{"id":25769,"date":"2020-12-08T06:18:40","date_gmt":"2020-12-08T05:18:40","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=25769"},"modified":"2020-12-08T06:18:40","modified_gmt":"2020-12-08T05:18:40","slug":"%c2%bfcomo-son-las-estrellas","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/12\/08\/%c2%bfcomo-son-las-estrellas\/","title":{"rendered":"\u00bfC\u00f3mo son las estrellas?"},"content":{"rendered":"<p><img decoding=\"async\" src=\"https:\/\/e00-elmundo.uecdn.es\/elmundo\/imagenes\/2012\/02\/09\/ciencia\/1328782693_1.jpg\" alt=\"El espect\u00e1culo c\u00f3smico de la 'incubadora' de estrellas | Ciencia |  elmundo.es\" \/><\/p>\n<p>En \u00e9stas regiones de inmensas nebulosas se forman las estrellas y los mundos<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"De estrella masiva a un Agujero Negro : Blog de Emilio Silvera V.\" \/><\/p>\n<p>Aqu\u00ed podemos ver el recorrido de la vida y la muerte de una estrella como el Sol<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/e00-elmundo.uecdn.es\/assets\/multimedia\/imagenes\/2014\/06\/09\/14023103494389_464x0.gif\" alt=\"A la caza de las estrellas de quarks | Ciencia | EL MUNDO\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Ainque se ha especulado con la posible existencia de estrellas de Quarks, no han sido vistas<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTMyQ6q4_oJzDNdt_bz-AS8epya1y7HSK3G8g&amp;usqp=CAU\" alt=\"Estrellas de Quarks - F\u00edsica y cosmolog\u00eda - Espacio Profundo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSb7F8b9JJZagagBqS7F2xWXYQEgsYFD1DYdA&amp;usqp=CAU\" alt=\"Elementos en las estrellas | Dciencia\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Las estrellas de Quarks estar\u00edan hechas de materia extra\u00f1a. En las estrellas se &#8220;fabrican&#8221; los elementos<\/p>\n<p>&nbsp;<\/p>\n<p>No tiene ning\u00fan sentido explicar, sin m\u00e1s, lo que es un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, sin que antes explique algo sobre las estrellas que, en definitiva, son las que dan el origen de estos fen\u00f3menos cosmol\u00f3gicos conocidos como <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, estrellas enanas blancas, de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> , o, \u00bfDe Quarks?<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<p><img decoding=\"async\" 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\" alt=\"Buscando el borde del disco de una protoestrella | ALMA Kids\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"LAS PROTOESTRELLA &quot; Se denomina... - Hermanos Del Cosmo, Ufo - Ovni. |  Facebook\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Los beb\u00e9s empiezan a crecer antes de nacer, cuando todav\u00eda se encuentran en el \u00fatero de la madre. Lo mismo pasa con las estrellas: antes de empezar a brillar, crecen dentro de una gran nube de polvo y gas. Un equipo de astr\u00f3nomos japoneses descubri\u00f3 nuevos detalles sobre el crecimiento de estas proto-estrellas.<\/p>\n<p style=\"text-align: justify;\">Las estrellas se forman a partir de nubes de gas que entran en colisi\u00f3n. El gas cae sobre s\u00ed mismo por efecto de la gravedad, hasta que empieza a acumularse y forma un disco plano, en cuyo centro se encuentra la proto-estrella. Tambi\u00e9n se pueden formar planetas en el disco.<\/p>\n<p style=\"text-align: justify;\">Cabe preguntarse, entonces, en qu\u00e9 momento empiezan a formarse los discos y d\u00f3nde se encuentra el punto de transici\u00f3n entre el gas proveniente de la nube original y el disco plano que gira. Gracias a ALMA, un equipo de astr\u00f3nomos japoneses dilucid\u00f3 el enigma, al menos en el caso de una <a href=\"#\" onclick=\"referencia('protoestrella',event); return false;\">protoestrella<\/a> conocida como TMC-1A.<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Atacama Large Millimeter Array - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Gracias a la sensibilidad de ALMA y su capacidad de observar detalles, los cient\u00edficos pudieron determinar con precisi\u00f3n el punto de transici\u00f3n entre ambos estados, a unos 13.500 millones de kil\u00f3metros de la estrella que se encuentra en pleno crecimiento. En otras palabras, el di\u00e1metro del disco tiene cerca de tres veces el tama\u00f1o de la \u00f3rbita del planeta Neptuno, en nuestro Sistema Solar.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/4a\/Cepheus_B.jpg\/440px-Cepheus_B.jpg\" alt=\"Nube molecular - Wikiwand\" \/><\/p>\n<p>Las estrellas se forman en nubes moleculares como esta<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Las estrellas, enormes bolas de gas y polvo luminosas que desde su nacimiento producen energ\u00eda por la fusi\u00f3n nuclear del hidr\u00f3geno para formar helio. El t\u00e9rmino, por tanto, no s\u00f3lo incluye estrellas como el Sol, que est\u00e1n en la actualidad quemando hidr\u00f3geno, sino tambi\u00e9n proto-estrellas, a\u00fan no lo suficientemente calientes como para que dicha combusti\u00f3n haya comenzado, y varios tipos de objetos evolucionados como las estrellas gigantes y supergigantes, que est\u00e1n quemando otros combustibles nucleares m\u00e1s complejos que el hidr\u00f3geno, o las enanas blancas y las estrellas nucleares, que est\u00e1n formadas por combustibles nuclear gastado.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/_w1kycNNBkOE\/TCud6Ae2DgI\/AAAAAAAADqI\/ELlde7TaDT4\/s1600\/PRLeoRing1Text-580x568.jpg\" alt=\"Astrof\u00edsica y F\u00edsica: junio 2010\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta magn\u00edfica vista de la zona que rodea a la estrella R Coronae Australis fue creada a partir de im\u00e1genes tomadas con el Wide Field Imager (WFI) de ESO en el Observatorio La Silla, en Chile. R Coronae Australis se ubica en el coraz\u00f3n de una regi\u00f3n cercana de formaci\u00f3n estelar y est\u00e1 rodeada por una delicada nebulosa de reflexi\u00f3n azulada que se encuentra en una enorme nube de polvo. La imagen revela sorprendentes nuevos detalles de esta espectacular \u00e1rea del cielo.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/57\/Betelgeuse_captured_by_ALMA.jpg\/800px-Betelgeuse_captured_by_ALMA.jpg\" alt=\"Betelgeuse captured by ALMA.jpg\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Betelgeuse captada por\u00a0<a title=\"Atacama Large Millimeter Array\" href=\"https:\/\/es.wikipedia.org\/wiki\/Atacama_Large_Millimeter_Array\">ALMA<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/4a\/Treasures3.jpg\/240px-Treasures3.jpg\" alt=\"\" \/><\/p>\n<p>Rigel en IC 2118<\/p>\n<p style=\"text-align: justify;\">Cuando una estrella masiva termina su estancia en la secuencia principal se convierte en una estrella s\u00fapergigante, y su evoluci\u00f3n se vuelve mas r\u00e1pida. Dos ejemplos de estrellas s\u00fapergigantes son las estrellas de Betelgeuse y Rigel en la constelaci\u00f3n de Ori\u00f3n. Betelgeuse es 1000 veces m\u00e1s grande que el Sol, y 20 veces m\u00e1s masiva. Rigel a su vez es 17 veces m\u00e1s masiva que el Sol.<\/p>\n<p>&nbsp;<\/p>\n<div lang=\"es-ES\" data-md=\"25\">\n<div data-hveid=\"CAUQAA\" data-ved=\"2ahUKEwium6nBsaTtAhXr6OAKHdhYARkQtwcoADABegQIBRAA\">\n<div data-tts=\"answers\" data-tts-text=\"R136a1\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Comparison_of_the_sizes_of_a_red_dwarf,_the_Sun,_a_B-type_main_sequence_star,_and_R136a1.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/df\/Comparison_of_the_sizes_of_a_red_dwarf%2C_the_Sun%2C_a_B-type_main_sequence_star%2C_and_R136a1.jpg\/350px-Comparison_of_the_sizes_of_a_red_dwarf%2C_the_Sun%2C_a_B-type_main_sequence_star%2C_and_R136a1.jpg\" alt=\"Comparison of the sizes of a red dwarf, the Sun, a B-type main sequence star, and R136a1.jpg\" width=\"350\" height=\"197\" data-file-width=\"2500\" data-file-height=\"1406\" \/><\/a><\/div>\n<div data-tts=\"answers\" data-tts-text=\"R136a1\">\n<div><a title=\"Enana roja\" href=\"https:\/\/es.wikipedia.org\/wiki\/Enana_roja\">Enana roja<\/a>,\u00a0<a title=\"Sol\" href=\"https:\/\/es.wikipedia.org\/wiki\/Sol\">El Sol<\/a>,\u00a0<a title=\"Gigante azul\" href=\"https:\/\/es.wikipedia.org\/wiki\/Gigante_azul\">Gigante azul<\/a>\u00a0y\u00a0<strong>R136a1<\/strong><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/blockquote>\n<div lang=\"es-ES\" data-md=\"61\">\n<blockquote>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAQQAA\">Por lo menos tres estrellas presentan masas que superan las 150 veces la masa del Sol. Una de esas estrellas,\u00a0<strong>R136a1<\/strong>, es la estrella m\u00e1s masiva encontrada hasta la fecha, con 265 masas solares, as\u00ed como la m\u00e1s luminosa, unas 8 700 000 veces el brillo del Sol.<\/div>\n<\/blockquote>\n<\/div>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAQQAA\">\n<div lang=\"es-ES\" data-md=\"32\">\n<div id=\"media_result_group\" data-hveid=\"CAwQAg\">\n<div data-count=\"4\" data-hveid=\"CAYQAA\">\n<div data-hveid=\"CAYQAw\" data-ved=\"2ahUKEwi1lJO6uqTtAhWwAmMBHQ3gAiEQ5m0oAXoECAYQAw\">\n<div data-attrid=\"secondary image\" data-docid=\"HohOGCZhhwfw9M\" data-lpage=\"https:\/\/www.ecured.cu\/Enana_roja\" data-ved=\"2ahUKEwi1lJO6uqTtAhWwAmMBHQ3gAiEQ_R0oAHoECAYQBA\">\n<div>\u00a0<img decoding=\"async\" src=\"https:\/\/israelnoticias.com\/wp-content\/uploads\/2019\/09\/planeta-gigante.jpg\" alt=\"Astr\u00f3nomos descubren planeta gigante orbitando alrededor de una estrella  enana\" \/><\/div>\n<\/div>\n<\/div>\n<div data-attrid=\"secondary image\" data-docid=\"jHLC41hcSHBfvM\" data-lpage=\"https:\/\/es.wikipedia.org\/wiki\/Enana_roja\" data-ved=\"2ahUKEwi1lJO6uqTtAhWwAmMBHQ3gAiEQ_R0oAXoECAYQBg\">Enana roja<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div lang=\"es-ES\" data-md=\"61\">\n<div data-attrid=\"wa:\/description\" data-hveid=\"CAsQAA\">Este tipo lo forman la mayor parte de las estrellas, siendo sus valores de masa y di\u00e1metro inferiores a la mitad de los del Sol (por debajo de 0,08 masas solares se denominan\u00a0<strong>enanas<\/strong>\u00a0marrones) y una temperatura superficial de menos de 4000 K.<\/div>\n<\/div>\n<\/div>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAQQAA\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Enana marr\u00f3n - Wikipedia, la enciclopedia libre\" \/><\/div>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAQQAA\">\n<blockquote><p>La masa m\u00ednima est\u00e1 calculada en 0\u201980 masas solares; por debajo de ella, los objetos no ser\u00edan lo suficientemente calientes en sus n\u00facleos como para que comience la combusti\u00f3n del hidr\u00f3geno, y se convertir\u00edan en enanas marrones. Las luminosidades de estrellas var\u00edan desde alrededor de medio mill\u00f3n de veces la luminosidad del Sol para las m\u00e1s calientes hasta menos de una mil\u00e9sima de la del Sol para las enanas m\u00e1s d\u00e9biles. Aunque las estrellas m\u00e1s prominentes visibles a simple vista son m\u00e1s luminosas que el Sol, la mayor\u00eda de las estrellas son en realidad m\u00e1s d\u00e9biles que \u00e9ste y, por tanto, imperceptibles a simple vista,<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"La evoluci\u00f3n de las estrellas | Fundaci\u00f3n CIENTEC\" \/><img decoding=\"async\" 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\" alt=\"La evoluci\u00f3n estelar \u2013 astronomia-iniciacion.com\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"Evoluci\u00f3n de las estrellas by Santiago Calero Pedr\u00edn\" \/><\/p>\n<p>Las estrellas evolucionan con el paso del Tiempo, y, desde que se forman en las grandes nebulosas cuando se producen anomal\u00edas gravitatorias y se forman proto-estrellas, hasta que entran en la secuencia principal y le pasan miles de millones de a\u00f1os fusionando materiales sencillos en otros m\u00e1s complejos, y, finalmente, explotan como supernovas para convertirse en objetos diferentes de lo que fueron: Estrellas enanas blancas (en el caso del Sol), o de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> si tiene varias masas solares, y, cuando son muy masivas, el final ser\u00e1 un Agujero negro.<\/p>\n<p>emilio 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estrellas brillan como resultado de la conversi\u00f3n de masa en energ\u00eda por medio++++++++++++++++++++++++++++++++++++++++++ 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\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>reacciones nucleares, siendo las m\u00e1s importantes las que involucran al hidr\u00f3geno. Por cada<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>kilogramo de hidr\u00f3geno quemado de esta manera, se convierte en energ\u00eda 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>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>siete gramos de masa (el 7 \u2030). De acuerdo a la famosa ecuaci\u00f3n E = mc<sup>2<\/sup>, los siete gramos equivalen a una energ\u00eda de 6\u20193\u00d710<sup>14<\/sup>\u00a0julios. Las reacciones nu<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>+++++++++++++++++++++++++++<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>cleares no s\u00f3lo aportan el calor y la luz de las estrellas, sino que tambi\u00e9n producen elementos m\u00e1s pesados y complejos que el hidr\u00f3geno y el helio.<\/p>\n<p>&nbsp;<\/p>\n<p align=\"justify\">Las estrellas tienen diferentes colores y tama\u00f1os. Al igual que las personas, muestran aspectos diferentes seg\u00fan sea la fase de la vida en la que se encuentren.<\/p>\n<p align=\"justify\">Pero, en el caso de las estrellas, la masa con la que nacen, determina su evoluci\u00f3n posterior as\u00ed como los elementos qu\u00edmicos que dejar\u00e1n en el espacio tras su muerte.<\/p>\n<p>&nbsp;<\/p>\n<p>Estos elementos pesados y m\u00e1s complejos (litio, carbono, ox\u00edgeno, etc) han sido distribuidos por el espacio, de tal manera que est\u00e1n presentes por todo el universo mediante explosiones de supernovas o por medio de nebulosas planetarias y vientos estelares.<\/p>\n<p>De hecho, nuestra presencia aqu\u00ed ser\u00eda imposible sin que el material del que estamos hecho (polvo de estrellas), no se hubiera fabricado antes en alguna estrella lejana, hace miles de a\u00f1os y seguramente a muchos a\u00f1os luz de nuestro sistema solar.<\/p>\n<p>Las estrellas se pueden clasificar de muchas maneras. Una manera es mediante su etapa evolutiva: en presencia principal, secuencia principal, gigante, supergigante, <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> o estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y, para las m\u00e1s masivas, su evoluci\u00f3n hasta <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>.<\/p>\n<p>Tambi\u00e9n se clasifican por sus espectros, que indica sus temperaturas su<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>perficiales. Otra manera es en poblaciones I, II y III, que engloban estrellas con 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binaria, estrella \u201ccapullo\u201d, de baja velocidad, con envoltura, con exceso de ultravioleta, de alta velocidad, de baja luminosidad, de baja masa, estrella de bario, estrella de <a href=\"#\" onclick=\"referencia('barion',event); return false;\">bariones<\/a>, estrella de campo, estrella de carbono, de circonio, de estroncio, de helio, de poblaci\u00f3n I extrema, de poblaci\u00f3n intermedia, estrella de la rama gigante asint\u00f3tica, de litio, de manganeso, de manganeso-mercurio, de mercurio-manganeso, de metales pesados, de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, de referencia, de silicio, de tecnecio, de tipo intermedio, de tipo tard\u00edo, de tipo temprano, estrella del polo, estrella doble, estrella enana, estrella est\u00e1ndar, evolucionada, etc, etc.<\/p>\n<p>Por ser para nosotros la m\u00e1s importante de todas, hablar\u00e9 un poco de nuestra estrella m\u00e1s cercana, esa que hace posible la vida en el planeta Tierra al que env\u00eda luz y calor, el Sol.<\/p>\n<p>Nuestro Sol, a pesar de su di\u00e1metro de 1.392.530 Km, su enorme masa de 1\u2019989\u00d710<sup>30<\/sup>\u00a0Kg, su volumen de 1\u20193\u00d710<sup>6<\/sup>, etc, es en realidad una simple estrella com\u00fan mediana, clasificada como una estrella G2V: una estrella amarilla con una temperatura efectiva de 5.770 K (tipo espectral G2) y una enana de la secuencia (clase de luminosidad V). El Sol est\u00e1 formado en su mayor parte por hidr\u00f3geno (71% en masa), con otra parte de helio (27%) y elementos m\u00e1s pesados (el 2%). Su edad se estima que es de unos 4.600 millones de a\u00f1os.<\/p>\n<p>En su horno termonuclear fusiona, de manera constante y cada segundo, 4.654.000 toneladas de hidr\u00f3geno, en 4.650.000 toneladas de helio, 4.000 toneladas son lanzadas al espacio en forma de luz y calor, de lo que una parte llega al planeta Tierra. La transferencia de energ\u00eda desde el n\u00facleo hasta la superficie tarda 10 millones de a\u00f1os. En su centro la temperatura se calcula que es de 15\u20196 millones de \u00baK y la densidad de 148.000 Kg\/m<sup>3<\/sup>.<\/p>\n<p>Existen otras curiosidades de luminosidad, magnetismo, viento solar, etc, que alargar\u00eda mucho el tema que aqu\u00ed se trata. La vida del Sol est\u00e1 estimada en otros 4.000\/4.500 millones de a\u00f1os m\u00e1s antes de que se convierta en gigante roja, explote y quede finalmente como <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a>.<\/p>\n<p>emilio silvera<\/p>\n<\/div>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F12%2F08%2F%25c2%25bfcomo-son-las-estrellas%2F&amp;title=%C2%BFC%C3%B3mo+son+las+estrellas%3F' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F12%2F08%2F%25c2%25bfcomo-son-las-estrellas%2F&amp;title=%C2%BFC%C3%B3mo+son+las+estrellas%3F' 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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&nbsp; Ainque se ha especulado con la posible existencia de estrellas de Quarks, no han sido vistas &nbsp; &nbsp; Las estrellas de Quarks [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25769"}],"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=25769"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25769\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=25769"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=25769"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=25769"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}