{"id":27860,"date":"2022-04-20T07:33:30","date_gmt":"2022-04-20T06:33:30","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27860"},"modified":"2022-04-20T07:33:30","modified_gmt":"2022-04-20T06:33:30","slug":"el-fascinante-mundo-de-las-estrellas","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/04\/20\/el-fascinante-mundo-de-las-estrellas\/","title":{"rendered":"El fascinante mundo de las estrellas"},"content":{"rendered":"<p style=\"text-align: justify;\"><strong>SUPERNOVAS<\/strong><\/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<img decoding=\"async\" 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\" alt=\"Experimentando con la implosi\u00f3n de cavidades - P\u00e1gina 4 -  Cientificosaficionados.com\" \/><\/p>\n<p style=\"text-align: justify;\">Las estrellas m\u00e1s masivas acaban su vida con una gigantesca explosi\u00f3n, una supernova. Las capas exteriores de la estrella salen proyectadas al espacio y durante unos d\u00edas puede llegar a brillar m\u00e1s que una galaxia entera.<\/p>\n<p style=\"text-align: justify;\">Nosotros podemos ver los restos incandescentes de estrellas muertas hace cientos o miles de a\u00f1os. Las supernovas escasean (dos o tres por siglo en nuestra Galaxia), y muchas de ellas quedan ocultas por el polvo interestelar. La \u00faltima que se ha visto en la V\u00eda L\u00e1ctea data de 1604, sin embargo, hemos encontrado muchas m\u00e1s fuera de nuestra Galaxia.<\/p>\n<p style=\"text-align: justify;\"><strong>IMPLO<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>\u00d3N DE UNA ESTRELLA<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La Implosi\u00f3n de las estrellas : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Astrof\u00edsica - \u2022 Implosi\u00f3n de una estrella La fuerza centr\u00edfuga asociada al  giro produce un ensanchamiento de su zona ecuatorial. A lo largo del  proceso de implosi\u00f3n, la estrella debe girar cada\" \/><\/p>\n<p style=\"text-align: justify;\">Cuando una estrella con una masa ocho veces superior a la de nuestro Sol consume todo su hidr\u00f3geno, se hincha y se convierte en una supergigante. Al contrario que las gigantes rojas, su n\u00facleo est\u00e1 suficientemente caliente como para usar el carbono y el ox\u00edgeno creados en la combusti\u00f3n del helio y producir elementos m\u00e1s pesados como el hierro.<\/p>\n<p style=\"text-align: justify;\">La supernova m\u00e1s brillante del cielo terrestre, en los \u00faltimos cuatro siglos, apareci\u00f3 el 23 de febrero de 1987 en la Gran Nube de Magallanes, peque\u00f1a galaxia sat\u00e9lite de la V\u00eda L\u00e1ctea.<\/p>\n<p style=\"text-align: justify;\">Una supergigante puede tener un di\u00e1metro m\u00e1s de mil veces superior al del Sol. El n\u00facleo creado formado de capas de elementos diferentes recuerda a una cebolla. La fusi\u00f3n nuclear no puede crear elementos m\u00e1s pesados que el hierro. As\u00ed que el n\u00facleo que se forma es de hierro que, puede alcanzar 1,4 veces la masa del Sol y no puede soportar su propio peso. Se colapsa sobre s\u00ed mismo, se dir\u00eda que implosiona, provocando la creaci\u00f3n de elementos m\u00e1s pesados que el hierro. Y, a partir del n\u00facleo implosionado, se crea una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> o un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/www.spacetelescope.org\/static\/archives\/images\/screen\/heic0704a.jpg\" alt=\"http:\/\/www.spacetelescope.org\/static\/archives\/images\/screen\/heic0704a.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">Tres a\u00f1os antes de la explosi\u00f3n, la estrella que se convirti\u00f3 en Supernova 1987A.\u00a0 Era una supergigante azul apenas visible, conocida como Sanduleak-69\u00ba202. Inicialmente, su masa equival\u00eda a 20 veces la del Sol. Esta Supernova sigui\u00f3 brillando hasta el 20 de mayo, alimentada por los elementos radiactivos creados por la explosi\u00f3n. La estructura compacta de la estrella original afect\u00f3 a su punto m\u00e1ximo de brillo.<\/p>\n<p>\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<a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Spitzer-TarantulaNebula.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/db\/Spitzer-TarantulaNebula.jpg\/250px-Spitzer-TarantulaNebula.jpg\" alt=\"\" width=\"250\" height=\"164\" data-file-width=\"1388\" data-file-height=\"913\" \/><\/a><\/p>\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La\u00a0<a title=\"Nebulosa de la Tar\u00e1ntula\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nebulosa_de_la_Tar%C3%A1ntula\">nebulosa de la Tar\u00e1ntula<\/a>, en cuya parte exterior estaba situada Sanduleak -69\u00b0 202a.<\/div>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"SN1987A \u2013 Scienceandsf -A Blog Published by Robert A. Lawler\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"JR's website on Deep Sky Astronomy\" \/><\/p>\n<p style=\"text-align: justify;\">Existen diferentes tipos de supernovas y son clasificadas de manera tambi\u00e9n distintas. Una supergigante que explota es una supernova de tipo II. Una supernova de tipo Ia emite a\u00fan m\u00e1s energ\u00eda. Cuando una <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a>,\u00a0 peque\u00f1a y densa, atrae el gas de una compa\u00f1era mayor, su masa puede aumentar hasta que no pueda soportarlo e implosione, destruy\u00e9ndose a s\u00ed misma en la gran explosi\u00f3n. Las supernovas de tipo Ia siempre tienen el mismo brillo y se pueden usar para medir las distancias de galaxias lejanas.<\/p>\n<p style=\"text-align: justify;\">La onda expansiva de la explosi\u00f3n se extiende a trav\u00e9s de la estrella, dando lugar a una inmensa explosi\u00f3n. Los elementos pesados proyectados en el espacio participan en la formaci\u00f3n de nuevas generaciones de estrellas.<\/p>\n<p style=\"text-align: justify;\"><strong>RESTOS DE SUPERNOVAS<\/strong><\/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<img decoding=\"async\" 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alt=\"Cassiopeia A\" \/><\/p>\n<div 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 \u00a0Casiopea A<\/div>\n<div 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<img decoding=\"async\" loading=\"lazy\" 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\" alt=\"Chandra :: Photo Album :: DEM L71 :: 12 Mar 03\" width=\"311\" height=\"163\" data-deferred=\"1\" data-atf=\"true\" data-iml=\"961.0999999940395\" \/><\/div>\n<div 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<a title=\"Chandra :: Photo Album :: DEM L71 :: 12 Mar 03\" href=\"https:\/\/www.google.com\/url?sa=i&amp;url=https%3A%2F%2Fchandra.harvard.edu%2Fphoto%2F2003%2Fdeml71%2F&amp;psig=AOvVaw0QACz6oRqiuloirNU0GMNt&amp;ust=1650519177449000&amp;source=images&amp;cd=vfe&amp;ved=2ahUKEwiB2rOb9aH3AhUPw4UKHXCQD_kQr4kDegQIARBz\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwiB2rOb9aH3AhUPw4UKHXCQD_kQr4kDegQIARBz\">Chandra :: Photo Album :: DEM L71 :: 12 Mar 03<\/a><\/div>\n<div 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<img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/b5\/Chandra_SNR_G292.0%2B1.8.png\/245px-Chandra_SNR_G292.0%2B1.8.png\" alt=\"Chandra SNR G292.0+1.8.png\" \/><\/div>\n<div style=\"text-align: justify;\">\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Imagen en\u00a0<a title=\"Rayos X\" href=\"https:\/\/es.wikipedia.org\/wiki\/Rayos_X\"><a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a><\/a>\u00a0de SNR G292.0+01.8 obtenida con el\u00a0<a title=\"Observatorio Chandra\" href=\"https:\/\/es.wikipedia.org\/wiki\/Observatorio_Chandra\">observatorio Chandra<\/a>\u00a0en la\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Constelaci\u00f3n de Carina.<\/div>\n<\/div>\n<div>\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<img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUSEhIVEhISERIRERIREREREhERERERGBQZGRgYGBgcIS4lHB4rHxgYJjgmKy8xNTU1GiQ7QDs0Py40NTEBDAwMEA8QGhISGjQhJCE0NDQ0NDQ0NDQ0NDQ0NDQxNDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NP\/AABEIAOEA4QMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAAAQIEBQMGB\/\/EADMQAAICAQMEAAMGBQUBAAAAAAABAhEDBCExBRJBUSJhcQYTgZGhsRQyQuHxUmLB0fAV\/8QAGQEAAgMBAAAAAAAAAAAAAAAAAAECAwQF\/8QAKBEAAgICAgICAQMFAAAAAAAAAAECEQMhEjEEQRNRIjJh8AUUI9Hh\/9oADAMBAAIRAxEAPwD46NERkrJjBisbYOSGIkRGRiMQhgAgGAh9DGJjAjYxIkKhjToAAKChtAAJhQqDaAbZEkAPYEUMdANKhEGA6AiFCGhACIgOxDJJgFgADtgJIdAgEuhhQDsBNL0CECHQJCS2MKAGMl7AQ6CiSAaIodDSJqLZGqJqNkKFRYjp2zrDRt8IlTfosWGT9FOhqJf\/AICf+l\/kP+Bl6f5Evjm9pB8Ml2jO7SXYWp6ZkfuWV20ReNoqdoqLc8LOMoEbIuNHICTRGifZGgIslYgeyJECQmFERDoQAgAYWA6QAkAWADAbBisYDQyKYwVUADEiXaJRvoYkdI42zrp8Dk0kuT1XSvs45NOSTTEk7o1YsHJWec0uhlNpJW2er6Z9k3JJy3XpePkev6J9moKW8Wk\/6ktvp+x6qGihCPbH6eN37L+Ci6LXKGP9Ozwmn+ykXWyTXKZp4PsvBV8KRt5Zdk+PZ0erjGO7XGy8mmM5VSKc3ncKUTz2s6DGDtLuXy4DB0\/HxKH4UrNvDqYyXxPi2c5uD9Lxa5ZOPkSgmmih+df4o8\/qfs5iySaikvmuDHl9kmp\/7b3Z7eFQ\/lp+\/kjtly90KSXP61\/0ZstTpmvH5TXdHzzr32VlghHJG5Ql5p7beWeP1eCj7lqNXOeP7vJjjOMoSj\/ut8O\/kz5Z1rpzhOSa2t7mFwnbtf8AS\/E1mxtSqzyUkc2i5qMDRXaJGKcGtM5NCJMCWilkAHQgoiCQmhgNiEAwFQxACBgIYCHQxiJUKhgkAJFjDjbew9Ngc5JLyep6N0juktuOWThGXaRfjx3th0XpLaTfPNeT6N0fpy7Yrhr5bsxNLoli3v8AwbmHqqXbHz4S4RdBLtlk8rhHima+ecscEk6j7\/R\/8lGevUE5X4f1Kev6mqfc9l+p5nVa6Tbrh+PFEGpS30c\/n8mjbzdRcn3NlPJrOdzKnkkoW9vPrYoy1Lfk3ePCMtN0UZMd3TPRR1tR2\/F+zhHqUpSq9vRjxz7ck8L+K\/HsebxpqVrZmjBxbbPT4NQpf1u\/nwXtLk39K723R5mbrta8mnpdZskKeCLSZLm+0eoxT7vGzX03M7rHTI5E00neyl\/pZ20OdNpGxh7VdpSUtnavayiWJI6Hh+Ul0fHut9Elik0914aTpr2jzWo0jXg+19e6esleVFNL0eL6x0XsuUalCVU\/MW1\/LNf0vZ\/WnV0yuXjR4qXLs7HOOaKXs+eTxkKN3W6GjMy4u0onBwejLLF9lRoi0dWjmyN3ozyjREYmFhZEfaAdwCsdIgMQ6HRABoZEOhkkdcULZxRodNxd00avEx\/NljD7B6Rp9O0269JnsOn54xXalX7mJpYKKpK2aeG18VU7vZbHU86OLxo8YLY3n4xVo09Tlqv2ZXlqKdpUVtRqNrb3fJTlr07j+TOGr9nPlPJJ2zRy6nvbvhEM9ONxpKO8vbMier8R8i1GaTh9fnyafljFJV0SjCVqtFzUahTSjF8fmV+xV2pK78+SrobUle\/tGvp9Lb7m6XslKUZRVOixY61fRWw6WU5u6jFcpKkvojrPE43W69\/I75ddGFq029re+xUyatSbp2ltt5Lsfl8I7Znly59aO+Gbqm9my5CXbHZfLu+Zn6fPGqez8XSX03L0JxlGlLdeuL+RTm8xSLY4ucqo0+natp7vj07PVabJ3xXxJXVt+Dxek0z2t88HodFl7Uk2\/RRHPy6Ze\/G4XR7GWjX3Xal3em\/LaTs89qehdjyynPthOElkgnaeOKtW3valVf3LfT9bNbJ3wo26SV\/3JdZ00sijKU3GHxLe5RhKqtuv5avn+6webGcYNcu\/519\/Rp8ab6ej5T1TSRtqDbVvnwef1Okl\/ps9Zr9D91kcHOGR0m5wdwtq6T8ktZpoywxcEriqkuH5pv8A94Hj8iXFbtM6uepJV7PBZNO74KmaFG7PedUUNfipnRj48nieT0cuaadMyWhHeWM40ZWqINURAYCoiFAFislaESsZFEkh1YyUYnp\/s\/01zTlWyPPaeFtHtOjZpY8bS2tJHT8L\/Enlqwk6NvBpoRhS3lW79FXUZFC1exXln7Hu3v4M\/VanuvfYwZ5uWRtuzHnyyyul0V9Xrm20ivHN86+RXzPe7OLtsn+NbL4YdGjPUKOyVvy+bI\/eyZxhppOnuXMemrnnal7MzdF0cdLRPRykpX+\/o1cuuqLV+KIQ01r0ivn029EVNIlLx7psyNVkbbq9znhlLw3+ZqLp7lv48j\/+e4vyk0nuqtMUs8eWy1YHLRT+8b3lbfsv6Xu7U1ez3NHTdDllj8CS7Vu3svxZwyaWWJvz4dcEeal7F8bSpejR0esqr\/c3MWRNRrn62eElqH6admloOquFbu1wWwi+Wixy4x1tn07pWpUaU3XpOq3Vbm1qZKeKXZGM3VPvvtakt20t39D5rout91d2\/wA\/NG1DrjhdfF958Tbe\/PI\/Ix\/JGkc\/FOp1I85r9D2yaezjKUaW6dPlPyjM1Da28Gz1rWd0nLtT7lW9\/D81Rg5s\/dGSdXRj6ezuwm2k+zMzY0262MvVLk1cStlHq8FFbeTdjll4Ov0lOXi3+5iTmcWTkRsXZhl2RsBgR4ojbICGAmQGjpA5osYoWXYYtugZ30q+JfU9Rpku1Pu39HmtLH416Ttm3\/EJJNL6G15nDE4fYT60Ws+p7m7VUqsx9Tl35O2XU38ipNWc9RfbFjhGPSISmdtP+xxlH5FvRYW\/oSknLRemkjSwZE68Vwa+gwRl8Un7dGZh0za2NLQ6eTTVlE3x0\/Rdjly0i5JRp\/sZOVdz\/E2ZYHCPxFaGFNv6lcZ30Scm5fsjlp8N7cI3cXRp5oxUYxjGEd512ppLmTfLr9ivpoRi43wmvG34lvqHXnJ1SS7m0ttvrRnknyWjTjhK9fz\/AGXZdOWGMZY2pWmr3anFKpVtt6p7mfrtPFybjsmt1L6blZ9ZaXy8pOuf8FHU9RbfLGoOO27Jxwt9v+fucddoo+HUvP1MbJicZcbGxmyppFXLG0X4Mr9kcmFNWyGlb8OjZ0Et1d7fsY2GP6M9R0iceztnBTtppqozVX5rjfzfCNcLj+TVo42WKjIeqUZRfdy1txyZM9AlVtbrlOy51GLhaTtf0yXlGfBumm69GPJFN8kdLx51Gr7MzX4uzilZ5zqWS2b\/AFWVeeDyuqnbZdjk1CrDNGUdyK8mRsGxAYWAABKiNiABpAlYEoo0scVHHf8AUyjjjuaCX8qOz4EVCMpNXqirI+iekhs2dJTfBKD7YteypkmzJ5MWiUZWjrknsVlk3IOd8ix8mWrRZHWjS0sXJpezfwaRVwZvSsW6Z7HRRjKKpVUd7d27ISmlobtrRU0Olv6no9DoIRi3JVL8dl5v9DrosEIK413e34+fBPNJU15339mLP+aovxQcN\/Zh9Sbf8vBw02CXJdxQ+N9ztENXmq1BtL67sog5Lo6UccemVddkUVtz5MLJmcmy5qcjezMqeWmaKlMryVDosPJS5si5t8ld5K5H97ZN49Fcc5qdOUJN\/eOkotrdq2vHD54JZFF323Xpu6KOlg2\/kbmj0EUu6TTV8XvforhjcZ8myrP\/AFCEYteyOn0Le9eLO+DJ2vbxwddRqF20tt+CnCad3ydXlz0cyDnktyXZLJqFKVPjycZ4rujjPH8V+Cpq9Y0qRmyY6dI7HhpLb9GT1vJTaPOZHuaHUc7k3bsy2xJNdlXl5OUtCYCCwMQAABQWA0xCJWIs6dWzRcKq0ZmCdNM13k7or6Hd8DhPC17RnyWmhxSe5UyxO3fRxnN2R8pKUUxws59hKEQ7t\/3LGDHb2OVKLk6ijRjVdmr0+NV4PYYcsYY47fFW\/CV3\/wBUeS0z7atcejVw509vyXozTwzg\/wAlRrxzin0egwa+Ukkqr0PU5nW7d+ijhh2LuvnhlTU6pt02KuT0UZM9y\/DpFjNrexfXdlN67uTMjW6y5NN\/kVf4qtr5KnjbZtWVKOzT1WdLhmdDKrtvc4ajJ8ytGZZHG10ZsuZZFRpSmpeSKdtIoudHTT5Unb3plk4cTN8nFfier0kYqMW6S8vl\/kcZauMW6k5fF6q0Zy1dp06Xo5x3f1HFKSRjS9sv5da2qTqzroppvc4YsNcr6ljvjFWi\/jxl+Rrxb6DX6pJ0uEYvUdRGrW1+DvqssW+d2YevyePBPE+Kk2rv2a3l6itFHUTtlYnJkDJN27KGwAABEAAACgBiGxAwJJmlpMySp\/8AmZhNSo2eH5LwSshKPJF\/JLccd0VI5CzhltsdGOWOVuhVRKXzJafJTHT4BYdzHkwzxy5RLFJPRuaOafP5lnC0pGZpm1saEX2q73K8ylnSbLFSjo1M2p7Y0\/1MHVavfZk9VOUo8mRO7Mv9vKJXCce\/Ysuobbs5fePkUo2KMBKPEcp2WJS7kq9bnON2dsEbOixF+TUVRQr2jg1uOEDqse5bxaW96KPjnkehvXZHCtqot6eO\/wAXARx1s9jvGKSe+xowYUncnRTZ3v8AEq6hutroJant\/wCCpn1V3b2NGWHN2jTiTirHi06alJumlsjz+ryXJ\/U76vWyeybSXoznIpyZ4\/GoVv7Jq9tsGRoLAysLIjARHoQ7AQxbAQDoQ2mgAYkSYLYCTL2kyU9ygTjKjR4vkPDNSFJWjaySWzQ3JPdGSszO0NTR2n52HPL8tFahRv6OceGWNSvXB5zHqt0b+n1MZxp77EIY4ZZVBlsq42cZ5aVFKc072O+qi\/BTRm8uGTDLoyoIx3HOCIynuT79jnN8i3kdMEUdpPbkqfeev8HaDukWKevsHkO8Z\/n7L0M9R35MyU0vDtEHm8jxykroqk3L1RZeZ99NkMupfC\/MqPOm\/oPNqU1siEVJ\/qLIRbabR1z6ji3wUM+pbOU8tnGci2WRKOjQqWkRk7IjEYrsGIBiJERoTEAdoQDCwFoY2xAIG7AB2Ag2gAYUIOgGFiGgQEky3ptW4FJDTL8OaeKXKLoT2bEdb3ck5ST+ZjKdHaOoZ0Y+fHImsmyDj9F1rcJqzhj1B0nlRbDDgceSZDaJ4Urtvwd2lHdMz3kIyzFMVhg5ct2Nxtl3NJOV3+RzyZ4\/UpTyHOTMss0YqoonGCo7Ty77EY5d99zgBllllIs9UTlK2KwRFkbAYCsRCqCxisZEmiLCxkQAjZMBAIkA0IaBDAQwGxCAYUKrAQAwQewGh0ICSAGhDAQApE+85jocZSXTAbkKwEJtsZKwIjQkFgBJkSQAxNgxURIsLBMQ0FCTJIixjYNkiNAkMYxUKhgAUMQxDQkAmA2JB7AmRZIUmTfQyIABWmIAGkJkn0ADAAQAA7GFARBhQgsAGIdggAAsTGA2JiJELAjQ6BDHQUIAAQAAANAADsB0ACQwEwECGAhjQmAExCAYEF2MYmAFkhDEACYwGgAEIQhgJgIYAIBAMBegIkgAQCAYEwEMAIsBAAAAAAAB\/9k=\" alt=\"Archivo:Keplers supernova.jpg - Wikipedia, la enciclopedia libre\" \/><\/div>\n<div style=\"text-align: justify;\">\n<p><a title=\"Archivo:Keplers supernova.jpg - Wikipedia, la enciclopedia libre\" href=\"https:\/\/es.m.wikipedia.org\/wiki\/Archivo:Keplers_supernova.jpg\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwjghcyF9qH3AhUMGRoKHfjsDdoQr4kDegUIARC1AQ\">Archivo:Keplers supernova.<\/a>\u00a0SN 1604<\/p>\n<\/div>\n<div 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<img decoding=\"async\" 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\" alt=\"NASA Chandra Shares Image Of N132D, The Brightest Supernova Remnant Located  About 160,000 Light-Years From Earth! - Science\" \/><\/div>\n<div 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<a title=\"NASA Chandra Shares Image Of N132D, The Brightest Supernova Remnant Located  About 160,000 Light-Years From Earth! - Science\" href=\"https:\/\/in.mashable.com\/science\/22377\/nasa-chandra-shares-image-of-n132d-the-brightest-supernova-remnant-located-about-160000-light-years\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwiSgJu_9qH3AhUGsxoKHXDCC1sQr4kDegUIARCqAQ\">NASA Chandra Shares Image Of N132D,<\/a><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 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src=\"data:image\/jpeg;base64,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\" alt=\"SN 1006 - Wikipedia, la enciclopedia libre\" \/><\/div>\n<div 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<a title=\"SN 1006 - Wikipedia, la enciclopedia libre\" href=\"https:\/\/www.google.com\/url?sa=i&amp;url=https%3A%2F%2Fes.wikipedia.org%2Fwiki%2FSN_1006&amp;psig=AOvVaw2O-mynpAS7J80xt1Gilqis&amp;ust=1650519616288000&amp;source=images&amp;cd=vfe&amp;ved=2ahUKEwibqdTs9qH3AhUCGRoKHU6oAP4Qr4kDegUIARCvAQ\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwibqdTs9qH3AhUCGRoKHU6oAP4Qr4kDegUIARCvAQ\">SN 1006\u00a0<\/a><\/div>\n<div 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<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"SN 1572 - Wikipedia, la enciclopedia libre\" \/><\/div>\n<div style=\"text-align: justify;\">\n<p><a title=\"SN 1572 - Wikipedia, la enciclopedia libre\" href=\"https:\/\/es.wikipedia.org\/wiki\/SN_1572\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwiamd6296H3AhUHxuAKHaxOC3gQr4kDegUIARCoAQ\">SN 1572\u00a0<\/a><\/p>\n<\/div>\n<p style=\"text-align: justify;\">Los restos de una explosi\u00f3n de una estrella son extremadamente calientes, y siguen expandi\u00e9ndose y emitiendo radiaciones durante cientos de miles de a\u00f1os. Se conocen restos de unas 150 supernovas. Hay im\u00e1genes de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> que muestran los de una supernova que explot\u00f3 en 1572 en Casiopea. Lleva el nombre de Tycho Brahe, que la estudi\u00f3 en profundidad. Algunos joyeros dar\u00edan lo que les pidieran por disponer de algunas materiales creados en las supernovas.<\/p>\n<p style=\"text-align: justify;\">Los vestigios estelares son variados. Por ejemplo, tenemos los de la supernova Vela que pertenecen a una estrella que explot\u00f3 hace 11.000 a\u00f1os. Su centro se encuentra aproximadamente a 1.500 a\u00f1os luz del Sol. La materia, que se extend\u00eda a miles de kil\u00f3metros, entr\u00f3 nuevamente en colisi\u00f3n con gases interestelares, aumentando su temperatura y haci\u00e9ndolos luminosos. La luz roja viene del hidr\u00f3geno y la azul, del ox\u00edgeno. La radiaci\u00f3n cal\u00f3rica de los restos de Vela se pueden observar con telescopios de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a>.<\/p>\n<p style=\"text-align: justify;\"><strong>LAS PRINCIPALES SUPERNOVAS<\/strong><\/p>\n<p style=\"text-align: justify;\">A\u00f1o\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Constelaci\u00f3n\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Magnitud\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Distancia en a.l.<\/p>\n<p style=\"text-align: justify;\">185\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Centauro\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 &#8211; 8\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a0 \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a0 \u00a0 9.800<\/p>\n<p style=\"text-align: justify;\">386\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Sagitario\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 1,5\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a0\u00a0 16.000<\/p>\n<p style=\"text-align: justify;\">393\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Escorpio\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 0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 34.000<\/p>\n<p style=\"text-align: justify;\">1006\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Lobo\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 -9,5\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a0\u00a0 \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a0\u00a0 3.500<\/p>\n<p style=\"text-align: justify;\">1054\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Tauro\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 -5\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a0\u00a0 \u00a0 6.500<\/p>\n<p style=\"text-align: justify;\">1181\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Casiopea\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 0\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 8.800<\/p>\n<p style=\"text-align: justify;\">1572\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Casiopea\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 -4\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 7.500<\/p>\n<p style=\"text-align: justify;\">1604\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Ofiucus\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 -3\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a0 \u00a0\u00a0 12.500<\/p>\n<p style=\"text-align: justify;\">1987\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Pez Espada\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 2,8\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a0\u00a0 \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 160.000<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"La nebulosa del Cangrejo en Tauro | ESO Espa\u00f1a\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nebulosa del Cangrejo - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La muy conocida Nebulosa del Cangrejo con un <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsar<\/a> en su interior<\/p>\n<p style=\"text-align: justify;\">En el siglo II los chinos vieron la primera supernova, en 1.054 tambi\u00e9n fueron los chinos los que vieron\u00a0 la explosi\u00f3n que dio lugar a la Nebulosa del Cangrejo, en 1604, Joannes Kepler observa la \u00faltima supernova conocida en la Galaxia, en 1771, la Nebulosa del Cangrejo\u00a0 se observa por primera vez en el cat\u00e1logo de Charles Messier, ya en 1.885, Ernst Hartwig (185l-1923) descubre una brillante estrella nueva en la galaxia de Andr\u00f3meda. Es la primera supernova observada en otra galaxia. 1.934, Walter Baade y Fritz Zwicky inventan el t\u00e9rmino supernova. 1.942, La Nebulosa del Cangrejo se identifica como restos de la supernova de 1.054. Decenio de 1950, William Fowler (1911-1995) y Fred Hoyle (nacido en 1.915 y padre del t\u00e9rmino <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>) explican la aparici\u00f3n de supernovas por el agotamiento del combustible de las estrellas masivas. La Supernova 1987\u00aa de la Gran Nube de Magallanes es la primera supernova cercana que se puede estudiar con instrumentos modernos.<\/p>\n<p style=\"text-align: justify;\">Este es otro recorrido a trav\u00e9s del tiempo de los sucesos de supernovas conocidos, y, desde luego, habr\u00e1n sido muchos m\u00e1s de los que no tenemos datos, ni en los tiempos en que se produjeron, hab\u00eda aparatos para poder obtener im\u00e1genes o tomar los datos de la expansi\u00f3n, energ\u00edas.<\/p>\n<p style=\"text-align: justify;\">Las supernovas, como sab\u00e9is, forman Nebulosas y para completar el comentario dejar\u00e9 aqu\u00ed una rese\u00f1a de ellas.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_IFLtLt_K5Ds\/TOkRAhC4UkI\/AAAAAAAAD_0\/PkKSNz168mo\/s1600\/ngc6357_hst.jpg\" alt=\"http:\/\/2.bp.blogspot.com\/_IFLtLt_K5Ds\/TOkRAhC4UkI\/AAAAAAAAD_0\/PkKSNz168mo\/s1600\/ngc6357_hst.jpg\" \/><\/p>\n<blockquote><p>Arriba la Nebulosa NGC 6357 es una nebulosa en la que se forman algunas de las estrellas m\u00e1s masivas jam\u00e1s descubiertas.<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Aunque ya en \u00e9pocas en que se confund\u00edan con las galaxias los astr\u00f3nomos griegos anotaron en sus cat\u00e1logos la existencia de algunas nebulosas, las primeras ordenaciones exhaustivas se realizaron a finales del siglo XVIII, de la mano del franc\u00e9s Charles Messier y del brit\u00e1nico William F. Herschel.<\/p>\n<p style=\"text-align: justify;\">En el siglo XX, el perfeccionamiento de las t\u00e9cnicas de observaci\u00f3n y la utilizaci\u00f3n de dispositivos de detecci\u00f3n e ondas de radio y <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> de procedencia no terrestre completaron un detallado cuadro de Nebulosas, claramente diferenciadas en origen y caracter\u00edsticas de las galaxias y los c\u00famulos de estrellas, lo que hizo posible estudiar sus propiedades de forma sistem\u00e1tica.<\/p>\n<p style=\"text-align: justify;\">En la Tabla de Objetos Messier, existen clasificadas muchas de ellas, y como muestra podemos poner abjo la Nebulosa de la Laguna y otras.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/m.media-amazon.com\/images\/I\/71Jf5oz9ZdL._AC_SX679_.jpg\" alt=\"Amazon.com: La Nebulosa De Laguna tambi\u00e9n conocido como Messier 8 y NGC  6523 es un gigante Interstellar Cloud y H II Regi\u00f3n en la constelaci\u00f3n  Sagitario P\u00f3ster de (16 x 11) : Hogar y Cocina\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Nebulosa de la Laguna en Sagitario<\/li>\n<\/ul>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.bitacoradegalileo.com\/wordpress\/wp-content\/uploads\/2011\/07\/m20_cfht.jpg\" alt=\"http:\/\/www.bitacoradegalileo.com\/wordpress\/wp-content\/uploads\/2011\/07\/m20_cfht.jpg\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Nebulosa Tr\u00edfida en Sagitario<\/li>\n<\/ul>\n<ul style=\"text-align: justify;\">\n<li>Nebulosa Planetaria en Vulp\u00e9cula<\/li>\n<\/ul>\n<ul style=\"text-align: justify;\">\n<li>Nebulosa de Dumbell en Vulp\u00e9cula<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"M42, dentro de la Nebulosa de Ori\u00f3n \u2013 astronomia-iniciacion.com\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>La Gran Nebulosa de Ori\u00f3n en Ori\u00f3n<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\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alt=\"M42, la Gran nebulosa de Ori\u00f3n | Astronom\u00eda para todos\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Nebulosa Brillante en Ori\u00f3n<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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alt=\"Messier | M97 - NGC 3587 - Nebulosa del B\u00faho\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Nebulosa planetaria &#8220;del B\u00faho&#8221; en Osa Mayor<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nebulosa de Ori\u00f3n, M42 - 10309\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Nebulosa de Ori\u00f3n, M42<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/www.tayabeixo.org\/portadas\/images\/horsehead_steinberg.jpg\" alt=\"\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Nebulosa de la Cabeza de Caballo abajo<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">Existen casi 4 000 nubes de este tipo s\u00f3lo en nuestra Galaxia,\u00a0 y cada una tiene una masa que oscila entre 100 000 y 200 000 masas solares. El Hidr\u00f3geno y el Helio presentes en las Nebulosas existen desde el principio del Universo. Los elementos m\u00e1s pesados, como el Carbono, Ox\u00edgeno, Nitr\u00f3geno y Azufre, de m\u00e1s reciente formaci\u00f3n, proceden de transmutaciones estelares que tienen lugar en el interior de las estrellas (lo explicamos en los primeros trabajos presentados con motivo de esta conmemoraci\u00f3n del A\u00f1o Internacional de la Astronom\u00eda 2009).<\/p>\n<p style=\"text-align: justify;\">Y, como ser\u00eda interminable el rese\u00f1ar aqu\u00ed todas la Nebulosas existentes en el cielo, s\u00f3lo nos limitamos a dejar una rese\u00f1a de varias de ellas de entre un inmenso n\u00famero de variadas Nebulosas que pueblan el Universo.<\/p>\n<p style=\"text-align: justify;\">Lo que es ineludible por ser el objetivo principal de divulgar el conocimiento de la Astronom\u00eda, al tratar sobre Nebulosas, es explicar lo que una Nebulosa es, y, las clases o variedades m\u00e1s importantes que de ellas existen, as\u00ed que, sin m\u00e1s pre\u00e1mbulo pasamos a exponer lo que son estos objetos del cielo.<\/p>\n<p style=\"text-align: justify;\"><strong>\u00bfQUE SON LAS NEBULOSAS?<\/strong><\/p>\n<p style=\"text-align: justify;\">Se llama Nebulosa a una nube de gas y polvo situada en el espacio. El t\u00e9rmino se aplicaba originalmente a cualquier objeto con apariencia telesc\u00f3pica borrosa, pero con en advenimiento de instrumentos m\u00e1s potentes Tecnol\u00f3gicamente hablando, se descubri\u00f3 que muchas nebulosas estaban en realidad formadas por estrellas d\u00e9biles. En 1864, W. Huggins descubri\u00f3 que las verdaderas nebulosas pod\u00edan distinguirse de aquellas compuestas de estrellas analizando sus espectros.<\/p>\n<p style=\"text-align: justify;\">En la actualidad, en t\u00e9rmino Nebulosa significa nebulosa gaseosa. El t\u00e9rmino nebulosa extra-gal\u00e1ctica, utilizado originalmente para describir galaxias es ahora obsoleto. Existen tres tipos principales de nebulosas gaseosas:<\/p>\n<ol style=\"text-align: justify;\">\n<li>Las Nebulosas de emisi\u00f3n, que brillan con luz propia.<\/li>\n<li>Las Nebulosas de reflexi\u00f3n, que reflejan la luz de fuentes brillantes pr\u00f3ximas como estrellas.<\/li>\n<li>Las nebulosas oscuras (o nebulosas de absorci\u00f3n), que aparecen oscuras frente a un fondo m\u00e1s brillante.<\/li>\n<\/ol>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/ddcuaem.files.wordpress.com\/2012\/09\/nebulosas.jpg\" alt=\"Las nebulosas \u2013 Divulgaci\u00f3n UAEM\" \/><\/p>\n<p style=\"text-align: justify;\">Este amplio esquema de clasificaci\u00f3n ha sido extendido sobre todas las longitudes de onda, dando lugar a t\u00e9rminos como nebulosas de reflexi\u00f3n infrarroja. Las nebulosas de emisi\u00f3n incluyen a las nebulosas difusas o regiones H II situadas alrededor de las estrellas j\u00f3venes, las nebulosas planetarias que se hallan alrededor de las estrellas viejas y los remanentes de supernovas.<\/p>\n<p style=\"text-align: justify;\"><strong>NEBULOSA BIPOLAR<\/strong><\/p>\n<p style=\"text-align: justify;\">Nube de gas con dos l\u00f3bulos principales que est\u00e1n situados sim\u00e9tricamente a cada lado de una estrella central. Esta forma bipolar se debe a la eyecci\u00f3n de material por la estrella en direcciones opuestas. En algunos casos el material que fluye escapa a lo largo del eje de rotaci\u00f3n de un denso disco de material que rodea a la estrella, y que la puede oscurecer completamente en longitudes de onda \u00f3ptica.<\/p>\n<p style=\"text-align: justify;\">Las Nebulosas bipolares pueden ser producidas por el flujo de materia procedente de estrellas muy j\u00f3venes o muy viejas.<\/p>\n<p style=\"text-align: justify;\"><strong>NEBULOSA BRILLANTE<\/strong><\/p>\n<p style=\"text-align: justify;\">Nube luminosa de gas y polvo interestelar. El t\u00e9rmino incluye a las nebulosas de emisi\u00f3n, en las que el gas brilla con luz propia; y las nebulosas de reflexi\u00f3n en las que el gas y el polvo reflejan la luz de las estrellas cercanas.<\/p>\n<p style=\"text-align: justify;\"><strong>NEBULOSAS DE ABSORCI\u00d3N &#8211; NEBULOSA OSCURA<\/strong><\/p>\n<p style=\"text-align: justify;\">Nube de gas y polvo interestelar que absorbe la luz que incide sobre ella desde detr\u00e1s, de manera que parece negra frente a un fondo m\u00e1s brillante. La luz absorbida calienta las part\u00edculas de polvo, las cuales rerradian parte de esa energ\u00eda en forma de radiaci\u00f3n infrarroja. Parte de la luz del fondo no es absorbida, sino que es difundida o redirigida. La Nebulosa de la Cabeza del Caballo en Ori\u00f3n es una famosa nebulosa oscura; otro ejemplo es el Saco de Carb\u00f3n, cerca de Cruz que oculta parte de la V\u00eda L\u00e1ctea.<\/p>\n<p style=\"text-align: justify;\"><strong>NEBULOSA DE EMI<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>\u00d3N<\/strong><\/p>\n<p style=\"text-align: justify;\">Nube luminosa de Gas y polvo en el espacio que brilla con luz propia. La luz puede ser generada de varias maneras. Usualmente el gas brilla porque est\u00e1 expuesto a una fuente de radiaci\u00f3n ultravioleta; algunos ejemplos son las regiones H II y las Nebulosas planetarias, que son ionizadas por estrellas centrales.<\/p>\n<p style=\"text-align: justify;\">El gas tambi\u00e9n puede brillar porque se ioniz\u00f3 en una colisi\u00f3n violenta con otra nube de gas, como en los objetos Herbig-Haro. Finalmente, parte de la luz de los remanentes de supernovas como la Nebulosa del Cangrejo est\u00e1 producida por el proceso de radiaci\u00f3n sincrotr\u00f3n, en el que las part\u00edculas cargadas se mueven en espiral alrededor de un campo magn\u00e9tico Interestelar.<\/p>\n<p style=\"text-align: justify;\"><strong>NEBULOSA NORTEAM\u00c9RICA<\/strong><\/p>\n<p style=\"text-align: justify;\">Nebulosa difusa en Cygnus, tambi\u00e9n conocida como NGC 7000, con forma parecida al continente norteamericano. Sus dimensiones son de 2\u00ba x \u00bd\u00ba y se encuentra a 1 500 a.l., similar a la distancia de la brillante estrella Deneb. Sin embargo, la estrella que lo ilumina se cree que no es Deneb, sino una caliente estrella azul de magnitud 6 situada dentro de la nebulosa HR 8023. Cerca de la Nebulosa Norteamericana se encuentra la Nebulosa del Pel\u00edcano, trat\u00e1ndose en realidad de parte de la misma enorme nube que se extiende 100 a\u00f1os-luz.<\/p>\n<p style=\"text-align: justify;\"><strong>NEBULOSA DE REFLEXI\u00d3N<\/strong><\/p>\n<p style=\"text-align: justify;\">Al igual que las otras, es una nube de gas y polvo interestelar que brilla porque refleja o difunde la luz estelar. La luz procedente de una nebulosa de reflexi\u00f3n tiene las mismas l\u00edneas espectrales que la luz estelar que refleja, aunque es normalmente m\u00e1s azul y puede estar polarizada. Las nebulosas de reflexi\u00f3n aparecen a menudo junto a las nebulosas de emisi\u00f3n en las regiones de formaci\u00f3n estelar reciente. El C\u00famulo de las Pl\u00e9yades est\u00e1 rodeado por una nebulosa de reflexi\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><strong>NEBULOSA DIFUSA<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/apod.nasa.gov\/apod\/image\/0503\/foxfur_croman_big.jpg\" alt=\"http:\/\/apod.nasa.gov\/apod\/image\/0503\/foxfur_croman_big.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">Otra nube de gas y polo interestelar que brilla debido al efecto sobre ella de la radiaci\u00f3n ultravioleta procedentes de las estrellas cercanas. En la actualidad se recomienda el uso del t\u00e9rmino\u00a0 Regi\u00f3n H II para referirse a este tipo de nebulosas.<\/p>\n<p style=\"text-align: justify;\">El calificativo de &#8220;difuso&#8221; data de la \u00e9poca en la que las nebulosas eran clasificadas de acuerdo a su apariencia en el \u00f3ptico. Una nebulosa difusa era una que manten\u00eda su aspecto borroso incluso cuando se observaba aumentada a trav\u00e9s de un gran telescopio, en contraposici\u00f3n a aquellas que pod\u00edan ser resueltas en estrellas.<\/p>\n<p style=\"text-align: justify;\"><strong>NEBULOSA FILAMENTARIA<\/strong><\/p>\n<p style=\"text-align: justify;\">Grupo de nubes de gas y polvo alargadas con una estructura en forma de finos hilos vista desde la Tierra. Muchas estructuras filamentarias pueden realmente ser hojas vistas de perfil, en vez de hilos. Las nebulosas filamentarias m\u00e1s conocidas como la Nebulosa del Velo, son remanentes de supernova. Aunque estos remanentes tienen temperaturas de 10 000 K, son en realidad las partes m\u00e1s fr\u00edas del remanente, pudiendo alcanzar otras partes de ella temperaturas superiores a 1.000.000 K.<\/p>\n<p style=\"text-align: justify;\"><strong>NEBULOSA PLANETARIA<\/strong><\/p>\n<p style=\"text-align: justify;\">Brillante nube de gas y polvo luminoso que rodea a una estrella altamente evolucionada. Una nebulosa planetaria se forma cuando una gigante roja eyecta sus capas exteriores a velocidades de unos 10 km\/s. El gas eyectado es entonces ionizado por la luz ultravioleta procedente del n\u00facleo caliente de la estrella.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/apod.nasa.gov\/apod\/image\/0808\/Cocoon_RS_crawford.jpg\" alt=\"http:\/\/apod.nasa.gov\/apod\/image\/0808\/Cocoon_RS_crawford.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">A medida que pierde materia este n\u00facleo queda progresivamente expuesto, convirti\u00e9ndose finalmente en una <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> (lo que pasar\u00e1 con nuestro Sol). Las nebulosas planetarias tienen t\u00edpicamente 0,5 a.l. de di\u00e1metro, y la cantidad de material eyectado es de 0,1 masas solares o algo m\u00e1s.<\/p>\n<p style=\"text-align: justify;\">Debido a la alt\u00edsima temperatura del n\u00facleo, el gas de la nebulosa est\u00e1 muy ionizado. La Nebulosa Planetaria dura unos 100.000 a\u00f1os, tiempo durante el cual una fracci\u00f3n apreciable de la masa de la estrella es devuelta al espacio interestelar.<\/p>\n<p style=\"text-align: justify;\">Las nebulosas planetarias se llaman as\u00ed porque a los antiguos observadores les recordaba un disco planetario. De hecho, las formas detalladas de las nebulosas planetarias reveladas por los modernos telescopios cubren muchos tipos diferentes, incluyendo las que tienen forma de anillos (como la Nebulosa Anular), forma de pesas, o irregular.<\/p>\n<p style=\"text-align: justify;\">Algunas nebulosas planetarias presentan ansae, unas peque\u00f1as extensiones a cada lado de la estrella central, que se piensa que son producidas por eyecci\u00f3n a alta velocidad de material de un flujo bipolar.<\/p>\n<p style=\"text-align: justify;\"><strong>NEBULOSA PROTOPLANETARIA<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\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alt=\"Una bella Tr\u00edfida | Imagen astronom\u00eda diaria - Observatorio\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Etapa temprana en la formaci\u00f3n de una nebulosa planetaria. En esta fase la estrella central ha expulsado sus capas exteriores, dejando al caliente n\u00facleo estelar expuesto. La luz ultravioleta del n\u00facleo comienza a ionizar la nube de gas y polvo circundante, y durante una breve fase la envoltura circun-estelar contiene a la vez material ionizado y material molecular fr\u00edo lejos de la misma.<\/li>\n<\/ul>\n<ol style=\"text-align: justify;\">\n<li>Nube a partir de la cual se formaron los planetas alrededor de una estrella reci\u00e9n nacida, como ocurri\u00f3 en la nebulosa solar.<\/li>\n<\/ol>\n<p style=\"text-align: justify;\"><strong>NEBULOSA SOLA<\/strong><\/p>\n<p style=\"text-align: justify;\">Nube de gas y polvo a partir de la cual se form\u00f3 el Sistema Solar hace unos 5 000 millones de a\u00f1os. Se piensa que la nube ten\u00eda forma de disco achatado y que fue dispersada por el viento T. Tauri del joven Sol.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Detectan la primera imagen del exoplaneta beta Pictoris c | TN8.tv\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ1oSsApVqiraHmkHaAwWfgx4f6LTdSpIKt0rI1QJAKLBU3c6tSSPKL5JXUNLnjLeLIA-g&amp;usqp=CAU\" alt=\"Asociaci\u00f3n estelar de Beta Pictoris - Wikiwand\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Beta Pictoris y su asociaci\u00f3n estelar<\/p>\n<p style=\"text-align: justify;\">Los cometas, asteroides y meteoritos aportan importantes pistas para conocer la composici\u00f3n de la nebulosa solar. Discos similares de gas y polvo han sido detectados alrededor de estrellas j\u00f3venes cercanas, notablemente Beta Pictoris.<\/p>\n<p style=\"text-align: justify;\">Despu\u00e9s del paseo que nos hemos dado por el inmenso &#8220;universo&#8221; de las Nebulosas, f\u00e1cilmente podemos llegar a comprender de d\u00f3nde vienen los elementos que conforman la materia en sus m\u00e1s variados viajes que van, desde la materia inerte hasta los pensamientos y, todo, amigos m\u00edos, comienza siempre en el coraz\u00f3n de las estrellas.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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%2F04%2F20%2Fel-fascinante-mundo-de-las-estrellas%2F&amp;title=El+fascinante+mundo+de+las+estrellas' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Las capas exteriores de la estrella salen proyectadas al espacio y durante unos d\u00edas puede llegar a brillar m\u00e1s que una galaxia [&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\/27860"}],"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=27860"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27860\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27860"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27860"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27860"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}