{"id":27126,"date":"2021-09-10T06:05:39","date_gmt":"2021-09-10T05:05:39","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27126"},"modified":"2021-09-10T06:05:39","modified_gmt":"2021-09-10T05:05:39","slug":"las-galaxias-y-%c2%a1la-vida-8","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/09\/10\/las-galaxias-y-%c2%a1la-vida-8\/","title":{"rendered":"Las Galaxias&#8230;y, \u00a1La Vida!"},"content":{"rendered":"<blockquote><p>\u00a0<img decoding=\"async\" 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\" alt=\"PASEANDO POR YELLOWSTONE NATIONAL PARK (USA) \u2013 Te Cuento de Viajes\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRvQWYYVi6pxFKOd1EuQgHN8y8mXB-S10SvJA&amp;usqp=CAU\" alt=\"Yellowstone, el emblem\u00e1tico parque norteamericano\" \/><\/p>\n<p>Calderas de Yellowstone<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;&#8230;en alguna peque\u00f1a charca caliente, tendr\u00edan la oportunidad de hacer el trabajo y organizarse en sistemas vivos&#8230;&#8221; Eso comentaba Darwin sobre lo que podr\u00eda ocurrir en la Naturaleza.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1ntos sistemas solares hay en nuestra galaxia? - VIX\" \/><img decoding=\"async\" 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alt=\"Anuncio de la NASA: Un sistema solar repleto de 'Tierras' | EL MUNDO\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Hasta que supimos que exist\u00edan otros sistemas planetarios en nuestra Galaxia, ni siquiera se pod\u00eda considerar esta posibilidad como una prueba de que la vida planetaria fuera algo com\u00fan en la V\u00eda L\u00e1ctea. Pero ahora se sabe que m\u00e1s de cien estrellas de nuestra zona de la galaxia tienen planetas que describen \u00f3rbitas alrededor de ellas. Casi todos los planetas descubiertos hasta ahora son gigantes de gas, como J\u00fapiter y Saturno (como era de esperar, los planetas grandes se descubrieron primero, por ser m\u00e1s f\u00e1ciles de detectar que los planetas peque\u00f1os), sin embargo es dif\u00edcil no conjeturar que, all\u00ed, junto a estos planetas, posiblemente estar\u00e1n tambi\u00e9n sus hermanos planetarios m\u00e1s peque\u00f1os que, como la Tierra, pudieran tener condiciones para generar la vida en cualquiera de sus millones de formas.<\/p>\n<p style=\"text-align: justify;\">En alg\u00fan comentario anterior, ya nos referimos a los elementos m\u00e1s abundantes del Universo: Carbono, Hidr\u00f3geno, Ox\u00edgeno y Nitr\u00f3geno (CHON).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Lee Smolin: Lee Smolin: C\u00f3mo la ciencia se parece a la democracia | TED Talk\" \/><\/p>\n<p style=\"text-align: justify;\">Lee Smolin, de la Universidad de Waterloo,\u00a0 Ontario, ha investigado la relaci\u00f3n existente entre, por una parte, las estrellas que convierten unos elementos m\u00e1s sencillos en algo como el CHON y arroja esos materiales al espacio, y, por otra parte, las nubes de gas y polvo que hay en \u00e9ste, que se contrae para formar nuevas estrellas.<\/p>\n<p style=\"text-align: justify;\">Nuestro hogar dentro del espacio, la V\u00eda L\u00e1ctea, es una entre los cientos de miles de millones de estructuras similares dispersas por todo el Universo visible, y parece ser una m\u00e1s, con todas las caracter\u00edsticas t\u00edpicas \u2013 de tipo medio en cuanto a tama\u00f1o, composici\u00f3n qu\u00edmica, etc.- La V\u00eda L\u00e1ctea tiene forma de disco plano, con alrededor de cien mil a\u00f1os luz de di\u00e1metro, y est\u00e1 formada por doscientos mil millones de estrellas que describen \u00f3rbitas en torno al centro del disco.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"El Sol, motor de la vida en el planeta | Ciencia F\u00e1cil - Blogs hoy.es\" \/><img decoding=\"async\" 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\" alt=\"Sistema solar y energ\u00eda - ppt video online descargar\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"GeOgRaFiA*}: Importancia del Sol para la Tierra\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSDnR8jGtkLmJSMJlW3VvFP2NnW8ey7oZKwEA&amp;usqp=CAU\" alt=\"Proyecto de aula Importancia del sol para la vida en la tierra\" \/><\/p>\n<p style=\"text-align: justify;\">El Sol, en realidad, s\u00f3lo es importante para nosotros al ser el cuerpo central de nuestro Sistema Solar, y con mucho, la estrella m\u00e1s cercana al planeta Tierra y la \u00fanica que se puede estudiar con todo lujo de detalles. Se clasifica como una estrella G2V: una estrella amarilla con una temperatura efectiva de 5.770 K (tipo espectral G2) y una enana de la secuencia principal (clase de luminosidad V). Los detalles de su composici\u00f3n son sobradamente sabidos por todos y cabe destacar su abundancia de hidr\u00f3geno \u2013 71% en masa- y de helio el 27% y elementos m\u00e1s pesados hasta completarlo. Por lo tanto, nuestro Sol no destaca por nada entre esa multitud de de cientos de miles de millones de estrellas.<\/p>\n<p style=\"text-align: justify;\">Recorre su \u00f3rbita a una distancia del centro que viene a ser m\u00e1s o menos dos tercios del di\u00e1metro. En el centro de la Galaxia las estrellas forman una protuberancia, de tal modo que desde el exterior dar\u00eda la sensaci\u00f3n de estar viendo un enorme huevo frito, en el que la protuberancia ser\u00eda la yema. Sin embargo, el modo en que este disco gira revela que todo el material brillante (materia bari\u00f3nica) que compone la parte visible de la V\u00eda L\u00e1ctea queda sujeto por el tir\u00f3n gravitatorio de una materia invisible que no brilla ni emite radiaci\u00f3n y que viene a ser m\u00e1s o menos diez veces mayor que la materia visible de la Galaxia y que muchos suponen que est\u00e1 diseminada en un halo situado alrededor de ella, extendi\u00e9ndose mucho m\u00e1s all\u00e1 del borde del disco de estrellas brillantes.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Materia oscura - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es y para qu\u00e9 sirve la materia oscura? | Meteorolog\u00eda en Red\" \/><\/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 Si realmente existe&#8230; \u00bfD\u00f3nde est\u00e1?<\/p>\n<p style=\"text-align: justify;\">Descubrir qu\u00e9 es realmente esta <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> (yo prefiero llamarla no luminosa o materia escondida) constituye un tema de crucial inter\u00e9s para los astr\u00f3nomos, pero no entraremos ahora en eso, ya que, para lo que estamos tratando, no tiene importancia. Muchas galaxias en forma de disco se caracterizan por una especie de serpentinas que se alejan en espiral desde su centro, lo que hace que se les aplique el nombre de galaxias espirales. Es f\u00e1cil estudiar las pautas que siguen los llamados \u201cbrazos espirales\u201d, porque las galaxias se encuentran relativamente cerca unas de otras, si comparamos estas distancias con sus tama\u00f1os.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Un nuevo estudio revela que Andr\u00f3meda se ha \u00abalimentado\u00bb de otras galaxias\" \/><\/p>\n<p style=\"text-align: justify;\">Andr\u00f3meda, la galaxia espiral m\u00e1s cercana comparable a la V\u00eda L\u00e1ctea, se encuentra con respecto a nosotros a una distancia de poco m\u00e1s de dos millones de a\u00f1os luz; parece una gran distancia, pero la galaxia de Andr\u00f3meda es tan grande (un poco mayor que la V\u00eda L\u00e1ctea) que, incluso a esa distancia, vista desde la Tierra cubre un trozo de cielo del tama\u00f1o de la Luna, y puede observarse a simple vista en una noche despejada y sin luz lunar, si nos situamos lejos de las ciudades y de otras fuentes de emisi\u00f3n de luz.<\/p>\n<p style=\"text-align: justify;\">Los brazos espirales, que son una caracter\u00edstica tan llamativa en galaxias como la nuestra, son visibles porque est\u00e1n bordeados por estrellas calientes de gran masa que relucen con mucho brillo. Esto significa que tambi\u00e9n son estrellas j\u00f3venes, ya que no hay estrellas viejas que tengan gran cantidad de masa.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La NASA revela que Andr\u00f3meda est\u00e1 comenzando a colisionar con la V\u00eda L\u00e1ctea\" \/><\/p>\n<p style=\"text-align: justify;\">No hay misterio alguno en cuanto al modo en que mantienen esa forma espiral. Se debe exclusivamente a un fen\u00f3meno de retroalimentaci\u00f3n. c Las nubes gigantescas a partir de las cuales se forman las estrellas pueden contener hasta un mill\u00f3n de veces la masa del Sol cuando empieza a contraerse gravitatoriamente para formar estrellas. Cada nube que se contrae produce, no una sola estrella de gran tama\u00f1o, sino todo un conglomerado de estrellas, as\u00ed como muchas estrellas menores. Cuando las estrellas brillantes emiten luz, la energ\u00eda de esta luz estelar (especialmente en la parte ultravioleta del espectro) forma una burbuja dentro de la nube, y tiende a frenar la formaci\u00f3n de m\u00e1s estrellas. Sin embargo, una vez que las estrellas de gran masa han recorrido sus ciclos vitales y han explotado, sembrando adem\u00e1s el material interestelar con elementos de distintos tipos, la onda expansiva ejerce presi\u00f3n sobre las nubes interestelares cercanas y hace que \u00e9stas comiencen a contraerse.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Los cient\u00edficos crean ondas de choque de supernova en miniatura - Olhar  Digital\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La onda expansiva de una supernova se mueve a m\u00e1s de 12 kil\u00f3metros por  segundo \u2013 Circuito Aleph\" \/><\/p>\n<p style=\"text-align: justify;\">Las ondas procedentes de distintas supernovas, al entrecruzarse unas con otras, act\u00faan mutuamente para barrer el material interestelar y formar nuevas nubes de gas y polvo que se contraen produciendo m\u00e1s estrellas y supernovas, en un ejemplo cl\u00e1sico de interacci\u00f3n que se mantiene por s\u00ed sola en la que intervienen una absorci\u00f3n de energ\u00eda (procedentes de las supernovas) y una retroalimentaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Si la nube es demasiado densa, su parte interna se contraer\u00e1 gravitatoriamente de manera r\u00e1pida, formando unas pocas estrellas grandes que recorren sus ciclos vitales r\u00e1pidamente y revientan la nube en pedazos antes de que puedan formarse muchas estrellas. Esto significa que la generaci\u00f3n siguiente de estrellas nace de una nube m\u00e1s delgada, porque ha habido pocas supernovas que barrieran material formando pedazos densos. Si la nube es tan delgada que su densidad queda por debajo de la densidad \u00f3ptima, nacer\u00e1n muchas estrellas, y habr\u00e1 gran cantidad de explosiones supernovas, lo cual producir\u00e1 gran n\u00famero de ondas de choque que barrer\u00e1n el material interestelar, acumul\u00e1ndolo en nubes m\u00e1s densas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-CA_gkWfL7xw\/U4d0hVSb7XI\/AAAAAAAAUY0\/BXJSUzEhIi0\/s1600\/pia18014-640.jpg\" alt=\"Astrof\u00edsica y F\u00edsica: Nuevas estrellas en la Nebulosa de la Serpiente\" \/><\/p>\n<p style=\"text-align: justify;\">De esta manera, por ambas partes, las retroalimentaciones operan para mantener un equilibrio aproximadamente constante entre la densidad de las nubes y el n\u00famero de supernovas (y estrellas de tipo Sol) que se producen en cada generaci\u00f3n. La propia pauta espiral resulta del hecho de que la galaxia realiza movimiento de rotaci\u00f3n y est\u00e1 sometida al tir\u00f3n gravitatorio que crea la fuerza de marea proveniente de esa materia no luminosa.<\/p>\n<p style=\"text-align: justify;\">Claro que, la materia interestelar es variada. Existen nubes de gas y polvo fr\u00edos, que son ricas en interesantes mol\u00e9culas y se llaman nubes moleculares gigantes; a partir de estas nubes se forman nuevas estrellas (y planetas). Hay nubes de lo que considerar\u00edamos gas \u201cnormal\u201d, formadas por \u00e1tomos y mol\u00e9culas de sustancias tales como el hidr\u00f3geno, y quiz\u00e1 tan caliente como una habitaci\u00f3n cerrada durante toda la noche y con la temperatura de dos cuerpos dormidos y emitiendo calor. Adem\u00e1s, hay regiones que se han calentado hasta temperaturas extremas mediante la energ\u00eda procedente de explosiones estelares, de tal modo que los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> han sido arrancados de sus \u00e1tomos para formar un <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> cargado de electricidad.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nebulosas moleculares gigantes - Ciencia y educaci\u00f3n en Taringa!\" \/><img decoding=\"async\" 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\" alt=\"Nebulosas de gases y de polvos \u2014 Astronoo\" \/><\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n existe una amplia variedad de densidades dentro del medio interestelar. En la modalidad m\u00e1s ligera, la materia que est\u00e1 entre las estrellas es tan escasa que s\u00f3lo hay un \u00e1tomo por cada mil cent\u00edmetros c\u00fabicos de espacio: en la modalidad m\u00e1s densa, las nubes que est\u00e1n a punto de producir nuevas estrellas y nuevos planetas contienen un mill\u00f3n de \u00e1tomos por cent\u00edmetro c\u00fabico. Sin embargo, esto es algo muy diluido si se compara con el aire que respiramos, donde cada cent\u00edmetro c\u00fabico contiene m\u00e1s de diez trillones de mol\u00e9culas, pero incluso una diferencia de mil millones de veces\u00a0 en densidad sigue siendo un contraste espectacular.<\/p>\n<p style=\"text-align: justify;\">La cuesti\u00f3n es que, unos pocos investigadores destacaron all\u00e1 por 1.990 en que todos estos aspectos \u2013composici\u00f3n, temperatura y densidad- en el medio interestelar dista mucho de ser uniforme. Por decirlo de otra manera m\u00e1s firme, no est\u00e1 en equilibrio, y parece que lo que lo mantiene lejos del equilibrio son unos pocos de procesos asociados con la generaci\u00f3n de las pautas espirales.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQMhLNBnD6ria8Y-UAxjjmGE5GM3orSnSK6Kg&amp;usqp=CAU\" alt=\"La v\u00eda L\u00e1ctea podr\u00eda estar llena de civilizaciones muertas\" \/><\/p>\n<p style=\"text-align: justify;\">Esto significa que la V\u00eda L\u00e1ctea (como otras galaxias espirales) es una zona de reducci\u00f3n de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>. Es un sistema auto-organizador al que mantienen lejos del equilibrio, por una parte, un flujo de energ\u00eda que atraviesa el sistema y, por otra, como ya se va viendo, la retroalimentaci\u00f3n. En este sentido, nuestra Galaxia supera el test de Lovelock para la vida, y adem\u00e1s prestigiosos astrof\u00edsicos han argumentado que las galaxias deben ser consideradas como sistemas vivos.<\/p>\n<p style=\"text-align: justify;\">Creo que llevan toda la raz\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F10%2Flas-galaxias-y-%25c2%25a1la-vida-8%2F&amp;title=Las+Galaxias%26%238230%3By%2C+%C2%A1La+Vida%21' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F10%2Flas-galaxias-y-%25c2%25a1la-vida-8%2F&amp;title=Las+Galaxias%26%238230%3By%2C+%C2%A1La+Vida%21' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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