{"id":26279,"date":"2025-06-10T08:34:46","date_gmt":"2025-06-10T07:34:46","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26279"},"modified":"2025-06-10T08:34:20","modified_gmt":"2025-06-10T07:34:20","slug":"el-secreto-esta-en-las-estrellas-9","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/06\/10\/el-secreto-esta-en-las-estrellas-9\/","title":{"rendered":"El secreto est\u00e1 en las estrellas"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/particulas-bellas-de-materia-y-antimateria-2\/\" rel=\"prev\">Part\u00edculas \u201cbellas\u201d de materia y antimateria<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/%c2%a1%c2%a1titan-%c2%bfque-sorpresas-nos-espera\/\" rel=\"next\">\u00a1\u00a1Tit\u00e1n!! \u00bfQu\u00e9 sorpresas nos espera?<\/a><\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.emiliosilveravazquez.com\/images\/noticia.jpg\" alt=\"\" width=\"600\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El Tiempo es inexorable y su transcurrir va dejando atr\u00e1s las cosas del presente. Lejos queda ya aquellas efem\u00e9rides y celebraciones del a\u00f1o 2009, cuando se conmemor\u00f3 el A\u00f1o Internacional de la Astronom\u00eda y me cupo el honor de (humildemente), colaborar con aquellas celebraciones. Con orgullo luzco en el ojal de mi chaqueta el astrolabio que nos dieron en Madrid, a todos los invitados, a la fiesta de inauguraci\u00f3n en la que estaban presentes muchos astr\u00f3nomos y astrof\u00edsicos del mundo entero.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Lanzamiento del A\u00f1o de la Astronom\u00eda en Espa\u00f1a | Futuro | EL PA\u00cdS\" width=\"367\" height=\"269\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRYUaoJtOYDO9KVT-I52DIIXR7C0TAh6WvV5Q&amp;usqp=CAU\" alt=\"Untitled\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0Tuve el honor de ser uno de los 200 invitados en aquel acontecimiento<\/strong><\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, en su momento, ya desde el inicio del a\u00f1o 2.009 en el que se celebr\u00f3 el A\u00f1o Internacional de la Astronom\u00eda, en muchos de mis art\u00edculos publicados en la colaboraci\u00f3n que con la Organizaci\u00f3n Internacional tuve el honor de prestar y fueron publicados, se hablaba de todos esos interesantes temas que, el Universo nos presenta y que, inciden en el saber de la Naturaleza y del Mundo que nos acoge que, como nosotros\u2026 \u00a1Tambi\u00e9n es Universo!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/camposdeestrellas.files.wordpress.com\/2011\/11\/pahs-in-nebula.jpg\" alt=\"\" width=\"393\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0LA QU\u00cdMICA DE LAS ESTRELLAS<\/strong><\/p>\n<p style=\"text-align: justify;\">Los cambios se estaban produciendo a una velocidad cada vez mayor. Al siglo de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0tambi\u00e9n pertenecieron, entre otros, el matem\u00e1tico Fermat; R\u00f6mer, quien midi\u00f3 la velocidad de la luz; Grimaldi, que estudi\u00f3 la difracci\u00f3n; Torricelli, que demostr\u00f3 la existencia del vac\u00edo; Pascal y Boyle, que definieron la f\u00edsica de los fluidos\u2026La precisi\u00f3n de los telescopios y los relojes aument\u00f3 notablemente, y con ella el n\u00famero de astr\u00f3nomos deseosos de establecer con exactitud \u00a0la posici\u00f3n de las estrellas y compilar cat\u00e1logos estelares cada vez m\u00e1s completos para comprender la V\u00eda L\u00e1ctea.<\/p>\n<p style=\"text-align: justify;\">La naturaleza de los cuerpos celestes quedaba fuera de su inter\u00e9s: aunque se pudiera determinar la forma, la distancia, las dimensiones y los movimientos de los objetos celestes, comprender su composici\u00f3n no estaba a su alcance. A principios del siglo XIX, William Herschel (1738-1822), dedujo la forma de la Galaxia, construy\u00f3 el mayor telescopio del mundo y descubri\u00f3 Urano. Cre\u00eda firmemente que el Sol estaba habitado.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-R1GuxH9_p98\/TgICYY5zsAI\/AAAAAAAAI9k\/x88u4AgVDi8\/s400\/Sin%2Bt%25C3%25ADtulo-5.jpg\" alt=\"\" width=\"393\" height=\"393\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0<strong>\u00a0 Hasta llegar a conocer nuestra situaci\u00f3n astron\u00f3mica\u2026<\/strong><\/p>\n<p style=\"text-align: justify;\">Al cabo de pocos a\u00f1os, nac\u00eda la Astrof\u00edsica, que a diferencia de la Astronom\u00eda (ya llamada\u00a0 -\u201dcl\u00e1sica o de posici\u00f3n\u201d-), se basaba en pruebas de laboratorio. Comparando la luz emitida por sustancias incandescentes con la recogida de las estrellas se sentaban las bases de lo imposible: descubrir la composici\u00f3n qu\u00edmica y la estructura y el funcionamiento de los cuerpos celestes. Estaba mal vista por los astr\u00f3nomos \u201cserios\u201d y se desarroll\u00f3 gracias a f\u00edsicos y qu\u00edmicos que inventaron nuevos instrumentos de an\u00e1lisis a partir de las demostraciones de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0sobre la estructura de la luz.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-IN2Qri7IUSg\/TyUpQySdUqI\/AAAAAAAAAyg\/ampELovJApU\/s1600\/Abundancia+relativa+de+elementos+en+el+universo.gif\" alt=\"http:\/\/4.bp.blogspot.com\/-IN2Qri7IUSg\/TyUpQySdUqI\/AAAAAAAAAyg\/ampELovJApU\/s1600\/Abundancia+relativa+de+elementos+en+el+universo.gif\" width=\"476\" height=\"596\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>El H es el elemento m\u00e1s abundante en el universo. \u00c9l solo representa el 92 % de los \u00e1tomos que existen en el cosmos, lo que equivale a un porcentaje del 75 % en masa de todos los que hay. Le sigue en abundancia el He, con un 7 % de los \u00e1tomos y un 24 % en masa. Todos los dem\u00e1s elementos poseen abundancias muy inferiores, que equivalen a algo menos del 1 % de \u00e1tomos y algo m\u00e1s del 1 % en masa. Despu\u00e9s de H y He los siguientes ocho elementos m\u00e1s abundantes son Carbono, Nitr\u00f3geno, Ox\u00edgeno, Ne\u00f3n, Magnesio, Silicio, Azufre y Hierro. Cabe destacar especialmente el pico del Hierro sobre su entorno y tambi\u00e9n que las masas at\u00f3micas de todos esos elementos son m\u00faltiplos de cuatro, de acuerdo con el \u201cproceso alfa\u201d de su formaci\u00f3n. Todos ellos ocupan los picos de los dientes de sierra del gr\u00e1fico. Tambi\u00e9n resulta llamativa la escasez, como ya comentamos en su momento, de los elementos situados entre el Helio, y el Carbono, es decir, Li, Be y B.+<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"1814. Fraunhofer y las l\u00edneas oscuras del Sol | Ciencia | elmundo.es\" \/><img decoding=\"async\" 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\" alt=\"1814. Fraunhofer y las l\u00edneas oscuras del Sol | Ciencia | elmundo.es\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">En 1814, Joseph Fraunhofer (1787-1826) realiz\u00f3 observaciones b\u00e1sicas sobre las l\u00edneas que Wollaston hab\u00eda visto en el espectro solar: sumaban m\u00e1s de 600 y eran iguales a las de los espectros de la Luna y de los planetas; tambi\u00e9n los espectros de P\u00f3lux, Capella y Porci\u00f3n son muy similares, mientras que los de Sirio y C\u00e1stor no lo son. Al perfeccionar el\u00a0 espectroscopio con la invenci\u00f3n de la ret\u00edcula de difracci\u00f3n (m\u00e1s potente y vers\u00e1til que el prisma de cristal), Fraunhofer observ\u00f3 en el espectro solar las dos l\u00edneas del sodio: as\u00ed se inici\u00f3 el an\u00e1lisis espectral de las fuentes celestes.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cianotipia.top\/wp-content\/uploads\/2022\/09\/IMG-John-Herschel.jpg\" alt=\"JOHN HERSHEL | El inventor de la Cianotipia\" width=\"405\" height=\"405\" \/><\/p>\n<div>\n<p style=\"text-align: justify;\">Mientras, en el laboratorio,<strong> John Herschel<\/strong> observ\u00f3 por primera vez la equivalencia entre los cuerpos y las sustancias que los producen, Anders J. Anhstr\u00f6m (1814-1868) describ\u00eda el espectro de los gases incandescentes y los espectros de absorci\u00f3n y Jean Foucault (1819-1874) compar\u00f3 los espectros de laboratorio y los de fuentes celestes. Gustav Kirchhoff (1824-1887) formaliz\u00f3 las observaciones en una sencilla ley que cambi\u00f3 la forma de estudiar el cielo; \u201cLa relaci\u00f3n entre el poder de emisi\u00f3n y de absorci\u00f3n para una longitud de onda igual es constante en todos los cuerpos que se hallan a la misma temperatura\u201d. En 1859, esta ley emp\u00edrica, que relacionaba la exploraci\u00f3n del cielo con la f\u00edsica at\u00f3mica, permit\u00eda penetrar en la qu\u00edmica y la estructura de los cuerpos celestes y las estrellas. De hecho, basta el espectro de una estrella para conocer su composici\u00f3n. Y, con la espectroscopia, Kirchhoff y Robert Bunsen (1811-1899) demostraron que en el Sol hab\u00eda muchos metales.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"La sonda Solar Orbiter est\u00e1 dando grandes resultados en la observaci\u00f3n del Sol \u2013 UNIVERSO Blog\" width=\"307\" height=\"189\" \/><img decoding=\"async\" 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\" alt=\"Protuberancia Solar\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La observaci\u00f3n del Sol obsesion\u00f3 a la mayor\u00eda de los Astrof\u00edsicos. A veces, resultaba dif\u00edcil identificar algunas l\u00edneas y ello condujo a descubrir un\u00a0 nuevo elemento qu\u00edmico; se empez\u00f3 a sospechar que el Sol pose\u00eda una temperatura mucho m\u00e1s elevada de lo imaginado. La l\u00ednea de emisi\u00f3n de los espectros de estrellas y nebulosas demostraron\u00a0 que casi un tercio de los objetos estudiados eran gaseosos. Adem\u00e1s, gracias al trabajo de Johan Doppler (1803-1853) y de Armand H. Fizeau (1819-1896), que demostr\u00f3 que el alejamiento o el acercamiento respecto al observador de una fuente de se\u00f1al sonora o luminosa provoca el aumento o disminuci\u00f3n de la longitud de onda de dicha se\u00f1al, empez\u00f3 a precisarse la forma de objetos lejanos. El cielo volv\u00eda a cambiar y hasta las \u201cestrellas fijas\u201d se mov\u00edan.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.blogodisea.com\/wp-content\/uploads\/2010\/07\/hertzsprung_russell_diagrama-estrellas.jpg\" alt=\"\" width=\"515\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 EL DIAGRAMA HR: EL CAMINO HACIA EL FUTURO<\/strong><\/p>\n<p style=\"text-align: justify;\">El padre \u00c1ngelo Secchi (1818-1878) fue el primero en afirmar que muchos espectros estelares poseen caracter\u00edsticas comunes, una afirmaci\u00f3n refrendada hoy d\u00eda con abundantes datos. Secchi clasific\u00f3 las estrellas en cinco tipos, en funci\u00f3n del aspecto general de los espectros. La teor\u00eda elegida era correcta: el paso del color blanco azulado al rojo oscuro indica una progresiva disminuci\u00f3n de la temperatura, y la temperatura es el par\u00e1metro principal que determina la apariencia de un espectro estelar.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"The Series of Scientists who won the Nobel Prize in Physics - Pieter Zeeman (English Edition) eBook: Al-Ahmad, Jasem: Amazon.es: Tienda Kindle\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Pieter Zeeman - Wikipedia, la enciclopedia libre\" width=\"304\" height=\"231\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El efecto Zeeman que ayuda a medir el campo magn\u00e9tico del sol - F\u00edsica - 2021\" width=\"337\" height=\"189\" \/><img decoding=\"async\" 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\" alt=\"La NASA muestra como nunca antes los campos magn\u00e9ticos del Sol en este alucinante v\u00eddeo\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"TEMA 1: Estructura at\u00f3mica y clasificaci\u00f3n peri\u00f3dica de los elementos - PDF Descargar libre\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong>El <a href=\"#\" onclick=\"referencia('zeeman efecto',event); return false;\">efecto Zeeman<\/a> que ayuda a medir el campo magn\u00e9tico del Sol<\/strong><\/p>\n<p style=\"text-align: justify;\">M\u00e1s tarde, otros descubrimientos permitieron avanzar en Astrof\u00edsica: Johan Balmer (1825-1898) demostr\u00f3 que la regularidad en las longitudes de onda de las l\u00edneas del espectro del hidr\u00f3geno pod\u00eda resumirse en una sencilla expresi\u00f3n matem\u00e1tica; Pieter Zeeman (1865-1943) descubri\u00f3 que un campo magn\u00e9tico de intensidad relativa influye en las l\u00edneas espectrales de una fuente subdividi\u00e9ndolas en un n\u00famero de l\u00edneas proporcional a su intensidad, par\u00e1metro que nos permite medir los campos magn\u00e9ticos de las estrellas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/image.slidesharecdn.com\/elatomoy-121006180403-phpapp02\/95\/el-atomo-y-estructura-cristalina-4-728.jpg?cb=1349546735\" alt=\"Resultado de imagen de La estructura del n\u00facleo at\u00f3mico\" width=\"304\" height=\"228\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"Modelo at\u00f3mico de Rutherford. Todo lo que debes saber | Meteorolog\u00eda en Red\" width=\"432\" height=\"231\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTXQPxw_UazPs89mjOeNjt7-ktZwPzqyZaYvQ&amp;usqp=CAU\" alt=\"EL SABIO QUE VIO LA L\u00cdNEAS INVISIBLES \u2013 REVISTA PERSEA\" \/><img decoding=\"async\" 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\" alt=\"Siglo y medio de Tabla Peri\u00f3dica\" \/><\/p>\n<p style=\"text-align: justify;\">En otros descubrimientos emp\u00edricos la teor\u00eda surgi\u00f3 tras comprender la estructura del \u00e1tomo, del n\u00facleo at\u00f3mico y de las part\u00edculas elementales. Los datos recogidos se acumularon hasta que la f\u00edsica y la qu\u00edmica dispusieron de instrumentos suficientes para elaborar hip\u00f3tesis y teor\u00edas exhaustivas. Gracias a dichos progresos pudimos asistir a asociaciones como Faraday y su concepto de \u201ccampo\u201d como \u201cestado\u201d del espacio en torno a una \u201cfuente\u201d; Mendeleiev y su tabla de elementos qu\u00edmicos; Maxwell y su teor\u00eda electromagn\u00e9tica;\u00a0 Becquerel y su descubrimiento de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a>; las investigaciones de Pierre y Marie Curie; Rutherford y Soddy y sus experimentos con los rayos Alfa, Beta y Gamma; y los estudios sobre el cuerpo negro que condujeron a Planck a determinar su constante universal;\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0y su trabajo sobre la cuantizaci\u00f3n de la energ\u00eda para explicar el efecto fotoel\u00e9ctrico, Bohr y su modelo cu\u00e1ntico del \u00e1tomo; la teor\u00eda de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0especial de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0que relaciona la masa con la energ\u00eda en una ecuaci\u00f3n simple\u2026Todos fueron descubrimientos que permitieron explicar la energ\u00eda estelar y la vida de las estrellas, elaborar una escala de tiempos mucho m\u00e1s amplia de lo que jam\u00e1s se hab\u00eda imaginado y elaborar hip\u00f3tesis sobre la evoluci\u00f3n del Universo.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/cdn.britannica.com\/64\/11064-004-CF1F7374\/Hertzsprung-1930.jpg\" alt=\"Ejnar Hertzsprung | Stellar classification, Astronomical photography,  Spectroscopy | Britannica\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">En 1911,<strong> Ejnar Hertzsprung<\/strong> (1873-1967) realiz\u00f3 un gr\u00e1fico en el que comparaba el \u201ccolor\u201d con las \u201cmagnitudes absolutas\u201d de las estrellas y dedujo la relaci\u00f3n entre ambos par\u00e1metros. En 1913, Henry Russell (1877-1957) realiz\u00f3 otro gr\u00e1fico usando la clase espectral en lugar del color y lleg\u00f3 a id\u00e9nticas conclusiones.<\/p>\n<p style=\"text-align: justify;\">El Diagrama de Hertzsprung-Russell (diagrama HR) indica que el color, es decir, la temperatura, y el espectro est\u00e1n relacionados, as\u00ed como el tipo espectral est\u00e1 ligado a la luminosidad. Y debido a que esta tambi\u00e9n depende de las dimensiones de la estrella, a partir de los espectros puede extraerse informaci\u00f3n precisa sobre las dimensiones reales de las estrellas observadas. Ya solo faltaba una explicaci\u00f3n de causa-efecto que relacionara las observaciones entre si en un cuadro general de las leyes.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/apod.nasa.gov\/apod\/image\/0106\/jewelbox_bessell.jpg\" alt=\"\" width=\"589\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El progreso de la f\u00edsica y de la qu\u00edmica resolvi\u00f3 esta situaci\u00f3n, pues, entre otros avances, los c\u00e1lculos del modelo at\u00f3mico de Bohr reprodujeron las frecuencias de las l\u00edneas del hidr\u00f3geno de Balmer. Por fin, la Astrof\u00edsica hab\u00eda dado con la clave interpretativa de los espectros, y las energ\u00edas de uni\u00f3n at\u00f3mica pod\u00edan explicar el origen de la radiaci\u00f3n estelar, as\u00ed como la raz\u00f3n de la enorme energ\u00eda producida por el Sol.<\/p>\n<p style=\"text-align: justify;\">Las l\u00edneas espectrales dependen del n\u00famero de \u00e1tomos que las generan, de la temperatura del gas, su presi\u00f3n, la composici\u00f3n qu\u00edmica y el estado de ionizaci\u00f3n. De esta forma pueden determinarse la presencia relativa de los elementos en las atm\u00f3sferas estelares, m\u00e9todo que hoy tambi\u00e9n permite hallar diferencias qu\u00edmicas muy peque\u00f1as, relacionadas con las edades de las estrellas. As\u00ed, se descubri\u00f3 que la composici\u00f3n qu\u00edmica de las estrellas era casi uniforme: 90 por ciento de hidr\u00f3geno y 9 por ciento de helio (en masa, 71% y 27%, respectivamente). El resto se compone de todos los elementos conocidos en la Tierra.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcRI6cOxl2Wx37y8n2jsNRD9geE7JFy0Om7EtCBW6f7HduQ4iayK\" alt=\"\" width=\"481\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">As\u00ed mismo, el desarrollo de la F\u00edsica ha permitido perfeccionar los modelos te\u00f3ricos y explicare de forma coherente que es y como funciona una estrella. Dichos modelos sugirieron nuevas observaciones con las que se descubrieron tipos de estrellas desconocidas: las\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\">novas<\/a>, las supernovas, los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a><\/a>\u00a0con periodos o tiempos que separan los pulsos, muy breves\u2026Tambi\u00e9n se descubri\u00f3 que las estrellas evolucionan, que se forman grupos que luego se disgregan por las fuerzas de marea gal\u00e1cticas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Radioastronom\u00eda - Wikipedia, la enciclopedia libre\" width=\"284\" height=\"223\" \/><img decoding=\"async\" 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\" alt=\"LA F\u00cdSICA ESTA DENTRO DE TI: Radiotelescopio y la Radioastronom\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">La Radioastronom\u00eda, una nueva rama de la Astronom\u00eda, aport\u00f3 m\u00e1s datos sobre nuestra Galaxia, permiti\u00f3 reconstruir la estructura de la V\u00eda L\u00e1ctea y superar los l\u00edmites de la Astronom\u00eda \u00f3ptica.<\/p>\n<p style=\"text-align: justify;\">Se estaban abriendo nuevos campos de estudio: los cuerpos gal\u00e1cticos, los c\u00famulos globulares, las nebulosas, los movimientos de la galaxia y sus caracter\u00edsticas se estudiaron con ayuda de instrumentos cada vez m\u00e1s sofisticados. Y cuanto m\u00e1s se observaba m\u00e1s numerosos eran los objetos desconocidos descubiertos y m\u00e1s profusas las preguntas. Se descubrieron nuevos y distintos tipos de galaxias fuera de la nuestra; examinando el efecto Doppler, se supo que todas se alejaban de nosotros y, lo que es m\u00e1s, que cuanto m\u00e1s lejanas est\u00e1n m\u00e1s r\u00e1pidamente se alejan.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcQnfH1DzVwYXfROEsQ9_PzuEY-ewWyN2Wvl6ANp4-_O-XjRDEgz\" alt=\"\" width=\"487\" height=\"580\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0El Telescopio <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>\u00a0nos muestra esta imagen del Universo Profundo<\/strong><\/p>\n<p style=\"text-align: justify;\">Acab\u00e1bamos de descubrir que el Universo no terminaba en los l\u00edmites de la V\u00eda L\u00e1ctea, sino que se hab\u00eda ampliado hasta el \u201cinfinito\u201d, con galaxias y objetos cada vez m\u00e1s extra\u00f1os. S\u00f3lo en el horizonte del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>\u00a0se contabilizan 500 millones de galaxias. Y los descubrimientos contin\u00faan: desde el centro gal\u00e1ctico se observa un chorro de materia que se eleva m\u00e1s de 3.000 a.l. perpendicular al plano gal\u00e1ctico; se observan objetos como Alfa Cygni, que emite una energ\u00eda radial equivalente a diez millones de veces la emitida por una galaxia como Andr\u00f3meda; se estudian los cu\u00e1sares, que a veces parecen mas cercanos de lo que sugieren las mediciones del efecto Doppler; se habla de efectos de perspectiva que podr\u00edan falsear las conclusiones\u2026 Y nos asalta una bater\u00eda de hip\u00f3tesis, observaciones, nuevas hip\u00f3tesis, nuevas observaciones, dudas\u2026<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Este v\u00eddeo de apenas 19 segundos es la mejor manera de entender el efecto Doppler - INVDES\" \/><img decoding=\"async\" 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\" alt=\"The Doppler Effect for Sound\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Todav\u00eda no se ha hallado una respuesta cierta y global. Un n\u00famero cada vez mayor de investigadores est\u00e1 busc\u00e1ndola en miles de direcciones. De esta forma se elaboran nuevos modelos de estrellas, galaxias y objetos celestes que quiz\u00e1 s\u00f3lo la fantas\u00eda matem\u00e1tica de los investigadores consiga concretar: nacen los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/19\/9481\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>, los universos de espuma, las cadenas\u2026<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.eluniversal.com.co\/sites\/default\/files\/telescopio_espacial.jpg\" alt=\"NASA detecta presencia de grafeno en el espacio | EL UNIVERSAL - Cartagena\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Encontrar Grafeno en el espacio ya no es una sorpresa, toparnos de bruces con oc\u00e9anos de metano\u2026 \u00a1tampoco!, hallar colonias de bacterias vivienda a muchos kil\u00f3metros de altura no es una novedad, saber que en las estrellas se fabrican los materiales aptos para hacer posible la qu\u00edmica de la vida\u2026 nos maravilla pero ya, no es causa de asombro. Cada d\u00eda damos un paso m\u00e1s hacia el saber del \u201cmundo\u201d, de la Naturaleza, del Universo en fin.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT7Itzzdby2B3n0aaDFiORnVMElASMRmxpVZg&amp;s\" alt=\"Evoluci\u00f3n Estelar\" width=\"475\" height=\"254\" \/><\/p>\n<p>Las estrellas, como todo en este universo, comienzan siendo una cosa y finalizan siendo otra distinta<\/p>\n<div>\n<p style=\"text-align: justify;\">En la actualidad, el n\u00famero de investigadores centrados en problemas relacionados con la evoluci\u00f3n estelar, la Astrof\u00edsica y las teor\u00edas cosmo-gen\u00e9ticas es tan elevado que ya no tiene sentido hablar de uno en particular, ni de un \u00fanico hilo de investigaci\u00f3n. Al igual que ocurre con otras ramas cient\u00edficas las Astronom\u00eda se ha convertido en un trabajo de equipo a escala internacional que avanza sin cesar en una concatenaci\u00f3n de innovaciones, inventos, nuevos instrumentos, interpretaciones cada vez m\u00e1s elaboradas y, a menudo m\u00e1s dif\u00edciles de entender incluso para los investigadores que avanzan con infinidad de caminos paralelos. Es una situaci\u00f3n que ya vaticinaba Bacon en tiempos de Galileo.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/fotografias.larazon.es\/clipping\/cmsimages02\/2020\/02\/12\/DB290AA7-F783-4D5F-B64E-4FEED6491FE7\/69.jpg?crop=1280,720,x0,y267&amp;width=1280&amp;height=720&amp;optimize=low&amp;format=webply\" alt=\"El enigm\u00e1tico origen de los c\u00famulos globulares\" width=\"395\" height=\"222\" \/><\/p><\/blockquote>\n<div>\n<p style=\"text-align: justify;\">Hasta la Astronom\u00eda se ha hiper-especializado y, por ejemplo, quienes estudian problemas particulares de la f\u00edsica de las estrellas pueden desconocerlo todo sobre planetas y galaxias. Tambi\u00e9n el lenguaje es cada vez m\u00e1s t\u00e9cnico, y los t\u00e9rminos, capaces de resumir itinerarios de investigaci\u00f3n, son complejos de traducir al lenguaje com\u00fan. As\u00ed, mientras la divulgaci\u00f3n avanza a duras penas entre una jungla de similitudes y silogismos, las informaciones que proceden de otras disciplinas son aceptadas por los cient\u00edficos y los resultados de cada cual se convierten en instrumentos para todos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/_CEG70KUEtRw\/TF7SYB7VOpI\/AAAAAAAABJ0\/XUT-iiw565I\/s1600\/Clases+espectrales+b%C3%A1sicas-text.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">La observaci\u00f3n del Sol obsesion\u00f3 a la mayor\u00eda de los Astrof\u00edsicos. A veces, resultaba dif\u00edcil identificar algunas l\u00edneas y ello condujo a descubrir un nuevo elemento qu\u00edmico; se empez\u00f3 a sospechar que el Sol pose\u00eda una temperatura mucho m\u00e1s elevada de lo imaginado. La l\u00ednea de emisi\u00f3n de los espectros de estrellas y nebulosas demostraron que casi un tercio de los objetos estudiados eran gaseosos. Adem\u00e1s, gracias al trabajo de Johan Doppler (1803-1853) y de Armand H. Fizeau (1819-1896), que demostr\u00f3 que el alejamiento o el acercamiento respecto al observador de una fuente de se\u00f1al sonora o luminosa provoca el aumento o disminuci\u00f3n de la longitud de onda de dicha se\u00f1al, empez\u00f3 a precisarse la forma de objetos lejanos. El cielo volv\u00eda a cambiar y hasta las \u201cestrellas fijas\u201d se mov\u00edan.<\/p>\n<p align=\"JUSTIFY\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" 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\" alt=\"Descubierto un c\u00famulo camuflado entre la Tierra y la nebulosa de Ori\u00f3n\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Investigaci\u00f3n de m\u00e1s de 3.000 galaxias revela datos sobre la evoluci\u00f3n del universo\" width=\"404\" height=\"226\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" 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\" alt=\"Cient\u00edficos descubren una &quot;pared&quot; de galaxias con una longitud de 1 mil 400 millones a\u00f1os luz | C\u00f3digo Espagueti\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Una galaxia desaf\u00eda teor\u00edas y resiste al fest\u00edn de un agujero negro\" width=\"329\" height=\"173\" \/><\/p>\n<p align=\"JUSTIFY\">\n<p style=\"text-align: justify;\">Las investigaciones sobre planetas, estrellas, materia interestelar, galaxias y Universo van paralelas, como si fueran disciplinas independientes, pero en continua osmosis. Y mientras la informaci\u00f3n sobre el Sol y los cuerpos del Sistema solar es m\u00e1s completa, detallada y fiable, y las hip\u00f3tesis sobre nuestra Galaxia hallan confirmaci\u00f3n, el Universo que empezamos a distinguir m\u00e1s all\u00e1 de nuestros limites no se pareced a lo que hace un siglo se daba por sentado. Y mientras los modelos matem\u00e1ticos dibujan uno o mil universos cada m\u00e1s abstractos y complejos, que tienen m\u00e1s que ver con la filosof\u00eda que con la observaci\u00f3n, vale la pena recordar como empez\u00f3 nuestro conocimiento hace miles de a\u00f1os.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-Dg-h912Un98\/T3eNavFFebI\/AAAAAAAAAwU\/iHkf_SO5JQc\/s1600\/Relleno+de+Vacio+Existencial.jpg\" alt=\"\" width=\"590\" height=\"393\" \/><\/p>\n<p align=\"JUSTIFY\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">Otros nos indicaron la direcci\u00f3n a seguir pero, la dureza del camino\u2026, esa, la tuvimos que hacer nosotros. Es decir, en cada \u00e9poca y lugar, los que estuvieron, miraron hacia atr\u00e1s para ver lo que hicieron sus ancestros y, con aquellas ense\u00f1anzas, tener la gu\u00eda del camino a seguir, o, por el contrario, si los resultados no fueron buenos, rechazarlos. Lo cierto es que, al igual que nosotros, los que vengan detr\u00e1s partir\u00e1n con alguna ventaja aunque tengan que hacer su propio recorrido que, ni mucho menos tienen el camino despejado y, la niebla de la ignorancia sigue siendo espesa, aunque algo m\u00e1s suave que la que nosotros nos encontramos.<\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"La niebla | El Cultural\" width=\"390\" height=\"224\" \/><img decoding=\"async\" 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\" alt=\"El Universo y la Mente - IESChNcientifico\" \/><\/p>\n<p align=\"JUSTIFY\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">S\u00ed, la niebla de la ignorancia nos hace transitar caminos a ciegas. No permite que vayamos m\u00e1s all\u00e1 de lo permitido en cada Tiempo. Y, sobre eso, habr\u00eda que comprender que cada &#8220;cosa&#8221; tiene su propio Tiempo, y, adelantarse a \u00e9l&#8230; \u00a1No ser\u00eda bueno!<\/p>\n<p style=\"text-align: justify;\">Ahora, amigos, despu\u00e9s de este breve\u00a0repaso por\u00a0una peque\u00f1a parte de la Historia de\u00a0la Astronom\u00eda, al menos tendr\u00e9is una idea m\u00e1s cercana\u00a0 del recorrido que, la Humanidad, ha tenido que realizar para conocer mejor el Universo.<\/p>\n<p style=\"text-align: justify;\">Los datos aqu\u00ed rese\u00f1ados tienen su origen en diversas fuentes que, de aqu\u00ed y de all\u00e1, han sido tomadas para recomponer un mensaje que les lleve a todos algunos mensajes de como ocurrieron los acontecimientos en el pasado para que fuera posible nuestro presente.<\/p>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V\u00e1zquez<\/strong><\/p>\n<\/div>\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%2F2025%2F06%2F10%2Fel-secreto-esta-en-las-estrellas-9%2F&amp;title=El+secreto+est%C3%A1+en+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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Lejos queda ya aquellas efem\u00e9rides y celebraciones del a\u00f1o 2009, cuando se conmemor\u00f3 el A\u00f1o Internacional de la Astronom\u00eda y me cupo el honor de (humildemente), colaborar con aquellas [&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\/26279"}],"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=26279"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26279\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26279"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26279"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26279"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}