{"id":12562,"date":"2020-04-06T10:22:29","date_gmt":"2020-04-06T09:22:29","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12562"},"modified":"2020-04-06T09:28:04","modified_gmt":"2020-04-06T08:28:04","slug":"%c2%a1las-estrellas-mucho-mas-que-puntitos-brillantes-en-el-cielo","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/04\/06\/%c2%a1las-estrellas-mucho-mas-que-puntitos-brillantes-en-el-cielo\/","title":{"rendered":"\u00a1Las estrellas! Mucho m\u00e1s que puntitos brillantes en el cielo"},"content":{"rendered":"<div>\n<h3><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/03\/page\/2\/\">Entradas anteriores<\/a><\/h3>\n<\/div>\n<div>\n<div style=\"text-align: justify;\">\n<div>\n<h3>\u00a0\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/12\/%c2%a1los-elementos\/\" rel=\"prev\">\u00a1Los Elementos!<\/a><\/h3>\n<p>&nbsp;<\/p>\n<\/div>\n<div><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/_WiqMAWNl9Js\/S-f9v081WxI\/AAAAAAAAHZQ\/Qx3yaeofdeg\/s1600\/Scale+of+Nanotechnology.jpg\" alt=\"\" width=\"509\" height=\"393\" \/><\/div>\n<p>&nbsp;<\/p>\n<p>Han pasado ya m\u00e1s de sesenta a\u00f1os desde que Richard Feynman dictara su famosa charla:\u00a0 <em>There is plenty of room at<\/em> <em>the bottom: An invitation to enter a new<\/em> <em>field of physics (Hay suficiente espacio en<\/em> <em>el fondo: Una invitaci\u00f3n a entrar en un<\/em> <em> campo en la F\u00edsica)<\/em>. En ella estableci\u00f3 que las leyes de la F\u00edsica no impiden manipular las cosas \u00e1tomo a \u00e1tomo; &#8211;<em>\u201ces algo que <\/em><em>no se ha hecho debido a que somos<\/em> <em>demasiado grandes para hacerlo\u201d-. Eso ha quedado atr\u00e1s y, en la actualidad, s\u00ed que se manipulan los \u00e1tomos.<\/em><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"F\u00edsicos observan m\u00e1s de cerca un \u00e1tomo de antimateria \u2013 CODIGO COSMICO\" \/><img decoding=\"async\" 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\" alt=\"F\u00edsicos visualizan por primera vez el spin a nivel at\u00f3mico\" \/><\/p>\n<p>\u00c1tomo de anti-materia\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 Observan el Sp\u00edn<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Cient\u00edficos han logrado medir cu\u00e1nto dura uno de los procesos ...\" \/><\/p>\n<p>El proceso por el que se produce el efecto t\u00fanel o <a href=\"#\" onclick=\"referencia('salto cuantico',event); return false;\">salto cu\u00e1ntico<\/a><\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>&#8220;Cuando un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> impacta contra un \u00e1tomo de helio, se produce un <a href=\"#\" onclick=\"referencia('salto cuantico',event); return false;\">salto cu\u00e1ntico<\/a> y se libera un electron, por lo que el helio queda ionizado. Esto ocurre en unos cuantos attosegundos&#8221; &#8211; TU WIEN<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<\/div>\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/%c2%a1la-humanidad\/\" rel=\"prev\">\u00a1La Humanidad! (Un fragmento del trabajo)<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/1.bp.blogspot.com\/_KW_lRbjOKIU\/S-X54wXuCeI\/AAAAAAAABFk\/nFixK0fhvg4\/s1600\/razas.jpg\" alt=\"\" width=\"400\" height=\"332\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Hemos logrado determinar con precisi\u00f3n nuestros or\u00edgenes como especie mediante precisos an\u00e1lisis gen\u00e9ticos; por ejemplo, los estudios llevados a cabo sobre los genes de las mitocondrias pertenecientes a individuos de todas las poblaciones del mundo y de todas las razas.<\/p>\n<p>Estudiando el A D N mitocondrial de miles de personas se ha llegado a formular la llamada \u201cTeor\u00eda de la Eva Negra\u201d, seg\u00fan la cual todos nosotros, los Homosapiens sapiens, procedemos de una hembra que vivi\u00f3 en alg\u00fan lugar de \u00c1frica hace ahora unos tres cientos mil a\u00f1os.\u00a0 Otros estudios se han realizado mediante el an\u00e1lisis del polimorfismo del cromosoma Y.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRmajm-hzwI4_Wd-8XAuAuMYhJErDpZPJp7uMjnHnG5WdrKfPbl&amp;usqp=CAU\" alt=\"La NASA muestra c\u00f3mo creen que suenan las estrellas | Minuto30.com\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSjdjv07DGDVnXDueJ67saywHkDWSmfdEG1ZGRux4T1jDuH6x4P&amp;usqp=CAU\" alt=\"El color de las estrellas | La bit\u00e1cora de Galileo\" \/><\/p>\n<p><img decoding=\"async\" src=\"http:\/\/static.tvazteca.com\/imagenes\/2010\/48\/474166.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRMuKery1z2DOpTSFHcNGWu6rPDRqlovMj8bfew6ZOyTZpp1jbt&amp;usqp=CAU\" alt=\"Un sistema para calcular con precisi\u00f3n la edad de las estrellas ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRnLFCvOiarhV-x6zLmwiOSlVUhzhrmba-KGKuA660OVFZ5HOLm&amp;usqp=CAU\" alt=\"C\u00f3mo miden los cient\u00edficos la edad de las estrellas? \u2022 Canal Clima\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>\u00a1Las estrellas! Mucho m\u00e1s que puntitos brillantes en el cielo. \u00a1Las Estrellas! \u00a1Qu\u00e9 importante son para nosotros! En ellas, en sus n\u00facleos estelares, se fabrican los materiales para que se puedan formar los seres vivos.<\/p>\n<p>&nbsp;<\/p>\n<p>Surgen como por arte de magia en las Nebulosas, donde ayudadas por los vientos estelares y la Gravedad, se forman <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('protoestrella',event); return false;\">protoestrella<\/a><\/a>s que, finalmente, comienzan a brillar en la secuencia principal fusionando elementos sencillos en otros m\u00e1s complejos, y, sus edades, dependen de la masa que puedan tener. Una peque\u00f1a estrella roja puede llegar a tener m\u00e1s edad que el actual Universo. Si tiene la masa del Sol, durar\u00e1 10.000 millones de a\u00f1os, y, si es una estrella gigante supermasiva, su avidez devoradora de materia, la har\u00e1 vivir poco tiempo, es decir, unos cientos o miles de a\u00f1os, o, en su caso, unos escasos millones.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<div>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"imagenprincipal\" title=\"WISE: Nebulosas Coraz\u00f3n y Alma en Infrarrojo\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1006\/heartsoul_wise.jpg\" alt=\"WISE: Nebulosas Coraz\u00f3n y Alma en Infrarrojo\" width=\"630\" height=\"447\" \/><\/p>\n<p style=\"text-align: justify;\">\u201c\u00bfEst\u00e1 el Coraz\u00f3n y el Alma de nuestra Galaxia localizadas en Casiopeia? Posiblemente no, pero ah\u00ed es donde dos brillantes nebulosa de emisi\u00f3n apodadas Coraz\u00f3n y Alma descansan. La Nebulosa del Coraz\u00f3n, oficialmente catalogada como IC 1805 y visible en la parte superior derecha, tiene una forma en luz visible que nos recuerda a un cl\u00e1sico s\u00edmbolo de un coraz\u00f3n. La imagen de arriba, sin embargo , fue realizada en luz infrarroja por el relativamente recientemente lanzado telescopio WISE. La luz infrarroja penetra bien dentro de las enormes y complejas burbujas creadas por la formaci\u00f3n estelar en el interior de estas dos regiones de formaci\u00f3n de estrellas.<\/p>\n<p style=\"text-align: justify;\">Los estudios de estrellas y polvo como \u00e9stos encontrados en las Nebulosas Coraz\u00f3n y Alma se han focalizado en c\u00f3mo se forman las estrellas masivas y c\u00f3mo les afecta su entorno. La luz tarda unos 6.000 a\u00f1os en llegarnos desde estas nebulosas, que juntas abarcan unos 300 a\u00f1os luz.\u201d (APOD)<\/p>\n<p style=\"text-align: justify;\">Ubicadas en el brazo de Perseo de nuestra galaxia, la nebulosa Coraz\u00f3n (derecha) y la nebulosa Alma (izquierda) son muy brillantes (a pesar de eso es necesario un telescopio para verlas) en una region de la galaxia donde muchas estrellas se est\u00e1n formando. IC 1805 (la nebulosa Coraz\u00f3n) es a menudo llamada tambi\u00e9n como la nebulosa del <em>Perro Corriendo<\/em>, debido obviamente a la apariencia de la nebulosa vista desde un telescopio.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/i588.photobucket.com\/albums\/ss325\/t5avo\/estrellas.gif\" alt=\"\" width=\"370\" height=\"278\" \/><\/p>\n<p style=\"text-align: justify;\">Es curioso que, mirando en la oscura noche como brillan las estrellas del cielo, nos atrae su titilar enga\u00f1oso (es la atm\u00f3sfera terrestre la que hace que lo parezca). Sin embargo, pocos llegan a pensar en lo que verdaderamente est\u00e1 all\u00ed ocurriendo. Las transformaciones de fase por fusi\u00f3n no cesan. Esta transformaci\u00f3n de materia en energ\u00eda es consecuencia de la equivalencia materia-energ\u00eda, enunciada por Albert <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> en su famosa f\u00f3rmula <strong>E=mc<sup>2<\/sup><\/strong>; donde E es la energ\u00eda resultante, m es la masa transformada en energ\u00eda, y c es la velocidad de la luz (300 000 kil\u00f3metros por segundo). La cantidad de energ\u00eda que se libera en los procesos de fusi\u00f3n termonuclear es fabulosa. Un gramo de materia transformado \u00edntegramente en energ\u00eda bastar\u00eda para satisfacer los requerimientos energ\u00e9ticos de una familia mediana durante miles de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Sirio la estrella mas brillante - Ciencia y educaci\u00f3n en Taringa!\" \/><img decoding=\"async\" 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alt=\"Las cinco estrellas m\u00e1s brillantes | El Diario Vasco\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Sirio - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/www.aboutespanol.com\/thmb\/IOzy63z2MOYm1uZ86DLUEBlEY-E=\/400x0\/filters:no_upscale():max_bytes(150000):strip_icc()\/canis-mayor-597c0d615f9b58928bdb45b6.png\" alt=\"Constelaciones que guiaban a los navegantes primitivos\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Esta imagen era la gu\u00eda de los navegantes primitivos<\/p>\n<p style=\"text-align: justify;\">Imagen de Sirio A (estrella grande) y Sirio B (estrella peque\u00f1a abajo a la izquierda) tomadas por el Telescopio <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a> (Cr\u00e9d. NASA). Sirio es la quinta estrella m\u00e1s cercana y tiene una edad de 300, millones de a\u00f1os. Es una estrella blanca de la secuencia principal de tipo espectral A1V con temperatura superficial de 10 000 K y situada a 8,6 a\u00f1os luz de la Tierra. Es una estrella binaria y, de ella, podr\u00edamos contar muchas historias. La estrella fue importante en las vidas de Civilizaciones pasadas como, por ejemplo, la egipcia.<\/p>\n<p style=\"text-align: justify;\">Lo que conocemos como estrella es una bola de gas luminosa que, durante una etapa de su vida, produce energ\u00eda por la fusi\u00f3n nuclear del hidr\u00f3geno en helio. El t\u00e9rmino estrella, por tanto, no s\u00f3lo incluye estrellas como el Sol, que est\u00e1n en la actualidad quemando hidr\u00f3geno, sino tambi\u00e9n <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('protoestrella',event); return false;\">protoestrella<\/a><\/a>s, a\u00fan en formaci\u00f3n y no lo suficientemente calientes como para que dicha combusti\u00f3n nuclear haya comenzado, y tambi\u00e9n varios tipos de objetos m\u00e1s evolucionados como estrellas gigantes y supergigantes, que est\u00e1n quemando otros combustibles nucleares, o las enanas blancas y las estrellas nucleares, que est\u00e1n formadas por combustible nuclear gastado.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"En el centro de la Nebulosa del Coraz\u00f3n \u00bfQu\u00e9 poderes\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/0412\/ic1805_cfht.jpg\" alt=\"En el centro de la Nebulosa del Coraz\u00f3n \u00bfQu\u00e9 poderes\" width=\"640\" height=\"480\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Seguimos en la Nebulosa del Coraz\u00f3n (otra regi\u00f3n)<\/p>\n<p style=\"text-align: justify;\">Las estrellas se forman a partir de enormes nubes de gas y polvo que a veces tienen hasta a\u00f1os-luz de di\u00e1metro. Las mol\u00e9culas de polvo, unidas a las de los gases, se rozan y se ionizan, se calientan y la nube comienza a girar lentamente. El enorme conglomerado, poco a poco se va juntando y la temperatura aumenta. Tal enormidad de materia crea una fuerza gravitatoria que hace contraerse la nube sobre s\u00ed misma; su di\u00e1metro y su temperatura en el n\u00facleo es tal que se produce la fusi\u00f3n de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-9\/#\">protones<\/a> de hidr\u00f3geno que se transforman en un material m\u00e1s complejo, el helio, y ese es el momento en que nace la estrella que, a partir de ah\u00ed, puede estar miles de millones de a\u00f1os brillando y produciendo energ\u00eda termonuclear.<\/p>\n<p style=\"text-align: justify;\">La masa m\u00e1xima de las estrellas puede rondar las 120 masas solares, es decir, ser 120 veces mayor que nuestro Sol, y por encima de este l\u00edmite ser\u00eda destruida por la enorme potencia de su propia radiaci\u00f3n. La masa m\u00ednima para poder ser una estrella se fija en 0\u201908 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 las estrellas var\u00edan desde alrededor de medio mill\u00f3n de veces la luminosidad del Sol para las m\u00e1s calientes hasta menos de la 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 style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/c\/c9\/Sirius_A_and_B_artwork.jpg\/300px-Sirius_A_and_B_artwork.jpg\" alt=\"\" width=\"300\" height=\"225\" \/><\/p>\n<p style=\"text-align: justify;\">* La estrella Sirio es la m\u00e1s brillante y tiene el doble de tama\u00f1o que nuestro Sol<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/bitacoradegalileo.files.wordpress.com\/2011\/02\/keyhole_noao_big.jpg\" alt=\"\" width=\"833\" height=\"555\" \/><\/p>\n<p style=\"text-align: justify;\">*Eta Carinae (NGC 3372) tiene 400 veces el di\u00e1metro del Sol inmersa en esa Nebulosa que la esconde dentro del gas y el polvo<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_TrXyItibEGA\/TAu5Rdq9MOI\/AAAAAAAAAcM\/b5R6pyFMHtA\/s320\/betelgeuse.jpg\" alt=\"\" width=\"250\" height=\"316\" \/><\/p>\n<p style=\"text-align: justify;\">* Betelgeuse tiene 1.000 veces el d\u00ed\u00e1metro de nuestro Sol<\/p>\n<p style=\"text-align: justify;\">Pero la estrella m\u00e1s grande conocida es:<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-JR9nXKf8lCc\/UAomISfMZwI\/AAAAAAAAAW8\/Ap-ETOOkRUY\/s1600\/vy-canis-majoris+-+ilustracion+1.jpg\" alt=\"\" width=\"800\" height=\"499\" \/><\/p>\n<p style=\"text-align: justify;\">VY Canis Majoris, supergigante roja que es aproximadamente <strong><em>2.100<\/em><\/strong> veces m\u00e1s grande que nuestro Sol.<\/p>\n<p style=\"text-align: justify;\">El brillo de las estrellas (la luz y el calor) es el resultado de la conversi\u00f3n de masa en energ\u00eda (E = mc<sup>2<\/sup>), por medio de reacciones nucleares, las enormes temperaturas de millones de grados de su n\u00facleo, hace posible que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-9\/#\">protones<\/a> de los \u00e1tomos del hidr\u00f3geno se fusionen y se conviertan en \u00e1tomos de helio. Por cada kilogramo de hidr\u00f3geno quemado de esta manera, se convierten en energ\u00eda aproximadamente siete gramos de masa. De acuerdo con la famosa ecuaci\u00f3n de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> (arriba rese\u00f1ada), los siete gramos equivalen a una energ\u00eda de 6\u20193 <strong>\u00d7 <\/strong>10<sup>14<\/sup> julios. Las reacciones nucleares no s\u00f3lo aportan la luz y el calor de las estrellas, sino que tambi\u00e9n producen elementos pesados, m\u00e1s complejos que el hidr\u00f3geno y el helio que, posteriormente, son distribuidos por el universo, cuando al final de la estrella, esta explota en supernova, lanzando sus capas exteriores al espacio que de esta forma, deja \u201csembrado\u201d de estos materiales el \u201cvacio\u201d estelar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Clasificaci\u00f3n de las estrellas\" \/><img decoding=\"async\" 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\" alt=\"Clasificaci\u00f3n de las estrellas \u2013 UNIVERSO Blog\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Clasificacion De Estrellas Lonnie Pacheco\" \/><img decoding=\"async\" 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\" alt=\"Ciencia Masticada: CLASIFICACI\u00d3N ESPECTRAL CL\u00c1SICA\" \/><\/p>\n<p style=\"text-align: justify;\">Las estrellas pueden clasificarse de muchas maneras. Una manera es mediante su etapa evolutiva: en presecuencia principal, secuencia principal, gigante, supergigante, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a><\/a>, estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-9\/#\">neutrones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>. Estas \u00faltimas son la consecuencia del final de sus vidas como tales estrellas, convirti\u00e9ndose en objetos estelares de una u otra clase en funci\u00f3n de sus masas originales. Estrellas como nuestro Sol, al agotar el combustible nuclear se transforman en gigantes rojas, explotan en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-9\/#\">novas<\/a> y finalmente quedan como enanas blancas. Si la masa es mayor ser\u00e1n estrellas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-9\/#\">neutrones<\/a>, y si a\u00fan son mayores, su final est\u00e1 en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5511000109532960210\" src=\"http:\/\/1.bp.blogspot.com\/_KPGO9SZqBnU\/THsBZq3Z1dI\/AAAAAAAACZo\/qQQnLl6QXFs\/s400\/vy-canis-majoris.jpg\" alt=\"\" width=\"400\" height=\"300\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Nuestro Sol, nos parece un objeto enorme, grandioso que, es capaz, con su actividad de enviar a la Tierra luz y calor (radiaci\u00f3n) para que podamos vivir los seres que la pueblan. Sin embargo, a pesar de su \u201cgrandeza\u201d, la comparamos con otros objetos celestes y, desde luego, nos podemos quedar asombrados de que puedan existir cosas tan grandes como<strong> VY Canis Majoris<\/strong>. Pod\u00e9is observar en ellas su tama\u00f1o en comparaci\u00f3n con nuestro Sol.<\/p>\n<p style=\"text-align: justify;\">El Color de las estrellas indican de qu\u00e9 materiales est\u00e1n conformadas y, as\u00ed se compruena mediante el estudio de sus espectros.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/laexuberanciadehades.files.wordpress.com\/2011\/10\/spica1.jpg\" alt=\"Estrellas II | La Exuberancia de Hades\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Color blanco-azul, como la estrella Spica<\/li>\n<\/ul>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-4OIcsBr_iYU\/TgRstLwnxQI\/AAAAAAAABd0\/qCZCmuuNIXw\/s1600\/vega_c.JPG\" alt=\"\" width=\"590\" height=\"393\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Color blanco, como la estrella Vega<\/li>\n<\/ul>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/bitacoradegalileo.files.wordpress.com\/2010\/02\/procyon.jpg\" alt=\"https:\/\/bitacoradegalileo.files.wordpress.com\/2010\/02\/procyon.jpg\" width=\"917\" height=\"609\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Color blanco-amarillo, como la estrella Proci\u00f3n<\/li>\n<\/ul>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/hijosdeevayadan.files.wordpress.com\/2011\/08\/reflejosdelsolenelmar.jpg?w=576&amp;h=432\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Color amarillo, como el Sol<\/li>\n<\/ul>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/bitacoradegalileo.files.wordpress.com\/2010\/02\/arcturus-star.jpg\" alt=\"https:\/\/bitacoradegalileo.files.wordpress.com\/2010\/02\/arcturus-star.jpg\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Color naranja, como Arcturus<\/li>\n<\/ul>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/bitacoradegalileo.files.wordpress.com\/2010\/02\/betelgeuse.jpg\" alt=\"https:\/\/bitacoradegalileo.files.wordpress.com\/2010\/02\/betelgeuse.jpg\" width=\"913\" height=\"609\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Color rojo, como la estrella Betelgeuse.<\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Otra clasificaci\u00f3n es a partir de sus espectros, que indican su temperatura superficial. Tambi\u00e9n por el color. Otra manera es en poblaciones I, II y III, que engloban estrellas con abundancias progresivamente menores de elementos pesados, indicando paulatinamente una mayor edad. Tambi\u00e9n evoluci\u00f3n estelar y magnitudes aparentes y absolutas y el tipo espectral con la distancia en a. L., es otra de las clasificaciones.<\/p>\n<p style=\"text-align: justify;\">Despu\u00e9s de estas clasificaciones gen\u00e9ricas tenemos otras mas particulares y definidas referidas a estrellas binarias, estrellas capullo, con baja velocidad, con envoltura, con exceso de ultravioleta, de alta velocidad, de baja luminosidad, de baja masa, de bario, de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-9\/#\">bariones<\/a>, de campo, de carbono, de circonio, de estroncio, de helio, estrella de la poblaci\u00f3n I extrema, de la poblaci\u00f3n intermedia, de la rama gigante asint\u00f3tica, estrella de litio, de manganeso, de manganeso-mercurio y, viceversa, estrella de metales pesados, de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-9\/#\">neutrones<\/a>, estrellas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-9\/#\">quarks<\/a> (hipot\u00e9tica con densidad intermedia entre la estrella de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-9\/#\">neutrones<\/a> y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>), estrella de referencia, de silicio, de tecnecio, de tiempo intermedio, de tipo tard\u00edo, de tipo temprano, estrella del polo, estrella doble, estrella enana, est\u00e1ndar, evolucionada, etc.<\/p>\n<p style=\"text-align: justify;\">La luz proveniente de la superficie caliente del Sol pasa a trav\u00e9s de la atm\u00f3sfera solar m\u00e1s fr\u00eda, es absorbida en parte, por eso llega a nosotros presentando las caracter\u00edsticas l\u00edneas oscuras en su espectro. Las l\u00edneas oscuras del espectro del sol coinciden con l\u00edneas de los espectros de algunos elementos y revelan la presencia de estos elementos en la superficie solar. Las longitudes de onda de las radiaciones se indican en nanometros (nm).<\/p>\n<h1 style=\"text-align: justify;\">El Sol<\/h1>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Protuberancia Solar\" \/><img decoding=\"async\" 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\" alt=\"N\u00facleo solar - Wikipedia, la enciclopedia libre\" \/><\/p>\n<h5 style=\"text-align: justify;\">De qu\u00e9 est\u00e1 hecho el Sol<\/h5>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La posici\u00f3n e intensidad de las l\u00edneas oscuras del espectro solar han permitido establecer que casi las tres cuartas partes de la masa del Sol son hidr\u00f3geno, el elemento m\u00e1s simple. Casi todo el resto es helio, el segundo elemento m\u00e1s simple. En suma, entre hidr\u00f3geno y helio suman alrededor del 98 por ciento de la masa solar. El 2% restante est\u00e1 compuesto, aproximadamente, por la siguiente proporci\u00f3n de elementos: 0,8% de ox\u00edgeno, 0,6% de carbono, 0,2% de ne\u00f3n, 0,15% de nitr\u00f3geno, 0,05% de magnesio, y, en menor porcentaje a\u00fan, hierro, sodio y silicio.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La estructura del Sol\" \/><\/p>\n<p style=\"text-align: justify;\">La composici\u00f3n qu\u00edmica de una estrella var\u00eda seg\u00fan la generaci\u00f3n a la que pertenezca. Cu\u00e1nto m\u00e1s antigua sea, m\u00e1s baja ser\u00e1 su metalicidad. Al inicio de su vida una estrella similar al Sol contiene aproximadamente 75% de hidr\u00f3geno y 23% de helio. El 2% restante lo forman elementos m\u00e1s pesados, aportados por estrellas que finalizaron su ciclo antes que ella. Estos porcentajes son en masa; en volumen, la relaci\u00f3n es 90% de hidr\u00f3geno y 10% de helio.<\/p>\n<p style=\"text-align: justify;\">En la V\u00eda L\u00e1ctea las estrellas se clasifican seg\u00fan su riqueza en metales en dos grandes grupos. Las que tienen una cierta abundancia se denominan de la poblaci\u00f3n I, mientras que las estrellas pobres en metales forman parte de la poblaci\u00f3n II. Normalmente la metalicidad est\u00e1 directamente relacionada con la edad de la estrella. A m\u00e1s elementos pesados, m\u00e1s joven es la estrella.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/animalderuta.files.wordpress.com\/2010\/10\/188091main_d-protoplanetary-082907-5161.jpg\" alt=\"http:\/\/animalderuta.files.wordpress.com\/2010\/10\/188091main_d-protoplanetary-082907-5161.jpg\" width=\"516\" height=\"387\" \/><\/p>\n<p style=\"text-align: justify;\">Un equipo japones de astr\u00f3nomos han descubierto una fuerte correlaci\u00f3n entre la metalicidad del disco de polvo <strong>protoplanetario<\/strong> y su longevidad. A partir de \u00e9ste hallazgo proponen que las estrellas de baja metalicidad son menos propensas a tener planetas, incluyendo gigantes gaseosos, debido a la corta vida de los discos <strong>protoplanetarios<\/strong>.<\/p>\n<p style=\"text-align: justify;\">La composici\u00f3n de una estrella evoluciona a lo largo de su ciclo, aumentando su contenido en elementos pesados en detrimento del hidr\u00f3geno, sobre todo. Sin embargo, las estrellas s\u00f3lo queman un 10% de su masa inicial, por lo que globalmente su metalicidad no aumenta mucho. Adem\u00e1s, las reacciones nucleares s\u00f3lo se dan en las regiones centrales de la estrella. Este es el motivo por el que cuando se analiza el espectro de una estrella lo que se observa es, en la mayor\u00eda de los casos, la composici\u00f3n que ten\u00eda cuando se form\u00f3. En algunas estrellas poco masivas los movimientos de convecci\u00f3n penetran mucho en el interior, llegando a mezclar material procesado con el original. Entonces se puede observar incluso en la superficie parte de ese material procesado. La estrella presenta, en esos casos, una composici\u00f3n superficial con m\u00e1s metales.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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lmChqchp1Agj6O9B4W5pc8p1ApZSdTYmcHoROcVFVwl3Uou3qw3mWwPsVltUEMMR2n7HkalQwUcQC+ol2ABHpnswx2Fb+Jb\/Kv\/AJj\/AKVO9wgCUnWglgWBDgEkT1UGkdCnuzP+C4f\/ANyP+C\/+tZhJ2BpIJSDvMw0Bv329KnpJbU5AYPlh2cjHSm7wICNQEpdLFJLYGppwGmab4ZAZiTq\/Ts7+v3Kp0GhE8KWkS5AbqCIPaj3XCi7vILl+2Rn0ptdsBIDHrj3ns3123GiDDYOejHBmWdj1anoWwHBXrYX\/AKiCtIBEK0vBYux3Y+lCu3SFOksZDjdwxL9wS\/nRri+cEoBO6WYYiA3ShcbfBVcKbQCVSkAkhHlAGTuGD4xWsxNKBqJ5ksHdXMDEYG6ofuKYXcvXRcuKKlEcys\/xMkqJ6OEiqZPEQWznyb+mr3FMLvs4T8pLgqAdg7SOxnalQwa7eUnTpcASJdlQ5ABgwPYVPhVuMgAmU4hIzqLyZjrSoUCjuDiegns5emOHsnSDqSzFTOHgsx77t0opegLCwpkhwCmexJUnciWBSC2PemFKylLFClBipLYwMlssz49K2niNZZA0pUA4JcApSA8JcGC+czQVKbmHzO7EP+rvvmrRVonJ7Li5warIRqSEqIStKg0Bo\/hyDJfpXY\/hG0hKCorRqZ20T9UuXie1ecouuJf0GPRpwY7GrPhvF7jkFyQNIMwNJDNtuw\/lSzg2qAmd\/wDiPxlGliEkkRD7dxXmfGJK7khJ\/wBrAfVvvvVl8XWtIXGAVGdhLR9n0rXBcRoUFMCAQSCN9s\/cmm44YoSUrZWXOAUBo0MrKW3cAsdonAyaR+EvSkLJKJKU6o3D6Zaf3rtvxDxnxwVBCBCTGmQYjrImubNgsHGJgD1xWivRstCd1CQk5DkqH5nDNqhmHNKdzOIOko0hXPrfdiliJLFy7tuX7U3xy9dxydRiSwLAMByxhuv60G1bBfCRJ5i\/dsBzDQ3pRj0aTJcNxCA5nb06n1q3vXQbfzjck47npNc0uyr+HEuf2J\/Spm8pSdOwiPv7ijJX0BHXeH3VK020XNSEqIdi6gccpIPt\/dPxDwy0q0butPxNQASxDwWIKQ7gkHu1c\/wAVqSxdnJHQCX9nrXjXFrOpP8ACVcsTu30NRlGpFI9HP8AEhPxSytCFEghL8qSZDtIzDYGDSKrTsEzvjBOR1OM0\/esjRqKlA\/wkJg5cKU8HGHztQ7AJU5UQcjb6uGiqJGZJPDgde7tEYz171ffh78PXOIVpSC4Cu0M4+v6Cq+3xBB1EJUou+qXKhk+Tv51LgfELlpRKVEcpEeRppxlj+osWr2W3D8Vf4W4pNorGp0B4JfAYHOMGqTjVKWpeoEKD8uwbIJJeAD1NRvcYpTaiTpwO5PXyFFu6btxA4cLCiwYqclZABUIGTtSVTCV6AXBYNHkXcsfMPS11OpRgDJ2HdgMegpnieH0KLF2JAPlu2RWCy6CqILZD+2en1zszAivtukumNncx7fvWtI1H4eqRDthperDh1FBKkkA6SPQwR7GhcVwfMEpStJJYa4338nEwM1OWmOhK3bX8QBD6gXDCXTIZnmKL\/r\/AP3PY07xXCGyULBlkrEMxIdgQZbDjpVn\/wDWHFdLX\/wp\/wCtRcn4Ol8iBtKIKgkhLtiAS7D2B9qa4dWlq3Y4f\/TSokOYYGd5LjEER07yTw9eq4EFgCoAkAFpziWnfpRTMy2\/xPxk20uWSVBnMfK7bAE9Jnyq0T+HF6dZS\/MTjqO3lSfBXAb0SAWClABwmHxEAD2r0vhfEwvh4SGBbbpSPWrC39Hm\/iPg51jSs3FlICS6hIAADxzCO2KoPEOHCFJtmyUqSkuFmVKIPNAcNBAc47mvR\/GOALfE0gpPQAMWicZrzbj7K7lxTJAkAdZB+VsiJLfl60qlfYyWivKB8rYeQ8+hwPQZqJPq8fpRrdopVzN1I6xAdJ\/SoKP+3A2yT3M7EiGwC2ao3oVIklyyRvlvSO+KOhJ0sXkuEiQMgv0Ialba1BT48mG0YHv60e1xQcAgNORBIGMjo3r1AoKYXE7f8OeEqSj4pta7YYKEjL5aTsYeqbxYAqGm2U9ROREPMx6074X4iBwxGpQdZdIaQ3Kzl2dwS3vVaL4MFOVDnYunLgAFjsfSrcTl2yU0vAaEFizv5bHf72pm2hi7KKcPgHvj7+lL8PqTjdnh\/Jjs\/bIenuDUAg8oJIaZZmwNjmdw9XZIsOI40rt6dKSAokrAkkhpPSHkVrgwT+UGSFOcAYbHlvUPDrLFLpfBIw46e1XnDeFqMswiJyp2GP70uSSoRp2A4Hwpd0GCWBxkAPjpJqPE+GgQhKgkS5gn9varqzw67SlJLglx6Y9opmwAlwoB2aRg9mNSzd2PSo47ifDyw5fXB2+mKje4dRUU6Qk4PtJY7nNdXdsJLpUCCcKkaQP5v9a1b4S2kc6uYpURGwwYPnQfNXg6g2cl\/grhBQmQS7ASWch2D7kz0HQUorw5QthfKx2BmOo2eS\/Y1a8fxjKm4TAA0jZsZHlVmbXD\/wCHhagoKDQ0DrPc70Jczj4MuOzhvj\/DD\/xSpOOjflL+Tj0qPE2Cq3qJTCiCUvLNPlv61Z+I8MhWkpTygM\/UuS5lnY46NW+EtOhQYY+\/XtV6tWJdaKK34d8ZTghKUhyS38IyAA5jEOd9zQ18KxKQCIf0AeW3Z52qzu2UgGQCNi5Jd5G0MO8+2L4PQhKlAssEjzBb79KdJIRsRtISX1PjIY4G79S29RvBJTEKBlzkEbBmDN1lxR+F4k29TbgiQ4PQkdsju1AurKyolwSXg77mcvTMyB8LYCVrQu250KDFWkpIS7uckNjfGSKUsWdyWbbLkEQekOXI2rovw1wnDrupF5S0pO5AMiXB2x+s1DxNdq2FItSoqP8AqSFFJDFJ5sHJqVuxypUgBLJUk6uz6Q5ySkF4SY2PpSa7ZAf9R9jJ+lMBWltQMyPsjDfzrTkhpId2liYf6bxRZkC1QQW2kbRj73FCu37ykhytSEEs7snVJ9803pGlQ0zE9Gf6+Z60veRqUQ58u7dMM4bsG6VOUbGTIX7uoaVuopA0sdjODhxOMs+4of8Ap9Lv\/IfyqVqwNYS8KIDsIB3Z2djh870x\/l1383\/9E\/8AepvjQ+TD2\/ElfDWHAStQe2mHI1MRGEkgZcvncWv4NVqvJ0qQkgE85YQHEicj9KoVoSEDGokgiXDMxDpYDIZ3gu0U\/wCDXVW1i4kOsF2YMRu7bZ9OlIxi5TcPxVayOaSRO79RneuiteKf6cBioszCCPlIIbO\/XpXLW+PZuR2Jx0MEO7sz5\/c0yjiA5ckJIgJ8oEnqznzpVG2FtUdPx34gumwkFhpJDPMZdp6Dv6VQ+H8T8Fab5NtbkjQo6iGAHN2YlvJqVuTbTzguS6ZcYMxv5nFA\/wAOpI1aXEgPh+75Pby9afiVE1OhHjLuskhIEvA7\/QVZeDeH27oUFXUIKElTkFziB+3maTt8Ixkwd9v61tSRLEJZOOvbzMnyoT1HQ8e9g79lKVaTpLeeQ+T\/AC7Vu7ZR8MaUAqJKSdJLAEMUqCmc6mIbpM0G8NABLY\/hn+yqd8KNgr\/1CdIWIEKZ87gYw\/6VCUlWyqj8C3AuYAl37AbbuJf6VY8RwKrYSSJKdbFjyqGd2l8yIqVu2ELUAWStTc2zGCW8yPU+geO4tS9IOEpYF3wXmYzgdoro4m8dkeRK9GrdgtyuQQJPXd276s7Cm7SQ2SAW\/q9LcOSQAASVbD6DEn+lN2QHcw22f7SPrXQpEHE6DwJKRq1FTSANIJdJS8kOP1Hqa6u9ZSpmKmYdDgffvXG+Ap+Im4VqSNMgES8YUACT612vgvDAJBzu\/wDeueT9Y1eIndsJIDO7S7ddvShLBU69MBMgBm2D96RsXP8AV1LBLaoJZujUhxH4gAUoSNJd3yM49Nu1Qny40VhxN2N3OIKDAIcEEdAc59K57xG+V7lwO5E7yY5WHoKsuJ8TFxIWAdJBZn8o9Xqv43i0KlKU4ADbYmNy2\/WumCi9kZZJ0ViCwbeJaQQX\/c\/SmeN4hS0lSiSSqdtgJhsdK1aOHcbzv5Tjv51rxBJdtT4U4chyxwRn+W9XpWScmVy7R+YPBZ9n\/tUFX1BseR9fp670da0hKnKn6MGMy8x7Ulcuru6UlR0iAOj9Oz1TsAtxfFKuRsDjOekO3rWjxCiEz8o5Y7+Xc5ptHDaQIkn3HmJrBZSUjYh3fBGzNIo6DYhetFJY5wwIP6E0O8kYSD+42Z989Nqf\/wAOgwDJbIYB3eXPbbr0oClqTqSVEQ0EAEpaC3zDlEdZncMKEuFuhK0qUkqSDIch37jH9N604IKgp1BT6SkM3WTM7NU\/hwWAOC+W\/lmaX0MRgd\/6UtD2ad8OP6b1u6kpCSH7q2cF4\/Vz1EQ5Ku4wCS3KTsHc9SztAg4ls07fv2zZtoCSFpUpyCGIUBszvG5OdqVmsSucQVgJLcoYHoComSMyrJc0re+fSGUSWBfLnqWg52zT\/EWbfwyoKIU45CMhpILk\/NjtPaqW\/k57N1pLGomlekvG+4yPUuJ8jNRc\/lP\/ABod7UzuGcw+MPGz\/VjTv+S8T\/7W9\/8AEr\/rSNjpAbKSTmTuTJfPnmrG1pYDrk+vlEedO\/h0izdRcUnVpLsWn3EBuxqSuFCiTA37VP0bw1ZLqgMCYxgdw3STGKa4qwQWLREdu4g7y8xUeHsB0hRUZMCW3hy0n7mn+H8PKlaRzF2YHV2hs+lOmKxWzadBOoQQG3ILuRGzDffvDXF3hp0IuKKGBAPKyywMOQYHakeP4kpGkYCvqI3FKcTxBJVcBSA4dIw\/Vn88QHhopXybCoaLDWV6QpWGTIdk\/sAdu9LcT8xIae3XzoXAcYFJLjSQd9\/Ssu3dnx129NnoOSYUmZxPGJNsWyhEKPO3MQwDFjiH8yaHwVlCFk6uQNzMoSQSzAE5BFL3tKeshxgz37Zoa7giGfqNtvvGKhKKZZSaL\/xC7Ye2bJWAAOZTPq3LCQ0e1JX7IPyqdg5JDS0gZf770rbQVAAdab8Q4Q2kh9WsnlKSCCMnDEGU\/XFWyS0Txb2LWuMIIKeVmYhTnUNwRhyCW2iut\/CVm0sLNxQhCmd5LYkMc4rgdQY0\/wCCcanWpSoZLpAAkhmCmIg7nNLn4Zxs6u0oouaUaSzlw+wd5bo9X\/hviCtLAkCGHtXGWeJQQSolyGSxHzQxPZverjg+MVZUliyg7uAfLZ5\/cV0tJo5nadltx3iQtoWpUsCZw52jvXA2eLK7gIDlXKxlwSw9Q+RVv4vxBWn5mdUkiJnm2Z2zXOCwdI65B++9cvJx\/tR1cU\/1s6DjbpttpJghJfqSxZqtOHKVJ1Tt\/Lz2qit8Pd+F8Qh0JWAegJG47+e3eneD4q4CzEF8MXnp7CrcaXhLktrZaWFgq+V0j761LxpVsk6EaIAaTtQVcoIUC4LEEMzZB6UO9xAI+Zmhg\/7nefYV0Jbs5foVt8C6STBYmd2Zgk9c0VFtKQCACeihnBdsZBHlUl8Q4CQqB1+uNnqJAMA7EzDw\/XtHnT\/0F\/BHUlKnYOAcsQ\/YAMR2IpMkK3CZbBgbnePfei8SvUl51CNmAYAMOsUiFs7uDiduv7\/WsFGXEpYEEu3QQX2O4Zuma0oBepVxatQHLDudwZ753rSnCjAeTMbO7eUgbxmhXHYqbkcAqAdiZE9WH0NZjIjevbp5S2nliGYv1eX8ztVffk7AHYbfrTt3iFLCAdJ0p0pwIcn1LqeaW462yhzAwDBcB5b0diNi9LY6QaxwiTb1BnchiWxpPL6P7hnrfiPCaU2zjUCpiSTkjpu2w88UA3NMFwU7COYEz5h2etcVxi1aSsrLJZJLnqzOcagcdDSWxgZQSAFHBwPmbfyAyxb5j3oVzhiHCo0HSSoEAHYMzvCoIqWlwohY5S41FlHuA5mJnpSfFXg6jkZgtO2ZLE\/eaSTGSJ8QUlKByhhJSC5cwDLEgCMUnqP2anfuwSFEkq\/NltzGXOT3itMPyJ\/5j+dSc6Ho7ziLSCGQFFQzAwN+sASOz0HheOFtwZChpUP0PoWPSjeGcMVXC+sgDUspzobmz2NVfiBTqOl9Llny3elT8C0O2uIY5Y\/e9MJ4gAuIIx\/WqRF\/Ab2+80a6oMCCX3fYz7xVFsVmvFlQ8MQfvGaXUj5X1GBmHgNHl+1Dv3cQWj161gWoOCGcuHAxIg++IjtUJR\/Yqno2tMwGjH7\/AL1oWVEhySBgPAnpR+H0qMqKRk56esnD96JbJLgPpBJAyw3f0A9qKgjZC3wRk5A\/c4no33lVdokFZYThs+0Q496d428ySBtJLiRA8z5TSoKX5WM+f0YH6CkdXQyvse8BXbTeR8bWEOygksfL6VrxSysl0pWEH5dWdOQR\/wCO4jNAuBJQSFqBBSyVB3g6laobmeO\/akVq2B96FemvwJdukBQAYKYs8Q2ZnO9H4K0eY6m2HUvsAMQTHnSqlOCSkEkg6jkZiCzHy2GKZ4JOqSTDN6d+wAFNFXIVukWqdAggKURu\/LhmmSG3ppN1SfmVDMxO3T9x6Gq3jrqTypHM+QXJPt5Y6UG1xSTJlhHcxH69a6VOtEXGy\/ACklKgG9nIkfrQrlyRILsO0CPUCHo\/+ccKeGSlNtSboedUSwbHR+mK5O\/xRBiACWn3770JT3Zox1R0\/GcNrUNKg4Gop9ukYoA4liHLAH9KorPiC\/OrE+G3zaF0JLOXUSACXSIx+bE7mlzitj4t6LTxS6UlJJLKGoQASCSHg7tVfb41zBPc\/wBu9PXvBuKvWPjL+IptKXMwAQAOzaaokoUgtI0zJb1znEfyp+PksSUKOhVfGUjS8gP03HsagniSCc9Q2X2+tVFriiExh28v7\/tTAWo7gDcgjYYy3dt66U0QcR\/h7+gkkIVCvnBYwQ4kTlu9JcXZUlnBDpCm7F2Oeh7UbhOGXcCikOEAqOAyRv1377Uvcu6dQcMZDpyxwHxklu1b03hG7cdcrKoYFUx9fSieMcFbQWRdC4ThJb5R13egAhTkl1NqncuMl3kP3fzcZcJYLKRoKmHmAHGXw3uaV9rYy6K9RLvJ7\/19KxTNHbOXHTtJqw4m\/ZPxCE6XbQl9TdQ52+uO9VJX7Y\/uPUe1Cw0GXcVbKVJLR\/CRu4OMPMGWNILuh+v3mjcVxZVmTueoYZ8gPpSRlzqSAOvrsA+zeoqM5UUighuggCAXyX6Bo8wfegcVf1F2QIEANMdsv971BKxu57YnoZwesUDUJJhtv2zipOVj0EKDMY6EHZ9u1LNT\/hHjCrCyoMykFCmAJKSGU2p2J+jxsKY+La\/9E\/8A7Nr\/AKVO2GkdZxLAqWg8oAhSpVgEBsh\/pVeuA5DuHzh9\/rW7aFKCySQEAEsdQdbad4Daepcew03ZJCQRkJZwPq8Dr0opjUG4d16UMkMCQVcsN+bcBiz71HPmdyWc+ZI39q1w5Cgwh94fOT02z+9T43TbW1tabgAEkMDDkT6jvtTZ0LiLaIEiYbzrVywpIlLapBLyB0mQevaKILvKMmSd\/Zm2z60W7fUoDWSQkaQ5wBsOg7UJS+QxiKWdQzvTaOJZJGkFgSep9e386DxXGoADJaGnyZ\/UvFQ4biUanKNTHqzgByWz\/Y1P8nwPgQ4per5UlEBKuYnURn0J27UNKgGGnGcOes+tW3il6yu8v4dtKApil7g5X\/3HlaXL47TXNcdxYgJ9fN\/OQwy29K5UGh24AXkBt5n2Hb6jvUVqSGkPiDjz83qss+JHSUpjZ9yIgz2+prLqi+qQBMlzIcOQBkzWUmwaLe6tPKzHr7+Q2o\/DXAljpcCWJYKCZIdwZxEzEsKq7VsqVpC7ZJTry06SopdQABGG3LAPFFt2ypiCNyxLYDkzGxro49k5BVF3MeT9aZ4a1eKTo1aUJKjpJZIUyVEth4B6xS3CHmS5Gl\/4nbOwY11fiPhdpNi0tN+2SoHUkOGDvgD6NmtPkUGl8mjBtNnLfDEOZzH7xmBP60PibTEOch\/cAiRt\/WBWrt3SQxB6MTly3TeaDcuHVsHiDA9Tt\/WqSSoRFv8AhzhRdvJti6m3zQpThvUD7erLxjxa6hAsfH1pQpTaVEiGGryzXMpvBFxOkoLMNRB0l9yFB4fptih8PxJc8+nlIeZjHLM46dYrmwbnfhbNY0dBw\/4qvpsGzrJTqBzmD\/SkjxKDrK0F9OkSUssM5UC77ho9MVVqBA3AJzsWy2x2+lMi8EtocEPzbqEgQ5AiI+tdMYpEW7JmXIO5MkCPUyTNN8JxLjSSyRJD\/UDdVI2ACGhycn1jp0n+tGu2gcEl1H+m56n+tOmK0OW+LOkgET7++aJwvEKWUJE83KJycJHRzSJtLSSgpPL8wbG0vjNLXQpI1aS2H2J86f8AJoXAu7AQ9xNxegpSyWQ416hB3bMyYqvXaXpFzQooUSAeuliQD1ke9J8MQu4kFYtgkc5flnJ0h47dKJ4fx6rQuhK0OUFIdJVqBIBSmIJDlz02JqcpvwdR+SPFrKVaS+sQQRIU7aS+YH17VG9xfxFHUACVOSAzZ5QEhsn8tK8QvVrUQAVSnSGSJchPlhsZnqqsFJ0qB2LYLEOCH7H60HI1BVqMuFPLmfV\/efOgBbPkFoI9vYg0U3ANXLDuHAJc4ClBizPiHDtQ7V1IZ9SoIZwM4aCWyTjOzOeecrKJE7thQRrZkKfSVj5mYHSWGopLO2PegXEBKihZYhQBUmdIEGP4urPtUr15CdQAPM4ZYlIfqzEmJYM3egWwpWogEiNZ8zlR6amml6CO+HcDaWV\/EuFCQhSrZAB1EOwURjDndtpFV2o\/k+\/em7uhaQAVpe4WQXUhCSNjKiXDHlwBVbqPQ\/T+dZGZ1nAhOlepZBYEDS+ouId4hy\/arPhrmlCiFh1DQUhwWYSWABGzHJ23qjtk6Vl0jSxkyXLMnq2aB\/iDl2lhmf2iPcUMhqL5F9nAbmDF+mf2qKlguTBH2YAziqJN45DkiY2AyTuBiaEm+ouHEB5Oe3n2oN0HRdLvgHL+VD8Q406m1A6QwIMMOkCqc8USQ3kPvzrOJ5VFJEhwWUCHBIgpcNjcvnBpXsKdDt6+YKgBBIfdixjq4x+1D\/xb+QjaPTfekl3VKYEks7ByROWFHRw5SxUmHTJLQoEiMsWd+3ejGIHIYv8AEpM8zbSHacls49jVcu7hRAMNJJ8nYxBgf7Z3priEgr0W0u\/KJKiSwDhgl3U5EbzQFpGEgpky5MFmTIEgavP60sjGWwSATIACdgew69WJ2HZhNQfoD3j9TWl2tABhyzAF2AcEkHBJDts+0VtKe8+f74yfpVYdCyDWOI0KCkEhiCDhQ\/8AMAEHyoqL+okqVJcknBh2gZJee4xS6NJDyCGZpEZeY+tTu2kgJZ9Uv0ILaWGRHWqK10KWFm0VKSlDLWrAS+ekj+jb1G54gvSA4bpB3MdQJpT4ZwJ\/qw\/UgVllp1JUWBZvq\/lJ9Kr2tifwN8RJEJIUB8xVnLwRkggMOnehkuBA6E+fmW2NaKFKUyUK1Ngkknv9R7UXhOHUtKlYG61PpwSxIBklMDt2rPaoyIqS6VNpDqwfmAnBwxeZztTCPD1JtC6QkpWopB1B3SxIZ3EETUrqEaQUwW5klTlXMcQAGGmPXq0Lozsznq4duVoPm+1K6QeyK7ekBQboQ4dxLs7gSA+7Gp8KbYlWohSFDlAhcsJyPlJImW817SdUQMlyWeO8PG2cUxc8KuJXoKFBbCGnmAI9CFD3ofwxtV0nnlyc9Tk+sijfGjvl+nYTjv8AypVCCNo8vSagXGdw8\/eGrZMNIaWtiO8mdv23zQLpBGWbYu6nORsCzZO29Su2vlKValqU2kDqxBfEkkNs00pdLu0NgEsWeGHqIBoZmogbhSWkH2\/aoEkDVPMPJxv5h3B2d80JZeX+v29ZbHl9\/wBq2QKG+F4S5dCyhOrQkrVIfSMliXLZh2DnFBVeI1JB5SQWUzkD5Z\/8sA47CMtHmEsXd1Y6jY\/WJFNXeFsIuKSq6CNKShaOZIUWLLcOQASCwJcYNLKYyiV1u2VKCBJMSoAP5uzd3rVxblySCSXZIgDDBx0ameBSHkEsC0kAbgxLQYcGXcVPibwVbShNsawVOsFZUrWwCGL4Yt5maW1Zq0VyjzEh1CZJPud4z50K4xwGH9T9W8qncCQBuTJPQFiG75fPpUUpBKY\/qfX9KBg13jlaVW0ki2tWrQ5YKkDO7Eh5gyXektdPK4C4XOjSNeliQEpJBUE6lHoDk\/rUf8vuflR\/8iP+1DRqZYrWlh8w2VgxEpxOYjzpeyAf4mVGkNCi4gklgGJPpR12S7peJjIaXiQAJelrrSX1Hyhz1MT6EUrHBqW4cjED1x+5qJuEmW8gP28xW1pUXJcgMHzswD+QIHlUCuAH9oxiRnNAxoTiiW1wRpBiT0DiegmP\/IjyGxEvj95Ddoz3HWpBLuXnvkl9ozLzTWwBMEOGwekEAx5g1MBTbs+3U\/2+lCtq0l2mCGIyNyCC\/lV5+HPC7nFXE2EaedQU5CQdTSHZ2khsb0UmwaK4XhoQnQykqJ1gq1NDDLAAgkMHdRpcqIJkfq\/31q48Z8JVwyloXp1BbQXLB3xDP6xVPc8iOn7fSnwoGRK\/fKi7AQByhsJCXYbkCTuXO9SF7AgAbhMnL+eWzsKEhwXBbyoyLLkhLnpEmYgPJ9f3rYmslwzTzJcCAxc6ssUxyyZIBHXFTUPl2cS4jzjIZnh3egoXzOdzJ88nM5en+I4NfwEXSGSoqSFFQMiWCRKRLTDqNNqIOwF\/jypAQdIShyAAx5jIBYk\/+RgA+RXTfLgsDiDL\/pvUbVwoKVpMguIBkecGdiOlMcFwfxVJQH1EtCdUAAksJgBRYA4HnWybNQEHp5\/b1Y2r5kPcVbSCEh8EuQG5gBqLkbh8PS\/wybbcvKoy7E\/KG0ln2L9+1CXbYkHo4cGXww9X+2qwgdPEDUCQCHcjD9okelTv3ySE6lKSkMnVsHdhPKHJMHc9aVtrMZGQ\/bo3qff3ft8RouJuDQVJIPyghwcMQx8hFLJWFM1aQkmNWNyDIEswkEyOjtOasrXDFSZUBLucnZgejbf0oPD8eXKmSiC5QGfUS7ttLRgQ1Vt3iVFXzOBCejPsDtv61FzcdFFFMvOK4d0iCOpJgmBEQSAHc7VVXbaicl8PPtTVjxW5oZSlLQD8skaoZ5ADsZd+U9qN\/jwhZSpCUrQSCILKBYvl98e9D8uug4CXH+HLtlMK50wEk8zuAA4chwIOfrVZfUQSwKRqjZiMT1Fdx+KvH\/jWrQKUJKEaAAkbEvOIYf8AKuEvlzlzsG9MDEVPjk5LY04pPRvgrIXcSgrSgEgFZdkgs5LB2HYVJZQlRAYgEzkEQ2WLEjfAV5mlUECXBcEGMO4DuGyxj9ay4oaUtmSXhm2yx37y3R2EC2FMoFh1TqcDzJj37VnDX16ibcEJOGB5uWNyXVDS3kTQr3Gg20o+GkKSonVzOXAGkuWYNEbmmeE4hdi4m4l0rSkXLanAYfNqkS8sIkjNBfYS+\/CHjSeHWpSk2CyFsLgPNnlDCCXLP0MiqHxDjE3FJKNKXM6QEsSepIGG8utDu8TrV8RZUtb61uHDRDH5pLHADbvSGp4aSfV+1KoJSsLk6oIq5kAwT0Z+xDtBHpNat3VIIUk6SkuCCxcGCmZYg4oSlSAduWJacxnJNHt3TpLHlChB0lTO\/K7K7sGEzVBDd26SkFR5kpKE806QRy6cpEqzmhfAX+U+1QgkgAl\/lJgickB9nDTntRv8tuflPsf5Urkl2FJvos1yAcOkmOwP6tNIbVlZWfYSHxT1jptHbG5960oY+96ysoGJFZJcyT9701fRoIKSRA9Hd\/0+tZWU4osVnqZDegZh5QPYU34fxKkLQpBYg5HnWqymQAl\/jLilaisuCZfrB+lRQAWgQB6xvWVlOYxQiiX7enH5SfZRTt2ArKyg+zAbhdz0YR6CtG4VAk9vr\/asrKR9oIJw7sPKrK9xqxYsohmWQdIcOpjzAOQQN3bZq3WU\/qALkyqTBYep\/pWgZ+tZWV0ImwiQxHdTfpWyIcRgR0L\/AMqyspJdDIMr5i0eRP7zRr3CJTbSoPKUn1Ov\/oPrWVlcnJ4XiVNy4VEOeg9KAq8rrgN6VlZRQrD\/AOIUwSS4dmOz9O9J3LjnAG0P7yc1usrIDIp4hSQpjkMfKpXYUU5Gkmf\/AMNX61usogFRdMF56\/T9KlZz05Tj1rKysY0viCzMPOXGMT\/twXHMrrU7doKUEF2KXfeUP+1ZWVjAlrOerksABnYCB5Co6mJ3brWVlYxPhQ+qSGSS4\/2pUoT5pFS\/zG7\/AOor\/kf51uspWk+wptH\/2Q==\" alt=\"Estrella - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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alt=\"El Origen de la Diversidad Universal: \u00bf\u00c1rea o Heterogeneidad? | Un ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Pl\u00e9yades (astronom\u00eda) - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Estrella - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">La variedad de estrellas es grande y para los estudiosos fascinantes. Tal diversidad es debida a la evoluci\u00f3n que desde su formaci\u00f3n tiene cada tipo de estrella en funci\u00f3n de su masa y de los gases y polvo c\u00f3smico que la forman y los que se crean en su n\u00facleo (horno solar) a miles de millones de grados de temperatura capaces de transformar materiales simples como el hidr\u00f3geno hacia una gama m\u00e1s compleja y pesada que, finalmente, mediante la explosi\u00f3n de supernova (m\u00e1s temperatura), arroja al espacio materiales que, a su vez, forman nuevas estrellas de 2\u00aa y 3\u00aa generaci\u00f3n con materiales complejos. La vida en nuestro planeta pudo surgir gracias a que en la Tierra hab\u00eda abundancia de estos materiales creados en las estrellas. Podemos decir, sin temor a equivocarnos que nosotros mismos estamos hechos del material creado en las estrellas lejanas que posiblemente, hace miles de millones de a\u00f1os explot\u00f3 en supernova a millones de a\u00f1os luz de nuestro Sistema Solar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"C\u00f3mo se puede calcular la gravedad y cu\u00e1l es la gravedad de la Tierra\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ6YrzQsavrHhfOz1cW-G8dOFOlp9vyKpdsw4cPgmM-wZvJnfSI&amp;usqp=CAU\" alt=\"ELECTROSTATICA. - ppt descargar\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQVB0ekLu7ay4AUgU7tbtOWmoBuic0n7kJaFgB1YInhfwkREWFQ&amp;usqp=CAU\" alt=\"ELECTROSTATICA. - ppt descargar\" \/><img decoding=\"async\" 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\" alt=\"Fuerza Electromagn\u00e9tica: El poder de las cargas el\u00e9ctricas - ppt ...\" \/><\/p>\n<p style=\"text-align: justify;\">Pero el Universo se rige por lo que llamamos las Fuerzas y Constantes Fundamentales de la Naturaleza, tenemos que decir que, precisamente, estas constantes son las que tienen el m\u00e9rito de que las estrellas brillen en las galaxias y de que nosotros estemos aqu\u00ed para mirar a los cielos y contemplar su belleza.<\/p>\n<p style=\"text-align: justify;\">Las constantes fundamentales (constantes universales) est\u00e1n referidas a los par\u00e1metros que no cambian a lo largo del universo. La carga de un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-9\/#\">electr\u00f3n<\/a>, la velocidad de la luz en el espacio vac\u00edo, la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a>, la constante gravitacional, la constante el\u00e9ctrica y magn\u00e9tica se piensa que son todos ejemplos de constantes fundamentales.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" title=\"mundobrana\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/mundobrana.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Las fuerzas de la naturaleza que gobiernan la electricidad, el magnetismo, la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a> y las reacciones nucleares est\u00e1n confinadas a un \u201cmundobrana\u201d tridimensional, mientras que la gravedad act\u00faa en todas las dimensiones y es consecuentemente m\u00e1s d\u00e9bil, la <em>transporta el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a><\/a>.<\/em><\/p>\n<p style=\"text-align: justify;\"><strong>Las fuerzas fundamentales<\/strong><\/p>\n<table border=\"1\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td width=\"132\">\n<p align=\"center\"><strong>Tipo de Fuerza<\/strong><\/p>\n<\/td>\n<td width=\"84\">\n<p align=\"center\"><strong>Alcance en m<\/strong><\/p>\n<\/td>\n<td width=\"62\">\n<p align=\"center\"><strong>Fuerza relativa<\/strong><\/p>\n<\/td>\n<td width=\"190\">\n<p align=\"center\"><strong>Funci\u00f3n<\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"132\">Nuclear fuerte<\/td>\n<td width=\"84\">\n<p align=\"center\">&lt;3\u00d710<sup>-15<\/sup><\/p>\n<\/td>\n<td width=\"62\">\n<p align=\"center\">10<sup>41<\/sup><\/p>\n<\/td>\n<td width=\"190\"><em>Une Protones y Neutrones en el n\u00facleo at\u00f3mico por medio de Gluones.<\/em><\/td>\n<\/tr>\n<tr>\n<td width=\"132\">Nuclear d\u00e9bil<\/td>\n<td width=\"84\">\n<p align=\"center\">&lt; 10<sup>-15<\/sup><\/p>\n<\/td>\n<td width=\"62\">\n<p align=\"center\">10<sup>28<\/sup><\/p>\n<\/td>\n<td width=\"190\"><em>Es responsable de la energ\u00eda radiactiva producida de manera natural. Portadoras W y Z<sup>&#8211;<\/sup><\/em><\/td>\n<\/tr>\n<tr>\n<td width=\"132\">Electromagnetismo<\/td>\n<td width=\"84\">\n<p align=\"center\">Infinito<\/p>\n<\/td>\n<td width=\"62\">\n<p align=\"center\">10<sup>39<\/sup><\/p>\n<\/td>\n<td width=\"190\"><em>Une los \u00e1tomos para formar mol\u00e9culas; propaga la luz y las ondas de radio y otras formas de energ\u00edas el\u00e9ctricas y magn\u00e9ticas por medio de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>.<\/em><\/td>\n<\/tr>\n<tr>\n<td width=\"132\">Gravitaci\u00f3n<\/td>\n<td width=\"84\">\n<p align=\"center\">Infinito<\/p>\n<\/td>\n<td width=\"62\">\n<p align=\"center\">1<\/p>\n<\/td>\n<td width=\"190\"><em>Mantiene unidos los planetas del Sistema Solar, las estrellas en las galaxias y, nuestros pies pegados a la superficie de la Tierra. La <\/em><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<\/div>\n<div>\n<p style=\"text-align: justify;\"><strong>Las constantes fundamentales<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong><br \/>\n<\/strong><\/p>\n<table border=\"1\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td width=\"192\">\n<p align=\"center\"><strong>Constante<\/strong><\/p>\n<\/td>\n<td width=\"81\">\n<p align=\"center\"><strong>S\u00edmbolo<\/strong><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"center\"><strong>Valor en unidades del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a><\/a><\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Aceleraci\u00f3n en ca\u00edda libre<\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>g<\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>9,80665 m<\/em><em> s<sup>-2<\/sup><\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Carga del electr\u00f3n<\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>e<\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>1,60217733(49) <strong>\u00d7 <\/strong>10<sup>-19 C<\/sup><\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Constante de Avogadro<\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>N<sub>A<\/sub><\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em> 6,0221367 (36) <strong>\u00d7 <\/strong>10<sup>23 <\/sup>mol<sup>-1<\/sup><\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Constante de Boltzmann<\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>K=R\/N<sub>A<\/sub><\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>1,380658 (12) <strong>\u00d7 <\/strong>10<sup>-23 <\/sup>J K<sup>-1<\/sup><\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Constante de Faraday<\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>F<\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>9,6485309 (29)<strong> \u00d7 <\/strong>10<sup>4 <\/sup>C mol<sup>-1<\/sup> <\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Constante de los gases<\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>R<\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>8,314510 (70)<strong> \u00d7 <\/strong>J K<sup>-1<\/sup> mol<sup>-1<\/sup><\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Constante de Loschmidt<\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>N<sub>L<\/sub><\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>2,686763 (23) <strong>\u00d7 <\/strong>10<sup>25 <\/sup>mol<sup>-3<\/sup><\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">Constante de Planck<\/a><\/a><\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>h<\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>6,6260755 (40)<strong> \u00d7 <\/strong>10<sup>-34 <\/sup>J s<\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Constante de Stefan-Boltzmann<\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>\u03c3<\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>5,67051 (19)<strong> \u00d7 <\/strong>10<sup>-8 <\/sup>Wm<sup>-2 <\/sup>K<sup>-4<\/sup><\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Constante el\u00e9ctrica<\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>\u03b5<sub>0<\/sub><\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>8,854187817 <strong>\u00d7 <\/strong>10<sup>-12 F m-1<\/sup><\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Constante gravitacional <\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>G<\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>6,67259 (85)<strong> \u00d7 <\/strong>10<sup>-11 m3 <\/sup>Kg<sup>-1 <\/sup>s<sup>-2 <\/sup> <\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Constante magn\u00e9tica <\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>\u03bc<sub>0<\/sub><\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>4\u03c0 <strong>\u00d7 <\/strong>10<sup>-7 <\/sup>Hm<sup>-1<\/sup><\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Masa en reposo del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-9\/#\">electr\u00f3n<\/a> <\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>m<sub>e<\/sub><\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>9,1093897 (54)<strong> \u00d7 <\/strong>10<sup>-31 Kg<\/sup><\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Masa en reposo del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a><\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>m<sub>n<\/sub><\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>1,6749286 (10)<strong> \u00d7 <\/strong>10<sup>-27 Kg<\/sup><\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Masa en reposo del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a><\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>m<sub>p<\/sub><\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>1,6726231 (10)<strong> \u00d7 <\/strong>10<sup>-27 Kg<\/sup><\/em><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Velocidad de la luz<\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>c<\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>2,99792458<strong>\u00d7 <\/strong>10<sup>8 <\/sup>m s<sup>-1 <\/sup><\/em><\/p>\n<p align=\"right\">\n<\/td>\n<\/tr>\n<tr>\n<td width=\"192\"><em>Constante de estructura fina<\/em><\/td>\n<td width=\"81\">\n<p align=\"center\"><em>\u03b1<\/em><\/p>\n<\/td>\n<td width=\"183\">\n<p align=\"right\"><em>2 \u03c0 e<sup>2<\/sup>\/h c<\/em><\/p>\n<p align=\"right\">\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">Unas pueden ser m\u00e1s constantes naturales que otras, pero lo cierto es que, de momento, han servido como herramientas eficaces. En el Universo existen otras constantes pero, me he limitado a rese\u00f1ar las m\u00e1s conocidas aunque, existen otras que tienen la misma importancia que estas.<\/p>\n<p style=\"text-align: justify;\">La \u00faltima lecci\u00f3n importante que aprendemos de la manera en que n\u00fameros puros como \u03b1 (alfa) definen el mundo, es el verdadero significado de que los mundos sean diferentes. El n\u00famero puro que llamamos constante de estructura fina, e indicamos con \u03b1, es como hemos dicho antes, una combinaci\u00f3n de <em>e<\/em>, <em>c<\/em> y <em>h<\/em> (el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/15\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-9\/#\">electr\u00f3n<\/a>, la velocidad de la luz y la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a>). Inicialmente, podr\u00edamos estar tentados a pensar que un mundo en el que la velocidad de la luz fuera m\u00e1s lenta ser\u00eda un mundo diferente. Pero ser\u00eda un error. Si <em>e<\/em>, <em>h<\/em> y <em>c<\/em> cambian de modo que los valores que tienen en unidades m\u00e9tricas (o cualesquiera otras) fueran diferentes cuando las buscamos en nuestras tablas de constantes f\u00edsicas, pero el valor de \u03b1 permaneciera igual; este nuevo mundo ser\u00eda observacionalmente indistinguible de nuestro mundo. Lo \u00fanico que cuenta en la definici\u00f3n del mundo son los valores de las <strong>constantes adimensionales de la naturaleza<\/strong>.<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0<img decoding=\"async\" src=\"http:\/\/www.tecnologiahechapalabra.com\/img_noticias\/@old\/%7B771129DD-BF1E-479D-9FED-1CA8234CFDFD%7D_astrobiology-400.jpg\" alt=\"\" align=\"middle\" border=\"1\" hspace=\"2\" vspace=\"1\" \/><\/p>\n<p style=\"text-align: justify;\">Si pudi\u00e9ramos coger una Gran Nave superlum\u00ednica y recorri\u00e9ramos el espacio interestelar paseando por las distintas regiones del Universo, ver\u00edamos que, todo es igual en todas partes: C\u00famulos y superc\u00famulos de Galaxias, Galaxias cuajadas de estrellas en c\u00famulos y sueltas con sus sistemas planetarios, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a><\/a> de giros alucinantes, magn\u00e9teres creando inmensos capos electromagn\u00e9ticos, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a> que se tragan todo lo que traspasa el Horizonte de suscesos, Hermosas y brillantes Nebulosas de las que surgen las nuevas estrellas.<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que pensar siquiera en que en nuestro universo, dependiendo de la regi\u00f3n en la que nos encontremos, habr\u00e1 distintos leyes f\u00edsicas, ser\u00eda pensar en un universo chapuza. Lo sensato es pensar como <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> y creer que en cualquier parte del universo rigen las mismas leyes f\u00edsicas, hasta que no se encuentre pruebas reales a favor de lo contrario, los cient\u00edficos suponen con prudencia que, sea cual fueren las causas responsables de las pautas que llamamos \u201cLeyes de la Naturaleza\u201d, es mucho m\u00e1s inteligente adoptar la creencia de la igualdad f\u00edsica en cualquier parte de nuestro universo por muy remota que se encuentre; los elementos primordiales que lo formaron fueron siempre los mismos,<\/p>\n<p style=\"text-align: justify;\">Cuando los f\u00edsicos empezaron a apreciar el papel de las constantes en el dominio cu\u00e1ntico y explotar la nueva teor\u00eda de la gravedad de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> para describir el universo en conjunto, las circunstancias eran las adecuadas para que alguien tratara de casarlas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/img.desmotivaciones.es\/201104\/huble.jpg\" alt=\"\" width=\"370\" height=\"355\" \/><\/p>\n<p style=\"text-align: justify;\">S\u00ed, el Universo podr\u00eda ser considerado como la mayor Obra de Arte que, a su vez, es capaz de generar otras Obras de Artes que, en alguna ocasi\u00f3n, dan mucho que pensar, ya que, el surgir de la vida partierndo del simple hidr\u00f3geno que evoluciona en las estrellas del cielo\u2026es \u00a1Incre\u00edble! pero, sin embargo, nada m\u00e1s cierto hay.<\/p>\n<p style=\"text-align: justify;\">As\u00ed entr\u00f3 en escena Arthur Stanley Eddington: un extraordinario cient\u00edfico que hab\u00eda sido el primero en descubrir c\u00f3mo se alimentaban las estrellas a partir de reacciones nucleares. Tambi\u00e9n hizo importantes contribuciones a nuestra comprensi\u00f3n de las galaxias, escribi\u00f3 la primera exposici\u00f3n sistem\u00e1tica de la teor\u00eda de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> general de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> y fue el responsable de la expedici\u00f3n que durante un eclipse de Sol, pudo confirmar con certeza la predicci\u00f3n de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> general que deber\u00eda desviar la luz estelar que ven\u00eda hacia la Tierra en aproximadamente 1\u201975 segundos de arco cuando pasaba cerca de la superficie solar, cuyo espacio estar\u00eda curvado debido a la gravedad generada por la masa del Sol. En aquella expedici\u00f3n, el equipo de Eddington hizo una exitosa medici\u00f3n del fen\u00f3meno desde la isla Pr\u00edncipe, que confirm\u00f3 que <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/las-estrellas-y-la-vida\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> ten\u00eda raz\u00f3n y que su teor\u00eda predec\u00eda de manera exacta la medida de curvatura del espacio en funci\u00f3n de la masa del objeto estelar que genera la gravitaci\u00f3n distorsionando el espaciotiempo a su alrededor.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Resultado de imagen de A\u00f1o Internacional de la Luz\" name=\"NsBO4yfO9d-rMM:\" data-sz=\"f\" \/><\/p>\n<p style=\"text-align: justify;\">Claro que estamos en el A\u00f1o Internacional de Luz, y, no debemos perder de vista que la luz tiene tanta importancia para vida como el agua y el carbono. Sin luz tendr\u00edamos un planeta oscuro con un asola nochr eterno, fr\u00edo de tenebroso, sin esos bellos rincones que se pueden conformar cuando la luz, encide en una monta\u00f1a, en el bosque, en el horiozonte del Oc\u00e9ano, o, simplemente sew refleja en la blanca nieve, en las olas del Mar o en una atronadora catarata.<\/p>\n<p style=\"text-align: justify;\">La luz Natural es un tesoro que nos dio nuestro Universo y hace posible que esa luz y ese calor que el Sol nos envia, haga factible la din\u00e1mica y la vida en el planeta, hace posible que podamos visualizar las cosas hechas de materia, y tambi\u00e9n, incide sobre la Tierra para que se realice la tan necesaria fotos\u00edntesis, y muchos m\u00e1s beneficiosos y fen\u00f3nomenos que, no siempre sabemos valorar en su justa medida.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F06%2F%25c2%25a1las-estrellas-mucho-mas-que-puntitos-brillantes-en-el-cielo%2F&amp;title=%C2%A1Las+estrellas%21+Mucho+m%C3%A1s+que+puntitos+brillantes+en+el+cielo' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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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[&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":[119],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12562"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=12562"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12562\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12562"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12562"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12562"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}