveladoras l\u00edneas del Tecnecio 99 en los espectros de las estrellas S. El Tecnecio 99 es m\u00e1s pesado que el hierro. Tambi\u00e9n es un elemento inestable, con una vida media de s\u00f3lo 200.000 a\u00f1os. Si los \u00e1tomos de Tecnecio que Merril detect\u00f3 se hubiesen originado hace miles de millones de a\u00f1os en el big bang, se habr\u00edan desintegrado desde entonces y quedar\u00edan hoy muy pocos de ellos en las estrellas S o en otras cualesquiera. Sin embargo, all\u00ed estaban. Evidentemente, las estrellas sab\u00edan como construir elementos m\u00e1s all\u00e1 del hierro, aunque los astrof\u00edsicos no lo supiesen.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.portaldoastronomo.org\/images\/gato.jpg\" alt=\"\" width=\"579\" height=\"529\" \/><\/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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Estrella muy evolucionada que se transforma en otra cosa<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las estrellas de tecnecio son estrellas cuyo espectro revela la presencia del elemento tecnecio. Las primeras estrellas de este tipo fueron descubiertas en 1952, proporcionando la primera prueba directa de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/02\/abundancias-cosmicas-de-los-elementos\/#\"><a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a><\/a> estelar, es decir, la fabricaci\u00f3n de elementos m\u00e1s pesados a partir de otros m\u00e1s ligeros en el interior de las estrellas. Como los is\u00f3topos m\u00e1s estables de tecnecio tienen una vida media de s\u00f3lo un mill\u00f3n de a\u00f1os, la \u00fanica explicaci\u00f3n para la presencia de este elemento en el interior de las estrellas es que haya sido creado en un pasado relativamente reciente. Se ha observado tecnecio en algunas estrellas M, estrellas MS, estrellas MC, estrellas S, y estrellas C.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\/GgDVDsKZ1VkAYMjOMpJNkAJXdYtqOyCSONqTbAxINjFY3y6vGNcpbi26wJvu0rMu0ZgAomlAAygCRwALWsBfdbTypf6lNcnrpdd\/bbXfv1\/U3+486AMoNE9mdw+18hQyiey+4fa+Qq\/D85KtymCfvt7R\/c1CrJrZ2vzb9zaq6jLLKLAqVKlWGj0T6PbKGJlId+rhjRpcRJa\/VxJ3iBxYkqqjizChddJtY\/VcDDgxpLiMuKxPMKQfqkJ8ApMpB4yLyoA6HoD9KU2z1GHkQz4YHsAsBNEt9ApOjD9JtbgQNK9Mi+mTZxTNbEA\/kMXa8rhiv\/lXzeK24dyNxp4xuY2ekdOvpamxUbYfCo0ETCzuxHXMDvUZSRGDxsSTzFeaxTMu7dVjTcwDVsITxHxFE2o4BK5fhsUH3rfyrb\/p\/WL2LN4Hf7+FYosHrmjfXkaKJtplIDxBWH4wP3Irlq1JS5VcpGKWWD0xBiBhljNjz3j\/OdLCxg\/ZyAmNu61u0viOYrr5JUmVc6rY8VIIPnyq1ejLEZEICmxs3d9OR8q5v\/TTS32b72ZXwpt\/U5yPbM2GkCMwK2y5xudDuvRtdkriI8khADDNE+\/Xfby8KL4noor4cRyWDfhbfb10uPCuaw+ypcI4DtlQm6sO6D8gahGrGd9D0y9M+aHdOUeZXRZsfZkgMmFe90uUbkCP2\/vRDCbNz2QntZCTyunjzo0Y5HXOGUmwAddx\/LfmNaz7Jw8jLZ+zIjENwzBh2SPh8axyqTpuspJLD9bfu3uCUVLS0Y8Ls6NJcz6qtmFvCw\/pT7TwweMN+ZpHy+DSWUfH4UTn2cbG+5dPeD86sngAhQAXutyTbTKSzf0p6TnJyk3urb+T\/AOO5lTSrWAEs6yP1SiyRWBPNgP2GtTVhGwKrmZ1NhvOUfiI4eHrRPD7OjEJBN7jMTxYsdff+wqOzo8srSk\/pWw1NhYAD\/OdTjVi4SpwT2v8AfvLCUWmpSB8ELgPNKAoANh+XmzHifCuYnx7Yi8US2S92kO9v6Uf27jnxP2QBWNe9bvOfE8BQ\/C4AX+07KD8A0Zv6D410UtMIXkrd7d+4krylsCIkserjGY8bcfM1rmxKJ2ZWDvuCjur7t9ENqYiOOP7ICO+mUd4+Z+QoRsaSNHzSC5PIXb05VTV4kdSj+xbaXa5E4ZTYuCAd1+yPRd5q3G4yKNQsaa8zoPdvq7aGOZriNFQHe7aufLlQRsGd7G\/iTYe6npw1b1NvK4SlbaJlmnzG51qUanyp5SF0BHpUUN674W6EGZ5lAO+9VZvCrpYzyqrq6nLIxEmmqeSmsKwBna+unAaAAaC24cfHjTU5pr0AKiey+4fa+QoZRTZPcPtfIVfhuclW5AdiO+3tN+5qFTxHfb2m\/c1CoyyyiwKlTgV7T9FP0WxvCmOx6Z89mhgbuBD3XkH4i28KdALXuTYYaeN4NFZ1LK7Rhl6zILtkuM4B3A2va5Fa9v7U+t4qbE7hI5Kr+VBpGmn5UCj0r6\/gw6IoRFVVGgVQAAPACuZ6YdAMFtBD1kapLbszoAsgPDMR31\/S3w30AfLCp4it8UBt\/epbe2HNg8VJhZh24za4vlYHVXXwIsfhwqMcTW3Gq0xWUyxNyNVZSOdXmNvH41ciNwJpZM1E8DDiO9Hc29fhWgzTu4zR2bwGW\/pxqlMRPHqpPuFEdn7RmkdQ6g8jYg\/CuWakrySX9lI2wdn0ewJVFkaMXO7gfO1dKkult1UrdVUW3DXWrLC1zm9Bevn6jlKTZ9DRpxjBF8U28GxHInSoGBJVMTAa7tLgUhGLXsTzsNauwsXa0I9aWndvcypGLTOWkwUqZokbKBfQG8ZvxHK\/LdWyJXfKrKVfSzG1mHDXiL\/vXX7R2bGwEsrdUcoCOpDFzx7HhVabNiYKeskLXzBsqrmtzXiNa+jhFOnFe\/n6\/U8Kp8LbMUGG6yJJLam1xu1BsdKliNmsUEZHhYcLtrryCk0YwGAz7mdQoygmw1W+Y2tbLrp\/amxWwz2j1rKX7puCWIFjpYW3HzvWx3jFPp\/n+E3ltHJ43C5QWt2dw4acD7R4UHkMknZACJuvyHIE8eddJtLCTJ2syPl1AIsp8zurmjM2cidWiJ7oVRZjw7R0t7qpKglS0pbLot\/x1+4iq6pZ3LJlijBVFJXdm3Lcbzm\/EfLShGItayXF95A7R8Mx3e+iD4Zwes6xeYvYgeWp1oNtYRZsz4gXOtr6+4H5V5MaUfE03u\/Pf32OvU9NwZtjBdURdQCdwJzNVeHwqZczy2PBVBJ9+4VrgbDE3eTN5X\/erHniY2hiJtx\/5rslVlFaLv1Ssvzciop7gN8M7t2b25nX9qtl2aii7uzHkNKli9ukDJ2rcrgD4UKfHk\/hHxNXipy62E2Ra0ajcvvp0k5VnGIY\/wDFTEx8fdV4uwrFiQTWIg1qmkPM1hYmieQRIrTWqNKkNHtTUqQHCgBUU2T3D7XyFDWJzG9819b7731vfjRPZPcPtfIV0cN8wjX5AdiB239o\/uarqzE99vab9zVd6hLLKrBs2LhRNiYIW7sksUbeTyKp18ia+sdtIoMQNlAuAeuMOUdkGwHe04cPWvkWGZkZXQ2ZSGU8mUgqfeBX1ZsnHptTCQ4qJ0Cspzo0ayZXNs6G\/dKkeuh1FYaZ3O8adoXscabag30tuuDu8avgHaQ\/\/IpI+tFgA2XKQONyT2eOvOtw2O9rGSMnSx6hNAAwbS\/G4Phbxp4tlSrb7ZbA7upQDTKAfAgKNfAcq0w8m\/8AyFhCYnBzL3njlRvERNGU93Wv7682ixj5eNdT9NXSVcXtERRMGjwymPMNxkZrykHiBZF80NcjA9xT07mSFJjJKlDtCS\/CqZTVuFL3uoA91ZUbSNijrNldbJEwsTpppUMHh51ftAD96D4famKPYQk+Q+dTxhnis7yLc8NS1eZ4c02rrc6XKLs0sHp2zyHjBJII870UhkIXfpXlewOkskcnbY248j6V3+zekMEo1bL53+QrzK9CpReDvo8RGUQ4k2ve87AX8NanA4LEWOh1Jtrzt4UJfbOHTe59Bv8AIUMx\/SSNuwudVOhIF3IPAcBeso65PZG1KkUghtnbUTyqxYkIQqIouMo7xYkbr\/tR7BY1XXMGHkN9vSvNcZB28naVeCkjNbmQN1Ftl7MdVMiyZFtxN719JRlGFFNy9zxa8ZVJbHokOLvqT2CNdNbDcLEVZtDaC5QirmZSDyIF7MwI4+ArisK+IIZw1rd241vbT1trSwM82qGW2YMRbWzE318RyrKsoq8n39hIRqWyHcWe0WO5hlYWUAW3EnjvNcx0h2hHZQUMtmAtbQW4mrcbhnZMkkzi7WUgjQ+g1WuexGJkwr5XOYX0YHQ33i\/Pwpqs1KElDfyTs\/sLToyUlKbNL4gSSWyHko6tQvvJsPSljZ8MhtNEVYclVh8KGYzaqOPXTfQzFYUSakHXdZr\/AAJvXlPhU0nqaXs\/5t+Dv8SzeyJ4va+DAsI2LeygHxF6DybZF+xEoHkPlWuXY5Q9oEjkd\/uOtUS4CBSDc+mZSPQ6V3U5Ritm3+SMk30sUtM5XP1C252rGdoAf+mB6V0MGN0yRSLblKoPxoNj0fMcyJ5oK2nWk3aSBxSwZjtAflFOuKB\/CKzkD\/kUhaumNrk2WzTjkKxNJ4CrZSKzGioaiRfwFNm8KjSqZo9\/CmvTU9ACotsfuH2vktCaLbH7h9r5LXRwvzCNfkBuJ77e037mq6sxPff2m\/karqEssqsCY+nhR\/oh0wxWzZC+HcZW+8ifWN7brjeG\/ULHzGlc\/T1hp7lgvp3jK\/aYGXPY6RurqbC5OoBAsCdxsBXLdLfpixeLQwwIMLGwsxVi8zDkJLAID4C\/jXE9GdqDC4yDEEXVHHWDfeNwUmX1jZx61Db2yjhcVLhib9W1lb8yEBon\/wC5GRvWgDABRDCHSh4A50RwB00HqapTyLIaUa6CqjfiQK04jxb0FZRvsF+Zp5IxBrZe2BELBSfHcKKLtlZ7J1YB4lQLn1\/vXPw7Okcd0+e\/+wrfs2KKBs0z2t+Edon5CvNq06W8lk6Iylh4NWMwqjuWDX3f1arWlaNMvW5gNWEa5VU8i\/E+tVY3bX1jswRLGg7ztvPrwoeY5plCC5QHyUnnapwi2lr29bGtq\/whXAM+If7FQiqNXka5PPKN1b9ibMkbNOO0FOjHcfZXf6+6qE2OkeHzvLc\/i\/IOSgfiNFNkbSYxBQuRbWJ4m\/ADnU5a5pqhusei67+Y0bRd5Fuz8CDeaYt3tE\/E5vrc8q14vaLPJlVlVAwQC\/Ejw4DdQfaeJkaQwRb1W+nj41p2NHHGjX7ZWzE8jy8ybV0Rd46NSd7WVsbCvN7W+p0OJ2k0SpHvtftAneSLEny4VgfEsHVFI7QZjz1a4PmL2v4VLD2bIbXVlZmPDgAfA3NBdpTZEikDWcIbeN3IYH0INRoqNbdvdbb\/AHWOm6uPNuO1g7i3Nru5IBGYjhusbDfrWfFSqwMU5DK4Bje2jchf8LedY8PtDPEhOhIMb8mK6q3qLVajLNCYNxvuPdDcCDwJrakr7vbF7ZXS6fX9MVLv6\/YG7a2J1ahomJFrsB2hbyoakyADNl14m4U\/0okFmgbKWBtzNsw5Hx8a0YnZzyqWjVAGF2QjsvbfpwbxFSbUIq87r64Yy3eLAnaOHFhlZgbbs2Yeh4UPm2fIEzLKD+ltfjVOcRserLRsDYxtqvpeiDlposwVQw5mxPkdxq6lOFt9u+8iWiwKcO\/4kK+I1FVyhl3\/ANP3ojg9pMAY7ZT41jxbPuN7eGo93CuqM5uVpJE2o22M3Wc\/iKfIDwHppVWo3aj\/ADhTLIOIt5f0rqhYmNiIxz\/zzrGYzWid+RqktzpJvcZFZFNVuamNIBClTkU1qAFRfY3cPtfJaEUX2N3D7XyWunhfmEa\/IDcZbrHte2Y79+\/Xd43qmrcT94\/tN\/I1XUJZZVYFSpqelNHrpZF+u4EMNcTgkyuOMuDBORxzaEnKf0Mp\/DXM1p2fiZYpVkhZllBshTvXYFcoHG4JFuN6AKoI2dgiKWZjZVUFmJ5BRqTXW4L6PdrEZxgpbH8zRq3+xnBHur3D6NugkWzcOpKq2KZR10m8gnfGh4IPja54W7OtTsB8n7R2PLA2SeN4m5OpUkcxfePEVjEyxnQXNfVm3NiwYyFoJ0Dof9yngyNvVhzFfNHSvYrYDFSYZ+0VIKtbvo2qN7t\/iCKdy1K1hUrMyHa0xGpso3KNB7qFzyF2u2p5cKUjk76eOLS50FSjSjDewzk2aMMwXfr4cKKQbRkl+yTQDfb+tCcFg5J2yRqbcTwHnR3DqEbJEtkTvNvZ246\/5apVVFuy3f8AA8ZNehp7bD7RhbQWA0UDcq+J4mtmFXPqWyRg5dOJ\/KvzNYMbtERplNsx4cvHzofJtJ8QyxoMsaLbTj+Yn\/OdT+ONPRHb6vyN2crsN4GMPLI0Z0PdY6EhdA3qfhWjFRCCBYlOaWQ395sL0A2TOxkbgu6\/JRvq3E7RDSht53DwA\/tSQozUrp7foeU01Y7bBHJAqtY5Uzaak5jbWuW6VZQ0aobqVuD61XtSabDwdYT98gI8MrXA9xrDtuNljgDb+rB\/3G4qfBUFGo6jd73t7\/sKs7pIuwUhMQQHUEFf7\/5wrpQQsQlIsTo68RY6+o3jmDXGbJxIuUb0NdE2OMsTq1s9wL7jcd1vI7q3iacm0ul9\/RhBqxVtPFLNYStbSySDhyD+FUYPbzoOrO9dw4HyNZ4cNn1O4nK99wJ3X5A1i2jg3gYK2q\/gbn4Hxp406dvCft+u\/NGOcr6kbcdCZh1yi\/5tO0vmOIrUdjfYfe5GIuEOqHyO8VDA7ZVEune4qd\/9xUMVixiI\/sz3e8h3r5eHhSONRtRSskCayzncQWU5WG7\/ADQ0y4lgNDccjTTg87+dZ7Xr0Iw2ItlhYE8jSfdzqAquSSrYQpXJUb0iaVSYwr0rU1KsAkrWvoDcW1vpu1Fjv87jXdUb0qVACoxsXuH2j\/FaDUa2J92faP8AFa6eE+YRr8gKxX3j+038jVVW4r7x\/ab+RquoS5mVjgVK1KlSmj0e6BBW2rgg\/d+sR+8Ndf8AyC0AqcEzI6yIcrowZGG8MpBU+hAoA+w9oY4ocgWQsbEMsbOu\/UXHG3PmKExY2e2rTk2\/9rYjtKSTrbdcW8eNqn0G6VxbSwizoQHAAmjvrHJbUeyd4PEetdDWgCMDj3zHMszXyWBhyZdAGOYmxve\/hY15J9PUS\/XYGHfMFm9kSNk+Jeva8fjY4Y2mldUjQFmZjYADia+belW1J9qYmbaEcErYdWEKMqlsiILrnC3K3zFrnTt2vpTU38QssHKOLb6ipLG3\/A8atC5tQQRzqyKG\/go38zVZwuYma4trmKLqotL95uJ52oY0h4k++rsFAJJVQkqGJ1VDIRoSAEXU3IA8L34UewGCjicskzk5bHPhJW4q2gB7PdG87j40kKcaeFkJScsnMvrvorszL2VBstu2flT4jZUSozCaQkC4Bw0ig2F7FidNbanTjQ\/D3Jyg6Xv60tanrjsEJaWHwASQo7xsAPyjf\/nhVGxMOBiz1mgRSTfmd1GejWGDnMdNCE8hvPwPvoTPC8rzuBu0J8BoPnXnyq3lKknZJW\/o6FGyUmXdNMejwwqmtgbnztYVkxzZ4Ize9owPcaD49WVQrURil+yQfp+dWhR8OEVHp\/bFc9TbZlw5IzC2uhFHoVWWO98sgW48bbxWnZey1ki60EXHDy\/wUOwkitiLWsubUcswsfjUZ1FUcrZQyi42uNgsdbX8LjK4\/f1FVzYjXqnOZL6HiORrbtrYvVNlU3vcgeIF7DzH7Vz053NVqSp1VriJK8XZl2OweRrA+VZoZ2DXBs4\/8vA+NbDiAUF6w4hL6iq028SMlboaiRJ2l0b8S\/MVnaK+7fUYmJNxow+P961Kc4vuYbxzq8UIzHJ41ltcgEgC+83sPE2BPuFasTJfTjWMi1ZNmojSpUqmaKmp6agB6VKlQA1Gtifdt7R\/itBqNbD+7b2j\/Fa6eE+YRr8gKxR+0f2m\/kapq3FfeP7TfyNVVCXMyscD01PSpTRUqVKgDZsnas+FlE2HleKQaZlNrjkRuYeBBFdzD9NO1FXKfq7H8zRHMfHsuB8K86pUAHOk3S7GY8j6zMzqDdYxZY1PMIuhPibmheAxkkL9ZFI8Tjc8bMjeWZSDbwrOBViLffuoA6zCdL55f\/6Ew2I8Z4I2c\/8A2KFb1vT7W2skiZRhcPEbghoxKG04WaRlt6Vy5ltV\/wBdzWuALADQWvYWueZ5mrQksMRoeOVkbMrFWF7FSQRcWNiNRoSKL4TbQVe22KZySzsuIZAx3Aka5uyFFzrpahJF6iyWp7CmzG7TkctlkmyMAMrSu2gHdJJ7QvfQ86rgTKhc7zovzNZkFzV8zkkDgKSV3sjYrqw1sraIQsxOiJlWjGxZUMEhJ1e5b5VwzsScvvrVhcS2UjnXn8RwqabXVr8HTCp9SO3pAXFuVPfsoP0\/OsOK71HMFGpVb\/lFdLfhwJJXZHZG0jGjoTpwpNKgnzDdIl\/JuPyoZi9Ha3Oqs+7w3UngpvUuo2vawY2htZnCm5zL+67qyOwYk\/m19TvrNKO0fHWpRHTy19ONVp0lDZCylqyRU5TamPLh+1XzR3FxVIHOqaRbjBKlNNfd3h8ahJLbTjWR21ocrILFjNm86rvwNOxvuFjb3+PnTXvUhhitJnuALDQW0ABOpOpG867zwtTXpEUARp6VKgBUqanoAVGthfdt7R\/itBaN7C+7b2j\/ABWurg\/mkeI5ATi\/vH9tv5GqaVKueXMyscDgU6ga3NtLjQm5uNPDib+FKlSmjUqalQAqcUqVAFrhcxy3y3OXNbNbhmtpfypFqVKgComnBpqVAF8U9q0LMDSpVSMmK0aY1sL\/AOXqKppenpV0CFCrvP8AmtKHfSpUkoqwxCYdo1uZ7ZPZpUqVxTC5mnW7NVfV6UqValsY2Wt3QeWlQWWxpUqyTsai4YgC491YZ31pqVTcmxkirNeo0qVIaI1Lf50qVADXpqVKgB6ampUAPTUqVACo7sH7tvaP8VpUq6uD+aQ4jkP\/2Q==\" alt=\"Nucleosintesis by Juan Jose Saenz on Prezi Next\" \/><img decoding=\"async\" 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\" alt=\"Nucleos\u00edntesis\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Estimulado por el descubrimiento de Merril, Hoyle reanud\u00f3 sus investigaciones sobre la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/02\/abundancias-cosmicas-de-los-elementos\/#\"><a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a><\/a> estelar. Era una tarea que se tom\u00f3 muy en serio. De ni\u00f1o, mientras se ocultaba en lo alto de una muralla de piedra jugando al escondite, mir\u00f3 hacia lo alto, a las estrellas, y resolvi\u00f3 descubrior qu\u00e9 eran, y el astrof\u00edsico adulto nunca olvid\u00f3 su compromiso juvenil. Cuando visit\u00f3 el California Institute Of Technology, Hoyle estuvo en compa\u00f1\u00eda de Willy Fowler, un miembro residetente de la facultad con un conocimiento enciclop\u00e9dico de la f\u00edsica nuclear, y Geoffrey y Margaret Burbidge, un talentoso equipo de marido y mujer que, como Hoyle, eran exc\u00e9pticos ingleses en la relativo al big bang.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Revelan efectos de pruebas nucleares de EEUU en Islas Marshall ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hubo un cambio cuando Geoffrey Burbidge, examinando datos a los que recientemente se hab\u00eda eximido de las normas de seguridad de una prueba at\u00f3mica en el atol\u00f3n Bikini, observ\u00f3 que la vida media de uno de los elementos radiactivos producidos por la explosi\u00f3n, el californio 254, era de 55 d\u00edas. Esto son\u00f3 familiar: 55 d\u00edas era justamente el per\u00edodo que tard\u00f3 en consumirse una supernova que estaba estudiando Walter Baade. El californio es uno de los elementos m\u00e1s pesados; si fuese creado en el intenso calor de estrellas en explosi\u00f3n, entonces, suguramente los elementos situados entr el hierro y el californio -que comprenden, a fin de cuentas, la mayor\u00eda de la Tabla Peri\u00f3dica- tambi\u00e9n podr\u00edan formarse all\u00ed. Pero \u00bfc\u00f3mo?.<\/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\/-E92K4Mda2Uo\/TbwBX8kvV6I\/AAAAAAAAAHM\/xWiWd9YY8dM\/s1600\/diagrama-hr1.jpg\" alt=\"\" width=\"449\" height=\"475\" \/><\/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 Nucleos\u00edntesis estelar<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las estrellas que son unas ocho veces m\u00e1s masivas que el Sol representan s\u00f3lo una fracci\u00f3n muy peque\u00f1a de las estrellas en una galaxia espiral t\u00edpica. A pesar de su escasez, estas estrellas juegan un papel importante en la creaci\u00f3n de \u00e1tomos complejos y su dispersi\u00f3n en el espacio. Los elemetos m\u00e1s complejos surgen a partir de las expl\u00f1osiones Supernovas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5475190324903397922\" src=\"http:\/\/2.bp.blogspot.com\/_oMNSZ3--g9A\/S_vIl3mFyiI\/AAAAAAAAERA\/79AWqCaP24g\/s400\/al26cyg_integral.jpg\" alt=\"\" width=\"400\" height=\"283\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Elementos necesarios como carbono, ox\u00edgeno, nitr\u00f3geno, y otros \u00fatiles, como el hierro y el aluminio. Elementos como este \u00faltimo, que se cocinan en estas estrellas masivas en la profundidad de sus n\u00facleos estelares, puede ser gradualmente dragado hasta la superficie estelar y hacia el exterior a trav\u00e9s de los vientos estelares que soplan impulsando los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/02\/abundancias-cosmicas-de-los-elementos\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>. O este material enriquecido puede ser tirado hacia afuera cuando la estrella agota su combustible termonuclear y explota. Este proceso de dispersi\u00f3n, vital para la existencia del Universo material y la vida misma, puede ser efectivamente estudiado mediante la medici\u00f3n de las peculiares emisiones radiactivas que produce este material. Las l\u00edneas de emisi\u00f3n de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/02\/abundancias-cosmicas-de-los-elementos\/#\"><a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a><\/a> del aluminio, que son especialmente de larga duraci\u00f3n, son particularmente apreciadas por los astr\u00f3nomos como un indicador de todo este proceso. El gr\u00e1fico anterior muestra el cambio predicho en la cantidad de un is\u00f3topo particular de aluminio, Al26, para una regi\u00f3n de la V\u00eda L\u00e1ctea, que es particularmente rica en estrellas masivas. La franja amarilla es la abundancia de Al26 para esta regi\u00f3n seg\u00fan lo determinado por el laboratorio de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/02\/abundancias-cosmicas-de-los-elementos\/#\"><a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a><\/a> INTEGRAL. La coincidencia entre la abundancia observada y la predicha por el modelo re-asegura a los astr\u00f3nomos de nuestra comprensi\u00f3n de los delicados lazos entre la evoluci\u00f3n estelar y la evoluci\u00f3n qu\u00edmica gal\u00e1ctica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/-hU0FQTK7g_4\/WJL6mksfw0I\/AAAAAAAAGuI\/7t_f8JDom18ObG1XIuRWweyMNVIYy-7pQCEw\/s640\/ABUNDA.jpg\" alt=\"El origen de los elementos : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero sigamos con la historia recorrida por Hoyle y sus amigos. Felizmente, la naturaleza proporcion\u00f3 una piedra Rosetta con la cual Hoyle y sus colaboradores pod\u00edan someter a prueba sus ideas, en la forma de curva c\u00f3smica de la abundancia. \u00c9sta era un gr\u00e1fico del peso de los diversos \u00e1tomos -unas ciento veinte especies de n\u00facleos, cuando se tomaban en cuanta los is\u00f3topos- en funci\u00f3n de su abundancia relativa en el universo, establecido por el estudio de las rocas de la Tierra, meteoritos que han caido en la Tierra desde el espacio exterior y los espectros del Sol y las estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2012\/03\/creacionismo-darwin-2.jpg\" alt=\"\" width=\"475\" height=\"475\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Supernova que calcina a un planeta cercano. Ah\u00ed, en esa explosi\u00f3n se producen transiciones de fase que producen materiales pesados y complejos. En una supernova, en orden decreciente tenemos la secuencia de n\u00facleos H, He, O, C, N, Fe, que coincide bastante bien con una ordenaci\u00f3n en la tabla peri\u00f3dica que es: H, He, (Li, Be, B) C, N, O\u2026 Fe.<\/p>\n<p style=\"text-align: justify;\">\u00bfApreci\u00e1is la maravilla?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/st-listas.20minutos.es\/images\/2012-02\/320440\/list_640px.jpg?1329397144\" alt=\"Lista: \u263c\u263c\u263cLas 25 estrellas m\u00e1s brillantes del firmamento\u263c\u263c\u263c\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las estrellas brillan en el cielo para hacer posible que nosotros estemos aqu\u00ed descubriendo los enigmas del universo y\u2026 de la vida inteligente. Esos materiales para la vida s\u00f3lo se pudieron fabricar el las estrellas, en sus hornos nucleares y en las explosiones supernovas al final de sus vidas. Esa era la meta de Hoyle, llegar a comprender el proceso y, a poder demostrarlo.<\/p>\n<p style=\"text-align: justify;\">\u201cEl problema de la s\u00edntesis de elementos -escribieron- est\u00e1 estrechamente ligado al problema de la evolcui\u00f3n estelar.\u201d La curva de abundancia c\u00f3smica de elementos que mostraba las cantidades relativas de las diversas clases de \u00e1tomos en el universo a gran escala. Pone ciertos l\u00edmites a la teor\u00eda de c\u00f3mo se formaron los elementos, y, en ella aparecen por orden creciente:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.iac.es\/cosmoeduca\/universo\/anexos\/275\/estrellasyelementos_clip_image005.jpg\" alt=\"\" width=\"275\" height=\"206\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Como rese\u00f1amos antes la lista ser\u00eda Hidr\u00f3geno, Helio, Carbono, Litio, Berilio, Boro, Ox\u00edgeno, Ne\u00f3n, Silicio, Azufre, Hierro (damos un salto), Plomo, Torio y Uranio. Las diferencias de abundancias que aparecen en los gr\u00e1ficos de los estudios realizados son grandes -hay, por ejemplo, dos millones de \u00e1tomos de n\u00edquel por cada cuatro \u00e1tomos de plata y cincuenta de tunsgteno en la Via L\u00e1ctea- y por consiguiente la curva e abundancia presenta una serie de picos dentados m\u00e1s accidentados que que la Cordillera de los Andes. Los picos altos corresponden al Hidr\u00f3geno y al Helio, los \u00e1tomos creados en el big bang -m\u00e1s del p6 por ciento de la materia visible del universo- y hab\u00eda picos menores pero a\u00fan claros para el Carbono, el Ox\u00edgeno, el Hierro y el Plamo. La acentuada claridad de la curva pon\u00eda l\u00edmites definidos a toda teor\u00eda de la s\u00edntesis de elementos en las estrellas. Todo lo que era necesario hacer -aunque dificultoso) era identificar los procesos por los cuales las estrellas hab\u00edan llegado preferentemente a formar algunos de los elementos en cantidades mucho mayores que otros. Aqu\u00ed estaba escrita la genealog\u00eda de los \u00e1tomos, como en alg\u00fan jerogl\u00edfico a\u00fan no traducido: \u201cLa historia de la materia \u00e9scribi\u00f3 Hoyle, Fwler y los Burbidge_\u2026est\u00e1 oculta en la distribuci\u00edon de la anundancia de elementos\u201d<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.muycomputer.com\/wp-content\/uploads\/2014\/03\/BigBang-630x450.jpg\" alt=\"Teor\u00eda del Big Bang y Elementos del Universo\" \/><\/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 En el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/02\/abundancias-cosmicas-de-los-elementos\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>: Hidr\u00f3geno, Helio, Litio.<\/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,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\" alt=\"Clasificacion De Estrellas Lonnie Pacheco\" \/><\/p>\n<p style=\"text-align: justify;\">En las estrellas de la serie principal: Carbono, Nitr\u00f3geno, Ox\u00edgeno.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Ba\u00fal de la Astronom\u00eda: ESTRELLAS MORIBUNDAS\" \/><img decoding=\"async\" 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\" alt=\"La NASA captura el \u00faltimo aliento de una estrella moribunda ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En las estrellas moribundas: Sodio, Manesio, Aluminio, Silicio, Azufre, Cloro, Arg\u00f3n, Potasio, Titanio, Hierro, Cobalto, N\u00edquel, Cobre, Cinc, Plomo, Torio y Uranio.<\/p>\n<p style=\"text-align: justify;\">Como hab\u00e9is podido comprobar, nada sucede por que s\u00ed, todo tiene una explicaci\u00f3n satisfactoria de lo que, algunas veces, decimos que son misterios escondidos de la Naturaleza y, sin embargo, simplemente se trata de que, nuestra ignorancia, no nos deja llegar a esos niveles del saber que son necesarios para poder explicar algunos fen\u00f3menos naturales que, exigen a\u00f1os de estudios, observaciones, experimentos y, tambi\u00e9n, mucha imaginaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Im\u00e1genes para pensar del Universo II. - P\u00e1gina 43 - ForoCoches\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0En la imagen de arriba se refleja el proceso Triple Alpha descubierto por Hoyle:<br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\">Amigos m\u00edos, son las 5,40 h., me siento algo cansado de teclear y me parece que con los datos aqu\u00ed expuestos pod\u00e9is tener una idea bastante buena de la formaci\u00f3n de elementos en el cosmos y de c\u00f3mo las estrellas son las m\u00e1quinas creadoras de la materia cada vez m\u00e1s compleja y, el Universo, nos muestra de qu\u00e9 mecanismos se vale para poder traer elementos que m\u00e1s tarde<strong> formar\u00e1n parte de los planetas, de los objetos en ellos presentes y, de la Vida.<\/strong><\/p>\n<p style=\"text-align: justify;\">emilio silvera<strong><br \/>\n<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div 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Cuando se dio a conocer al mundo, los excepticos pusieron en duda todo lo que de ella se pod\u00eda derivar, implicaciones\u00a0 de fen\u00f3menos desconocidos hasta ese momento que resultaban extra\u00f1os o incluso inauditos. &nbsp; En F\u00edsica hablamos de masa, inercia\u2026, [&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":[375],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12175"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=12175"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12175\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12175"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12175"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12175"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}