{"id":26902,"date":"2021-07-26T07:17:27","date_gmt":"2021-07-26T06:17:27","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26902"},"modified":"2021-07-26T07:17:27","modified_gmt":"2021-07-26T06:17:27","slug":"el-saber-si-ocupa-un-lugar-en-nuestras-mentes-7","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/07\/26\/el-saber-si-ocupa-un-lugar-en-nuestras-mentes-7\/","title":{"rendered":"El saber S\u00ed ocupa un lugar en nuestras Mentes"},"content":{"rendered":"<h2 style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/25\/%c2%bfel-misterio-persistira-%c2%a1como-el-tiempo\/\" rel=\"prev\">\u00bfEl Misterio? Persistir\u00e1, \u00a1como el Tiempo!<\/a><\/h2>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/27\/los-nucleos-la-masa-la-energiala-materia\/\" rel=\"next\">Los n\u00facleos, la masa, la energ\u00eda\u2026\u00a1La Luz!<\/a><\/div>\n<blockquote>\n<h3><img decoding=\"async\" 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\" alt=\"La mente es un universo - Home | Facebook\" \/><img decoding=\"async\" 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\" alt=\"El Universo se expande, la Mente tambi\u00e9n I : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS5YnNz4flwP2rwf10zWPkdsh7I9tcKQ4mzrnEat0I702Quj8fb8ES3EL44aLOOR_Oo5EI&amp;usqp=CAU\" alt=\"Primer principio Herm\u00e9tico 1.- Mentalismo. El Todo es mente; el universo es  mental. | Toluna\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR01wKTIbUTAZmOr2B9cGUhllscJ74no2peB5iEfOm1icvEcj9jgVKD_im2ptK1LZoSlNw&amp;usqp=CAU\" alt=\"adivina que... estoy... - Mi mente es un universo muy loco | Facebook\" \/><\/h3>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">De alguna manera, nuestras Mentes est\u00e1n conectadas con el Universo por los hilos invisibles de las ideas y pensamientos que nos llevan a saber que, somos &#8220;Polvo de Estrellas&#8221;. En el &#8220;coraz\u00f3n&#8221; de las estrellas se &#8220;fabricaron&#8221; los materiales de los que estamos hechos.<\/p>\n<\/blockquote>\n<div>\n<p style=\"text-align: justify;\">Hay veces en las que nos cuentan cosas y hechos de los que nunca hemos tenido noticias y, resultan del m\u00e1ximo inter\u00e9s. Nuestra curiosidad nos llama a desentra\u00f1ar los misterios y secretos que, tanto a nuestro alrededor, como en las regiones m\u00e1s lejanas del Universo, puedan haber ocurrido, puedan estar sucediendo ahora, o, en el futuro pudieran tener lugar, ya que, de alguna manera, todas ellas tienen que ver con nosotros que, de alguna manera, somos parte de la Naturaleza, del Universo y, lo que sucedi\u00f3, lo que sucede y lo que suceder\u00e1&#8230; \u00a1Nos importa!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_IP-xhn2P2rQ\/SuI-ohB6rQI\/AAAAAAAAC6A\/uZosQCHLd1I\/s400\/2.png\" alt=\"\" width=\"365\" height=\"292\" \/><\/p>\n<div style=\"text-align: justify;\">Cintur\u00f3n de Gould. La l\u00ednea indicada como 500 PC (500 Parsecs) equivales a una distancia al Sol (en el centro) de 1.630 a\u00f1os-luz que son 31.000 billones de kil\u00f3metros. Las distancias del Espacio no son Humanas, nosotros, aunque estamos y formamos parte del mundo, del Universo, en realidad, no hemos llegado a poder asimilar distancias como las que, en el Cosmos, podemos constatar.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las ajustadas miradas al Cintur\u00f3n de Gould | KosmosLogos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSDJ7t0761zQXCQxm_ONEVuHDCGMAqE4rsgs1b7NhODH-C40zbVyfXq5OH0jKFrDJZCpkU&amp;usqp=CAU\" alt=\"El Sofista: febrero 2014\" \/><\/div>\n<p style=\"text-align: justify;\">El Cintur\u00f3n de Gould es un sector del Brazo de Ori\u00f3n. El Brazo de Ori\u00f3n es la primera gran estructura a la que pertenecemos;\u00a0<em>grande<\/em>\u00a0en sentido gal\u00e1ctico. Es un largu\u00edsimo arco estelar de 10.000 a\u00f1os-luz de longitud y 3.500 de ancho. Mucho m\u00e1s del 99% de lo que ven nuestros ojos a simple vista, en una noche normal, est\u00e1 aqu\u00ed. Muchas personas de ciudad vivir\u00e1n y morir\u00e1n sin ver en persona nada m\u00e1s all\u00e1 del Brazo de Ori\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Se ha discutido, argumentado y teorizado sobre la vida durante siglos, quiz\u00e1s milenios. Lo que conocemos como vida es ni m\u00e1s ni menos que una estructura formada de \u00e1tomos que se han organizado y que lograron crear mecanismos que les permiten mantener esa organizaci\u00f3n. Decir que los \u00e1tomos \u201cse han organizado\u201d es una locura. En el mundo material no hay nada m\u00e1s b\u00e1sico que un \u00e1tomo, y algo tan b\u00e1sico no es capaz de hacer algo tan complejo como \u201corganizarse\u201d.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/AromaticKlutzyAcaciarat-size_restricted.gif\" alt=\"Top 30 Atomo GIFs | Find the best GIF on Gfycat\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Si pudi\u00e9ramos contemplar un \u00e1tomo lo ver\u00edamos como arriba aparece. Sin embargo, la complejidad que reina dentro del n\u00facleo at\u00f3mico es totalmente desapercibida y tendr\u00edamos que acercarnos mucho m\u00e1s. Lo que ah\u00ed, en ese punto diminuto sucede&#8230; \u00a1Es asombroso!<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Cuando m\u00e1s arriba comentamos: &#8220;&#8230; y algo tan b\u00e1sico no es capaz de hacer algo tan complejo como \u201corganizarse\u201d.<\/p>\n<p style=\"text-align: justify;\">\u00bfO s\u00ed?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cuando las c\u00e9lulas empezaron a ser complejas: el origen de los eucariotas -  Alef\" \/><img decoding=\"async\" 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\" alt=\"Las c\u00e9lulas - Ciencia y biolog\u00eda\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Lo mismo ocurre con la complejidad de la C\u00e9lula.\u00a0Esta complejidad celular se centra en la c\u00e9lula eucariota que forma el ser humano, las plantas, los animales y los hongos. Se trata de una unidad que adopta una estructura pluricelular con un n\u00facleo donde se ubican los cromosomas y los org\u00e1nulos, entre los que destacan las mitocondrias que producen la energ\u00eda para la actividad celular.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">La realidad es que s\u00ed. Los \u00e1tomos, en cumplimiento de leyes f\u00edsicas simples, se organizan en estructuras. La m\u00e1s sencilla es una mol\u00e9cula, que puede estar formada por algunos \u00e1tomos, pero se llega a estructuras bastante complejas y ordenadas, como los cristales y fibras<\/p>\n<p style=\"text-align: justify;\">naturales y maravillosas formas como las\u00a0<a title=\"Zapping: Micromundos 3\" href=\"http:\/\/axxon.com.ar\/zap\/img\/c-zappingmf064.htm\" target=\"_blank\">buckyballs<\/a>.\u00a0<img decoding=\"async\" src=\"http:\/\/media.recordsetter.com\/buckyballs-tags-sm.jpg\" alt=\"Buckyballs\" \/><strong>Buckyballs<\/strong>\u00a0es el nombre coloquial utilizado para describir un fullereno. Los avances logrados por la Humanidad, son tan grandes que, estando a nuestro alrededor, no somos conscientes de su verdadero alcance.<\/p>\n<blockquote><p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nanotubo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Asombroso comportamiento del agua dentro de nanotubos de carbono -  Nanotecnolog\u00eda\" \/><\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQQzxVoSD8EhfSFwheZa6uYWfcaPQ_S7OQHOw&amp;usqp=CAU\" alt=\"Los nanotubos de carbono, una nueva forma de energ\u00eda que podr\u00eda sustituir a  la gasolina\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\"><em>Nanomateriales aplicados a dispositivos electr\u00f3nicos y los tres tipos de geometr\u00edas de nanotubos de carbono. En el MIT se hacen experimentos que llevar\u00e1n a grandes descubrimientos para la Humanidad.<\/em><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Los avances fueron de hecho tan espectaculares que hacia mediados del siglo XX ya se hab\u00eda dado respuesta a todas las cuestiones sencillas. Conceptos tales como la teor\u00eda general de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/26\/el-saber-ocupa-un-lugar-en-nuestras-mentes\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0y la mec\u00e1nica cu\u00e1ntica explicaron el funcionamiento global del universo a escalas muy grandes y muy peque\u00f1as respectivamente, mientras el descubrimiento de la estructura del ADN y el modo en que \u00e9ste se copia de una generaci\u00f3n a otra hizo que la propia vida, as\u00ed como la evoluci\u00f3n, parecieran sencillas a nivel molecular. Sin embargo, persisti\u00f3 la complejidad del mundo a nivel humano \u2013al nivel de la vida-. La cuesti\u00f3n m\u00e1s interesante de todas, la que planteaba c\u00f3mo la vida pudo haber surgido a partir de la materia inerte, sigui\u00f3 sin respuesta.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5346394143828392466\" src=\"http:\/\/4.bp.blogspot.com\/_BE3r0Kiaaco\/SjI1JbweuhI\/AAAAAAAABsM\/lcsM0PSkOoE\/s400\/chromosome.jpg\" alt=\"\" width=\"304\" height=\"400\" border=\"0\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSCxg6qLcECmvZnj6YtrVuOv1XTT6YtFZdbtD2-udp2N_3CoP37ggJVVTrZpYPkgiUk_7M&amp;usqp=CAU\" alt=\"La Generaci\u00f3n Espont\u00e1nea y la Biog\u00e9nesis timeline | Timetoast\" \/><\/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 \u00a0Lo cierto es que, con certeza, nadie lo sabe<\/p>\n<p style=\"text-align: justify;\">Un descubrimiento as\u00ed no pod\u00eda dejar al mundo indiferente. En unos a\u00f1os el mundo cient\u00edfico se puso al d\u00eda y la revoluci\u00f3n gen\u00e9tica cambi\u00f3 los paradigmas establecidos. Mucha gente a\u00fan no est\u00e1 preparada para aceptar el comienzo de una era poderosa en la que el ser humano tiene un control de s\u00ed mismo mayor al habitual. Hab\u00eda nacido la<strong>\u00a0Ingenier\u00eda gen\u00e9tica<\/strong>. No debe extra\u00f1arnos que sea precisamente a escala humana donde se den las caracter\u00edsticas m\u00e1s complejas del universo.<\/p>\n<p style=\"text-align: justify;\">Claro que nada de esto se aproxima al nivel de organizaci\u00f3n que implica la vida. Recordemos ahora la parte de la frase sobre los \u00e1tomos que dice \u201clograron crear mecanismos\u201d, lo cual jam\u00e1s puede ser cierto\u2026 al menos no en la forma directa que uno se imagina al primer momento. Un virus, por ejemplo, es una especie de \u201cm\u00e1quina\u201d capaz de propagarse. No de reproducirse, al menos no en el sentido que se le da a la palabra en biolog\u00eda, pero s\u00ed de activar un mecanismo que permite obtener copias de s\u00ed mismo.<\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_yphnJykWJFE\/SgLoVZlZksI\/AAAAAAAAACM\/PQyIoyHl5S8\/s1600\/hu-eyf9.gif\" alt=\"\" \/><img decoding=\"async\" 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\" alt=\"Los virus son inmortales? | Ciencia | EL PA\u00cdS\" \/><\/div>\n<p style=\"text-align: justify;\">Los virus infectan tanto c\u00e9lulas como bacterias porque no pueden multiplicarse por s\u00ed mismos. Al hacerlo, usan las mol\u00e9culas y enzimas de su desafortunado hospedero para replicar su genoma y construir sus c\u00e1psulas virales, las cuales son muy parecidas a unas sondas espaciales pero que, en este caso, s\u00f3lo transportan ADN o ARN con el \u00fanico fin de repetir el ciclo en otra v\u00edctima.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTrFEVQhTiVcvzgmw06TdDQ2etrlrOJTyPjBw&amp;usqp=CAU\" alt=\"El ARN. Tipos y funciones - EspacioCiencia.com\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRODfdZiLUf-F9huiZh5QVVtnontOXiGfevcw&amp;usqp=CAU\" alt=\"Material gen\u00e9tico ADN ARN\" \/><\/p>\n<p style=\"text-align: justify;\">Antes de seguir quiero hacer una salvedad: todo lo que diga encontrar\u00e1 alguien para discutirlo. Los conceptos b\u00e1sicos que se aplican a la vida a\u00fan no est\u00e1n del todo definidos. Por ejemplo, s\u00e9 que hay corrientes de pensamiento para las cuales los virus no son seres vivos. De acuerdo, s\u00f3lo es cuesti\u00f3n de definiciones, y no es necesario \u2014ni posible\u2014 discutirlas aqu\u00ed. Yo prefiero incluir a los virus en este an\u00e1lisis porque son algo as\u00ed como el primer nivel de estructura a discutir (s\u00ed, s\u00e9 que existen estructuras menores, pero no con tanta entidad).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Atomo, Molecula y la vida (referencia, biologia: la vida en la tierra)\" \/><img decoding=\"async\" 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\" alt=\"El atomo y la vida\" \/><\/p>\n<p style=\"text-align: justify;\">Siguiendo en la l\u00ednea que ven\u00eda, la cuesti\u00f3n es que parece haber una barrera entre el nivel de organizaci\u00f3n que pueden alcanzar los \u00e1tomos por leyes simples de la f\u00edsica y la estructura que presenta la vida. \u00bfEs esto cierto? Da para discutir mucho, pero creo, en base a muchas l\u00edneas de investigaci\u00f3n y descubrimientos que se vienen presentando, que no. La estructuraci\u00f3n de la vida es gradual. De un evento f\u00edsico no surge una c\u00e9lula ni, mucho menos, un rat\u00f3n, pero la realidad es que cada uno de los pasos intermedios que llevan desde un amasijo de \u00e1tomos a una de estas formas de vida son dados por fen\u00f3menos que tienen que ver con la f\u00edsica, la qu\u00edmica y\u2026 la propia orientaci\u00f3n de lo que es la vida. Digamos que la vida, una vez aparecida, crea un entorno de leyes propias que impulsan su desarrollo. \u00bfC\u00f3mo y por qu\u00e9 se crean estas leyes, en base a qu\u00e9 voluntad? Ninguna. (Y aqu\u00ed surgir\u00e1n de nuevo las discusiones.) Simplemente, no puede existir la vida sin esas leyes. El hecho de que estemos en un planeta que tenga vida por doquier, y muy desarrollada, es porque la vida, cuando existe, sigue estas reglas que le permiten desarrollarse, y si no las sigue desaparece. Es como decir que hay leyes f\u00edsicas, leyes b\u00e1sicas del universo, que han sido puestas especialmente para la vida. De hecho, considerando la vida una forma de la materia, creo que es as\u00ed. Es decir, la vida \u2014cumpliendo los requisitos\u2014 ser\u00eda algo inevitable en el Universo\u2026<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/danielmarin.naukas.com\/files\/2011\/09\/587851mainKepler16planetpovart3x4946710.jpg\" alt=\"\" width=\"320\" height=\"240\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTGFf7pMUCeSwxm9P6BuQmd7qe3pIi-3z2yrw&amp;usqp=CAU\" alt=\"Dos Estrellas Orbitando Fotos e Im\u00e1genes de stock - Alamy\" \/><\/p>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<div style=\"text-align: justify;\"><em><strong>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Kepler-16b, un mundo que orbita dos soles (NASA).<\/strong><\/em><\/div>\n<p style=\"text-align: justify;\">Kepler A y Kepler B son dos astros con el 69% y el 20% de la masa del Sol respectivamente, mientras que Kepler-16b es un exosaturno que tiene 0,33 veces la masa de J\u00fapiter. Posee un periodo de 229 d\u00edas y se halla situado a 105 millones de kil\u00f3metros del par binario, la misma distancia que separa a Venus del Sol en nuestro Sistema Solar. Pero debido a que Kepler-16 AB son dos estrellas relativamente fr\u00edas, la temperatura \u201csuperficial\u201d de este gigante gaseoso ronda unos g\u00e9lidos 170-200 K dependiendo de la posici\u00f3n orbital. Es decir, nada que ver con el infierno de Venus. Otros mundos, m\u00e1s parecidos a nuestra Tierra, \u00bfpor qu\u00e9 no tendr\u00edan formas de vida? Lo l\u00f3gico es pensar que s\u00ed, que albergue la vida m\u00e1s o menos inteligente y conforme se haya producido su evoluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/vignette1.wikia.nocookie.net\/spore\/images\/5\/5e\/Planeta_Tierra.jpg\/revision\/latest?cb=20130910012059&amp;path-prefix=es\" alt=\"\" width=\"259\" height=\"194\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTUVEoEXv3JC6WQEXtDHPkARZ1sop8wNzl1YA&amp;usqp=CAU\" alt=\"El universo podr\u00eda estar lleno de exoplanetas parecidos a la tierra\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.dicyt.com\/data\/84\/23084.jpg\" alt=\"\" width=\"365\" height=\"318\" \/><\/p>\n<p style=\"text-align: justify;\">Me estoy extendiendo fuera del tema. No pretendo estudiarlo filos\u00f3ficamente, sino usar un poco de l\u00f3gica para llegar a una respuesta para una pregunta que se hacen los cient\u00edficos, y que nos hacemos todos, excepto aquellos que quieren creer en entidades superiores que se ocuparon de ello (lo cual es, simplemente, pasar el problema a otro nivel, sin resolverlo): \u00bfC\u00f3mo es que la vida evolucion\u00f3 desde \u00e1tomos, mol\u00e9culas, c\u00e9lulas, seres simples, a una especie como la nuestra, tan tremendamente compleja y capaz de, como lo estoy haciendo yo, reflexionar sobre s\u00ed misma, transmitirlo y, adem\u00e1s, cambiar el mundo como lo estamos cambiando?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Reactores de fusi\u00f3n nuclear - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Tokamak \u00bfque es y como funciona Tokamak?\" \/><\/p>\n<p style=\"text-align: justify;\">Lo estamos cambiando de muchas maneras.\u00a0 Estuve pensando que, si se prueba que es cierta, esta teor\u00eda de los geo-reactores planetarios se debe aplicar a todos los cuerpos planetarios del universo. Estoy seguro de que ustedes deben conocer la ecuaci\u00f3n de Drake que intenta estimar el n\u00famero de inteligencias que podr\u00edan existir en el universo, algo que se tiene en gran consideraci\u00f3n en el SETI.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ecuaci\u00f3n de Drake... - Astronom\u00eda en tu bolsillo | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfSe deber\u00eda agregar un nuevo valor a esta f\u00f3rmula que represente el tiempo esperado de vida del geo-reactor en un planeta tipo Tierra? Quiz\u00e1 en el n\u00facleo de los planetas que forman ese escudo magn\u00e9tico a su alrededor, est\u00e9 el secreto del surgir de la vida en ellos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSh_cfIgiX4NAv5-36HioliZdV5aSdHNW5Lfw&amp;usqp=CAU\" alt=\"El universo en el hombre | ArchivoRevista Ideele\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSowewUdILLY8WLTFMRuvDdehMMtqxpZrVVUw&amp;usqp=CAU\" alt=\"Genes y cromosomas: \u00bfc\u00f3mo determinan nuestra vida y salud? - Cuesti\u00f3n de  Genes\" \/><\/p>\n<p style=\"text-align: justify;\">Yo creo en una cosa, y esto puede desatar miles de discusiones: llegar desde materiales b\u00e1sicos a la creaci\u00f3n del ser humano se bas\u00f3 en juntar los materiales (\u00e1tomos), tener las leyes f\u00edsicas actuando y a la casualidad (o azar). \u00bfQu\u00e9 quiero decir con \u201ccasualidad\u201d? Que la existencia de la vida est\u00e1 ligada a un sorteo permanente. Que hay una enormidad de cosas que son necesarias para que pueda haber vida (es innegable que se han dado en este planeta) y para que pueda continuar una vez producida. Que fue necesario un transcurso determinado de hechos y situaciones para que los microorganismos aparecieran, se propagaran, compitieran y se fueran haciendo m\u00e1s y m\u00e1s complejos. Que se debieron dar infinidad de circunstancias para que estos organismos se convirtieran en estructuras multicelulares y para que estas estructuras se organizaran en \u00f3rganos ubicados dentro de seres complejos. Y que se necesitaron enormidad de coincidencias y hechos casuales para que las condiciones llevaran a algunos de estos seres terrestres, vertebrados, peque\u00f1os mam\u00edferos (por los cuales durante una enormidad de tiempo ning\u00fan juez c\u00f3smico hubiese apostado), a evolucionar para convertirse en los animales que m\u00e1s influimos en este mundo: nosotros.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"VIDA INTELIGENTE EN EL UNIVERSO | CARL SAGAN | Casa del Libro\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"CARL SAGAN | Casa del Libro\" \/><\/p>\n<p style=\"text-align: justify;\">La cantidad de circunstancias, situaciones y condiciones en juego es enorme. En un libro muy interesante de Carl Sagan, anterior a\u00a0<strong>Cosmos<\/strong>, llamado\u00a0<strong>Vida inteligente en el Cosmos<\/strong>\u00a0(junto a I. S. Shklovskii), se plantea muy bien este tema. Se puede encontrar all\u00ed una enumeraci\u00f3n de las condiciones que requiere la vida y una especie como la nuestra para existir. Desde las caracter\u00edsticas de nuestra galaxia, su edad, composici\u00f3n, situaci\u00f3n, forma; a las de nuestro Sol, su sistema de planetas, la ubicaci\u00f3n de la Tierra, su tama\u00f1o, su rotaci\u00f3n, su inclinaci\u00f3n, su composici\u00f3n, los vecinos que tiene\u2026 y mucho m\u00e1s.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/_UVI5t7-bkhI\/TEBoambTnDI\/AAAAAAAAANM\/1TQiJMure4E\/s1600\/redneuronal.jpg\" alt=\"\" width=\"672\" height=\"504\" \/><\/p>\n<p style=\"text-align: justify;\">Llegar a esta red compleja que es nuestra mente, ha costado, m\u00e1s de diez mil millones de a\u00f1os, el tiempo que necesitaron las estrellas para fabricar esos elementos de los que estamos hechos. El suministro de datos que llega en forma de multitud de mensajes procede de los sentidos, que detectan el entorno interno y externo, y luego env\u00eda el resultado a los m\u00fasculos para dirigir lo que hacemos y decimos. As\u00ed pues, el cerebro es como un enorme ordenador que realiza una serie de tareas basadas en la informaci\u00f3n que le llega de los sentidos. Pero, a diferencia de un ordenador, la cantidad de material que entra y sale parece poca cosa en comparaci\u00f3n con la actividad interna. Seguimos pensando, sintiendo y procesando informaci\u00f3n incluso cuando cerramos los ojos y descansamos. Pero sigamos.<\/p>\n<p style=\"text-align: justify;\">Yo voy a agregar algunas cosas que me parecen significativas, que han surgido de los \u00faltimos descubrimientos y observaciones. Enumero algunas, aunque ya ver\u00e1n que hay m\u00e1s. Extinciones y cambios f\u00edsicos producidos por impactos de asteroides; influencia de estrellas cercanas, fijas y viajeras; el \u201cclima\u201d interestelar; el \u201cclima\u201d gal\u00e1ctico; las circunstancias que han sufrido los otros planetas; nuestras circunstancias, nada comunes\u2026<\/p>\n<h2 style=\"text-align: justify;\">Extinciones<\/h2>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/i.ytimg.com\/vi\/MYNGdWzTfWM\/hqdefault.jpg\" alt=\"\" width=\"365\" height=\"274\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/cnho.files.wordpress.com\/2012\/05\/extincion_masiva-644x362.jpg\" alt=\"\" width=\"365\" height=\"205\" \/><\/p>\n<p style=\"text-align: justify;\">Grandes rocas errantes pululan por el Sistema Solar. Los asteroides no son ni cosa del pasado ni riesgos de muy baja probabilidad. Hay pruebas muy concretas sobre diversos impactos de consideraci\u00f3n sobre nuestro mundo y, no hace mucho, tuvimos un ejemplo de ello. Encima, hasta parecen tener una regularidad.\u00a0 No es s\u00f3lo que tenemos la suerte de que en los \u00faltimos 10 millones de a\u00f1os no haya ca\u00eddo un gran asteroide en la Tierra, lo que nos hubiese hecho desaparecer incluso antes de que apareci\u00e9ramos, sino que tenemos la suerte de que antes de eso s\u00ed cayeron de esos asteroides, y de que cambiaran las cosas a nuestro favor. \u00bfEstar\u00edamos aqu\u00ed si\u00a0<strong>no<\/strong>\u00a0hubiese impactado un cuerpo de unos 10 km de di\u00e1metro en el Caribe, m\u00e1s precisamente sobre el borde de la pen\u00ednsula de Yucat\u00e1n, y hubiese producido una hecatombe para quienes reinaban en el mundo en esa \u00e9poca, los dinosaurios? \u00bfQui\u00e9n puede saberlo? \u00bfY si no hubiesen ocurrido las extinciones anteriores, fueran por las causas que fueran, estar\u00edamos aqu\u00ed? Quiz\u00e1s un d\u00eda se sepa lo suficiente como para simular en computadoras una ecolog\u00eda planetaria entera y ver qu\u00e9 hubiera pasado. Ser\u00e1 muy interesante.<\/p>\n<p style=\"text-align: justify;\">Los asteroides cayeron, es un hecho. Y forman parte de las condiciones necesarias \u2014algunos discutir\u00e1n que no\u2014 para que estemos aqu\u00ed\u2026 Veamos algunas nuevas informaciones:<\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/_rVuK7p_2cy8\/TCAIIQatvaI\/AAAAAAAAAUI\/JGHiCwZ1rmw\/s1600\/Ammonites.jpg\" alt=\"\" \/><\/div>\n<p style=\"text-align: justify;\">\u00a0Los Amonites fueron contempor\u00e1neos de los Dinosaurios. Los amonites eran una de las clases de moluscos cefal\u00f3podos que existieron en las eras del Dev\u00f3nico hasta el Cret\u00e1cico. Hay de diferentes tipolog\u00edas seg\u00fan la profundidad en la que estaban inmersos, dependiente las distintas zonas de todo el mundo. Al ser un f\u00f3sil, poco se puede saber de las partes blandas de este organismo marino, suponi\u00e9ndose que fueron similares a los actuales nautilos, cuyo cuerpo constaba de una corona de tent\u00e1culos en la cabeza que asoman por la abertura de la llamada concha. El f\u00f3sil encontrado en las cercan\u00edas de El Chalt\u00e9n pertenecer\u00eda al cret\u00e1cico inferior del estrato llamado R\u00edo MAYER, con una antig\u00fcedad de unos 500 millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Jur\u00e1sico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTPLY7gUICWEAkcxUOXt1fhK-XIuFzlOWk7zw&amp;usqp=CAU\" alt=\"Per\u00edodo Jur\u00e1sico \u00bb DINOSAURIOPEDIA\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRS_ZqarenFQDuQKV_z8E7Exm4yddcNSte4-g&amp;usqp=CAU\" alt=\"Los 10 dinosaurios del periodo Jur\u00e1sico M\u00c1S asombrosos - \u00a1\u00a1CON FOTOS!!\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcStzfYnnQgXjEUX7EshtwqySf0oEQ0Z7HYkUQ&amp;usqp=CAU\" alt=\"Fauna del Jur\u00e1sico: dinosaurios, vertebrados e invertebrados | Meteorolog\u00eda  en Red\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Vivieron en la Tierra como due\u00f1o y se\u00f1ores m\u00e1s de 150 millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u229b Amonites \u229b F\u00f3siles del Jur\u00e1sico | Caracter\u00edsticas y Curiosidades\" \/><img decoding=\"async\" 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\" alt=\"Amonites | Mascotas\" \/><\/p>\n<p style=\"text-align: justify;\">Hace 380 millones de a\u00f1os se produjo una importante extinci\u00f3n entre los animales que poblaban el mar, en especial de los amonites, unos moluscos emparentados con los pulpos y calamares pero cubiertos con una concha espiralada y de tama\u00f1os a veces gigantescos. Nunca se supo por qu\u00e9 fue. Ahora surgen pistas de que esta mortalidad estuvo relacionada \u2014igual que hace 65 millones de a\u00f1os, en el momento en que los dinosaurios dominaban nuestro mundo\u2014 con el impacto de un cuerpo extraterrestre.<\/p>\n<p style=\"text-align: justify;\">Algunos ge\u00f3logos dicen que hace unos 380 millones de a\u00f1os, un asteroide llegado desde el espacio golpe\u00f3 contra la Tierra. Creen que el impacto elimin\u00f3 una importante fracci\u00f3n de los seres vivos. Esta idea puede fortalecer la discutida conexi\u00f3n entre las extinciones masivas y los impactos. Hasta ahora, el \u00fanico candidato para hacer esta relaci\u00f3n era el meteoro que habr\u00eda causado el exterminio de los dinosaurios, ca\u00eddo en la pen\u00ednsula de Yucat\u00e1n, en M\u00e9xico.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Grandes extinciones\" \/><img decoding=\"async\" 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\" alt=\"Extinci\u00f3n masiva - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">Brooks Ellwood, de Louisiana State University en Baton Rouge, Estados Unidos, dice que los signos de una antigua cat\u00e1strofe coinciden con la desaparici\u00f3n de muchas especies animales. \u201cEsto no quiere decir que el impacto en s\u00ed mismo haya matado a los animales; la sugerencia es que tuvo algo que ver.\u201d Y agreg\u00f3 que hoy, aunque no se puedan encontrar rastros del cr\u00e1ter de una roca del espacio, se puede saber d\u00f3nde ha ca\u00eddo.<\/p>\n<p style=\"text-align: justify;\">Otros investigadores coinciden en que hubo un impacto m\u00e1s o menos en esa \u00e9poca, pero creen que la evidencia de que produjo una extinci\u00f3n masiva es muy d\u00e9bil. Claro que, tal valoraci\u00f3n no est\u00e1 avalada por hechos y, si tenemos en cuenta el tiempos transcurrido desde los hechos, buscar pruebas materiales\u2026no es nada f\u00e1cil<\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/4.bp.blogspot.com\/-ub6k0wphWpo\/TYeWavB4f_I\/AAAAAAAAABU\/ftuh78Ay2CQ\/s1600\/impacto_cometa.jpg\"><img decoding=\"async\" id=\"BLOGGER_PHOTO_ID_5586599248821518322\" src=\"http:\/\/4.bp.blogspot.com\/-ub6k0wphWpo\/TYeWavB4f_I\/AAAAAAAAABU\/ftuh78Ay2CQ\/s400\/impacto_cometa.jpg\" alt=\"\" border=\"0\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">El equipo de Ellwood descubri\u00f3 rocas en Marruecos que fueron enterradas alrededor de 380 millones de a\u00f1os atr\u00e1s bajo una capa de sedimento que parece formada por restos de una explosi\u00f3n catacl\u00edsmica. El sedimento tiene propiedades magn\u00e9ticas inusuales y contiene granos de cuarzo que parecen haber experimentado tensiones extremas.<\/p>\n<p style=\"text-align: justify;\">M\u00e1s o menos para esa \u00e9poca se produjo la desaparici\u00f3n del registro f\u00f3sil de alrededor del 40% de los grupos de animales marinos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/oldcivilizations.files.wordpress.com\/2015\/07\/imagen-31.jpg\" alt=\"\" width=\"365\" height=\"248\" \/><\/p>\n<p style=\"text-align: justify;\">El ge\u00f3logo Paul Wignall, de la Leeds University, Reino Unido, dice que hay una fuerte evidencia del impacto. Si se lo pudiese relacionar con una extinci\u00f3n masiva ser\u00eda un gran hallazgo. Si fuera cierto, el potencial letal de los impactos crecer\u00eda enormemente.<\/p>\n<p style=\"text-align: justify;\">Pero no est\u00e1 claro cu\u00e1ntas desapariciones se produjeron en la \u00e9poca del impacto. Wignall dice que la mortalidad puede haber sido mucho menor que lo que sugiere el equipo de Ellwood. \u00c9l piensa que los paleont\u00f3logos deber\u00edan buscar las pistas que les den una mejor imagen de lo que pas\u00f3 en aquella \u00e9poca.<\/p>\n<p style=\"text-align: justify;\">El paleont\u00f3logo Norman MacLeod, que estudia las extinciones masivas en el Natural History Museum de Londres, coincide en que aunque 40% es el valor correcto para aquel per\u00edodo de la historia de la Tierra, no es una extinci\u00f3n masiva, sino parte de una serie de sucesos mucha m\u00e1s extensa. MacLeod duda de que las extinciones masivas sean resultado de intervenciones extraterrestres. \u201cLos impactos son un fen\u00f3meno bastante com\u00fan\u201d, dice. \u201cPero no coinciden significativamente con los picos de extinci\u00f3n.\u201d<\/p>\n<h2 style=\"text-align: justify;\">Las estrellas vecinas<\/h2>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/tendenzias.com\/wp-content\/uploads\/2012\/09\/zrclip_002p4d295ec8.png\" alt=\"Las estrellas m\u00e1s cercanas - Tendenzias.com\" \/><\/p>\n<p style=\"text-align: justify;\">Aunque nuestro entorno es inmenso, hemos llegado a conocer muy bien nuestra vecindad<\/p>\n<p style=\"text-align: justify;\">Nuestro vecindario gal\u00e1ctico es muy humilde. Nada de supergigantes o ex\u00f3ticas estrellas de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/26\/el-saber-ocupa-un-lugar-en-nuestras-mentes\/#\">neutrones<\/a>. La mayor\u00eda de estrellas vecinas -unas 41- son simples enanas rojas (estrellas de tipo espectral M), las estrellas m\u00e1s comunes del Universo. Cinco son estrellas de tipo K, dos de tipo solar (tipo G, Alfa Centauri\u00a0 A y Tau\u00a0 Ceti), una de tipo F (Procyon) y una de tipo A (Sirio). Los tipos espectrales se ordenan seg\u00fan la secuencia OBAFGKM, siendo las estrellas m\u00e1s calientes (y grandes) las de tipo O y las m\u00e1s peque\u00f1as y fr\u00edas las de tipo M (siempre y cuando est\u00e9n en la secuencia principal, claro). Adem\u00e1s tenemos tres enanas blancas y tres candidatas a enanas marrones. Como vemos, no nos podemos quejar. Hay toda una multitud de posibles objetivos para nuestra primera misi\u00f3n interestelar. \u00bfCu\u00e1l elegir?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/9\/9f\/Solarmap.png\/440px-Solarmap.png\" alt=\"\" width=\"440\" height=\"266\" data-file-width=\"1000\" data-file-height=\"605\" \/><\/p>\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\" align=\"left\">\n<tbody>\n<tr>\n<td><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">El llamado Grupo Local de galaxias al que pertenecemos es, afortunadamente, una agrupaci\u00f3n muy poco poblada, sino podr\u00edamos ser, en cualquier momento (o haber sido a\u00fan antes de existir como especie) destruidos en cat\u00e1strofes c\u00f3smicas como las que ocurren en los grupos con gran poblaci\u00f3n de galaxias. Los astr\u00f3nomos comprenden cada vez m\u00e1s el porqu\u00e9 de las formas de las galaxias, y parece que muchas (incluso la nuestra) han sufrido impactos contra otras para llegar a tener la figura que tienen. Gracias al telescopio espacial\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/26\/el-saber-ocupa-un-lugar-en-nuestras-mentes\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>\u00a0se est\u00e1n viendo en los \u00faltimos tiempos muy buenas im\u00e1genes de colisiones entre galaxias.<\/p>\n<h2 style=\"text-align: justify;\">El \u201cclima\u201d interestelar<\/h2>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/3.bp.blogspot.com\/_J-oN8KCzVDw\/S9WEdpwlsDI\/AAAAAAAAAoQ\/ireuQTXRaZY\/s1600\/identidad1_burbuja_local.gif\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/_J-oN8KCzVDw\/S9WEdpwlsDI\/AAAAAAAAAoQ\/ireuQTXRaZY\/s400\/identidad1_burbuja_local.gif\" alt=\"\" width=\"400\" height=\"341\" border=\"0\" \/><\/a><\/div>\n<p style=\"text-align: justify;\">La Nube Interestelar Local se encuentra dentro de una estructura mayor: la Burbuja Local. La Burbuja Local es una acumulaci\u00f3n de materia a\u00fan mayor, procedente de la explosi\u00f3n de una o varias supernovas que estallaron hace entre dos y cuatro millones de a\u00f1os. Pero aunque estemos atravesando ahora mismo la Nube Interestelar y la Burbuja locales, nuestra materia no procede de ellas. S\u00f3lo estamos pasando por ah\u00ed en este momento de la historia del universo. Entramos hace unos cinco millones de a\u00f1os, y saldremos dentro de otros tantos. Nuestro sistema solar \u2013y la materia que contiene, incluy\u00e9ndonos a ti y a m\u00ed\u2013 se form\u00f3 mucho antes que eso, hace m\u00e1s de 4.500 millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/www.astroyciencia.com\/wp-content\/uploads\/2011\/04\/cinturon-gould.jpg\" rel=\"fancybox\"><img decoding=\"async\" loading=\"lazy\" title=\"cinturon-gould\" src=\"http:\/\/www.astroyciencia.com\/wp-content\/uploads\/2011\/04\/cinturon-gould.jpg\" alt=\"Cintur\u00f3n de Gould\" width=\"400\" height=\"233\" \/><\/a><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Banda de estrellas calientes y brillantes que forman un c\u00edrculo alrededor del cielo. Representa una estructura local de estrellas j\u00f3venes y material interestelar inclinada unos 16\u00ba con respecto al plano\u00a0gal\u00e1ctico. Entre los componentes m\u00e1s prominentes del cintur\u00f3n se encuentran las estrellas brillantes de Ori\u00f3n, Can mayor, constelaci\u00f3n de la Popa, Carina, Centauro y Escorpio, incluyendo la asociaci\u00f3n Sco-Cen. El cintur\u00f3n tiene el di\u00e1metro de unos 3.000 a\u00f1os luz (alrededor de una d\u00e9cima parte del radio de la Galaxia), hall\u00e1ndose el Sol en \u00e9l. Visto desde la Tierra, el Cintur\u00f3n de Gould se proyecta por debajo del plano de nuestra Galaxia desde el borde inferior del Brazo de Ori\u00f3n, y por encima en la direcci\u00f3n opuesta. El cintur\u00f3n se estima que tiene unos 50 millones de a\u00f1os de antig\u00fcedad, aunque su origen es desconocido. Su nombre proviene del astr\u00f3nomo Benjamin Apthorp Gould, quien lo identific\u00f3 durante la d\u00e9cada de 1879.&#8221;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/circuitoaleph.files.wordpress.com\/2012\/10\/mapa-de-nube-interestelar.jpeg\" alt=\"\" width=\"600\" height=\"382\" \/><\/p>\n<p style=\"text-align: justify;\">Al parecer, la\u00a0<em>V\u00eda L\u00e1ctea<\/em>, nuestra galaxia, reside dentro de una \u201cburbuja local\u201d en una red de cavidades en el medio interestelar que probablemente fue esculpida por estrellas masivas que explotaron hace millones de a\u00f1os. Se le llama\u00a0<em>Medio Interestelar<\/em>\u00a0a la materia que existe en el espacio y que se encuentra situada entre los sistemas estelares. Esta materia est\u00e1 conformada por gas en forma de iones, \u00e1tomos y mol\u00e9culas, adem\u00e1s de gas y rayos c\u00f3smicos.<\/p>\n<p style=\"text-align: justify;\">Nuestra Burbuja Local forma a su vez parte del Cintur\u00f3n de Gould que presentamos m\u00e1s arriba.\u00a0 El Cintur\u00f3n de Gould es ya una estructura mucho m\u00e1s compleja y mayor. Es un anillo parcial de estrellas, de unos 3.000 a\u00f1os luz de extensi\u00f3n. \u00bfRecuerdas aquella nave espacial tan r\u00e1pida que utilizamos antes? Pues con ella, tardar\u00edamos 12.800.000 a\u00f1os en atravesarlo por completo. Vaya, esto empieza a ser mucho tiempo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"binocular\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/7\/74\/Local_Interstellar_Clouds_with_motion_arrows.jpg\/640px-Local_Interstellar_Clouds_with_motion_arrows.jpg\" alt=\"binocular\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">La Burbuja Local es una cavidad en el medio interestelar en el\u00a0<strong>Brazo de Ori\u00f3n<\/strong>\u00a0de la V\u00eda L\u00e1ctea. Tiene al menos un di\u00e1metro de 300 a\u00f1os luz. El gas caliente y difuso en la Burbuja Local emite <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a>.<\/p>\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\" align=\"right\">\n<tbody>\n<tr>\n<td>\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\" align=\"right\">\n<tbody>\n<tr>\n<td align=\"center\"><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">Vivimos dentro de una burbuja. El planeta, el Sistema Solar, nuestro grupo local. El estallido de una supernova ha dejado un resto f\u00f3sil en nuestro entorno: cre\u00f3 una enorme burbuja en el medio interestelar y nosotros nos encontramos dentro de ella. Los astr\u00f3nomos la llaman \u201cBurbuja local\u201d. Tiene forma de man\u00ed, mide unos trescientos a\u00f1os luz de longitud y est\u00e1 pr\u00e1cticamente vac\u00eda. El gas dentro de la burbuja es muy tenue (0,001 \u00e1tomos por cent\u00edmetro c\u00fabico) y muy caliente (un mill\u00f3n de grados), es decir, mil veces menos denso y entre cien y cien mil veces m\u00e1s caliente que el medio interestelar ordinario. Esta situaci\u00f3n tiene influencia sobre nosotros, porque estamos inmersos dentro. \u00bfQu\u00e9 pasar\u00eda si nos hubiese tocado estar dentro de una burbuja de gases ardientes resultantes de una explosi\u00f3n m\u00e1s reciente o de otro suceso catastr\u00f3fico? \u00bfO si estuvi\u00e9semos en una zona mucho m\u00e1s fr\u00eda del espacio? No estar\u00edamos aqu\u00ed.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"190 ideas de La belleza del Paisaje. The beauty of the landscape. | paisajes,  belleza, naturaleza\" \/><img decoding=\"async\" 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\" alt=\"20 Paisajes que sorprenden por sus colores y su gran belleza\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"foro_img\" src=\"http:\/\/www.ojocientifico.com\/sites\/www.ojocientifico.com\/files\/milky-way-05.jpg\" alt=\"\" name=\"foro_img\" align=\"top\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"15 Paisajes De Una Belleza Indescriptible! | Viajes\" \/><img decoding=\"async\" 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alt=\"Celebra La Belleza Del Sol Con Estas Incre\u00edbles Fotograf\u00edas | Im\u00e1genes de  puesta de sol, Fotografia paisaje, Fotografia\" \/><\/p>\n<p style=\"text-align: justify;\">En algunos lugares de la Tierra, podemos ir viajando por caminos y carreteras y encontrarnos de frente con im\u00e1genes que, por su magnificencia, \u00a1asustan! Nuestra galaxia est\u00e1 en movimiento constante. No es una excepci\u00f3n en relaci\u00f3n con el resto del universo. La Tierra se mueve alrededor del Sol, este \u00faltimo gira en torno a la V\u00eda L\u00e1ctea, y la gran mancha blanca a su vez forma parte de s\u00faper c\u00famulos que se mueven en relaci\u00f3n a la radiaci\u00f3n remanente de la gran explosi\u00f3n inicial. Pero hablemos del\u2026<\/p>\n<h2 style=\"text-align: justify;\">\u00a0\u201dClima\u201d gal\u00e1ctico<\/h2>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/glaosite.files.wordpress.com\/2017\/12\/img_7250.gif\" alt=\"Computaci\u00f3n 6\u00ba grado Colegio Santo Domingo: Galaxias\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Dado que la V\u00eda L\u00e1ctea se est\u00e1 moviendo hacia la constelaci\u00f3n de Hydra con una velocidad de 550 km \/ s, la velocidad del sol es de 370 km \/ s.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">La galaxia en que vivimos podr\u00eda tener una mayor influencia en nuestro clima que lo que se pensaba hasta ahora. Un reciente estudio, controvertido a\u00fan, asegura que el impacto de los rayos c\u00f3smicos sobre nuestro clima puede ser mayor que el del efecto invernadero que produce el di\u00f3xido de carbono.<\/p>\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\" align=\"left\">\n<tbody>\n<tr>\n<td>\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\" align=\"left\">\n<tbody>\n<tr>\n<td align=\"center\"><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">Seg\u00fan uno de los autores de este estudio, el f\u00edsico Nir Shaviv de la Universidad Hebrea de Jerusal\u00e9n, en Israel, el di\u00f3xido de carbono no es tan \u201cmal muchacho\u201d como dice la gente. Shaviv y el climat\u00f3logo J\u00e1n Veizer de la Universidad Ruhr, de Alemania, estiman que el clima terrestre, que exhibe subas y bajas de temperatura global que al graficarse forman una figura de dientes de sierra, est\u00e1 relacionado con los brazos espirales de nuestra galaxia. Cada 150 millones de a\u00f1os, el planeta se enfr\u00eda a causa del impacto de rayos c\u00f3smicos, cuando pasa por ciertas regiones de la galaxia con diferente cantidad de polvo interestelar.<\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/www.universetoday.com\/wp-content\/uploads\/2010\/12\/esoGRB.jpg\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.universetoday.com\/wp-content\/uploads\/2010\/12\/esoGRB.jpg\" alt=\"\" width=\"640\" height=\"480\" \/><\/a><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Los rayos de todo tipo se nos vienen encima desde todos los rincones del Universo, y, algunos no llegan a la superficie de nuestro planeta gracias al escudo protector que salvaguarda nuestra integridad f\u00edsica.<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/lh4.googleusercontent.com\/-PcR0CTdmY58\/TYkZVk2kYtI\/AAAAAAAAclA\/LeG5swENrdw\/s1600\/cosmicRayEnvironmentLg.jpg\" alt=\"\" width=\"365\" height=\"292\" \/><br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\">Los rayos c\u00f3smicos provenientes de las estrellas moribundas que hay en los brazos de la V\u00eda L\u00e1ctea, ricos en polvo, incrementan la cantidad de part\u00edculas cargadas en nuestra atm\u00f3sfera. Hay algunas evidencias de que esto ayuda a la formaci\u00f3n de nubes bajas, que enfr\u00edan la Tierra.<\/p>\n<p style=\"text-align: justify;\">Shaviv y Veizer crearon un modelo matem\u00e1tico del impacto de rayos c\u00f3smicos en nuestra atm\u00f3sfera. Compararon sus predicciones con las estimaciones de otros investigadores sobre las temperaturas globales y los niveles de di\u00f3xido de carbono a lo largo de los \u00faltimos 500 millones de a\u00f1os, y llegaron a la conclusi\u00f3n de que los rayos c\u00f3smicos por s\u00ed solos pueden ser causa del 75% de los cambios del clima global durante ese per\u00edodo y que menos de la mitad del calentamiento global que se observa desde el comienzo del siglo veinte es debido al efecto invernadero.<\/p>\n<p style=\"text-align: justify;\">La teor\u00eda, como es normal en la ciencia, no es del todo aceptada. Los expertos en clima mundial est\u00e1n a la espectativa, considerando que algunas de las conexiones que se han establecido son d\u00e9biles. Se debe tener en cuenta, dicen los paleont\u00f3logos, que se trata de una correlaci\u00f3n entre la temperatura, que es inferida de los registros sedimentarios, de la cantidad de di\u00f3xido de carbono, que se deduce del an\u00e1lisis de conchas marinas fosilizadas, y de la cantidad de rayos c\u00f3smicos, que se calculan a partir de los meteoritos. Las tres t\u00e9cnicas est\u00e1n abiertas a interpretaciones. Adem\u00e1s, uno de los per\u00edodos fr\u00edos de la reconstrucci\u00f3n matem\u00e1tica es, en la realidad, una \u00e9poca que los ge\u00f3logos consideran caliente. De todos modos, tambi\u00e9n hay muchos otros que est\u00e1n muy interesados e intrigados.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.uco.es\/hbarra\/Blog\/rayos_cosmicos.jpg\" alt=\"Rayos c\u00f3smicos y meteorolog\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">La variabilidad solar afecta la cantidad de rayos c\u00f3smicos que impactan a nuestro planeta. El Sol produce radiaciones similares a los rayos c\u00f3smicos, especialmente en el per\u00edodo m\u00e1s caliente, llamado m\u00e1ximo solar (maximum), de su ciclo de 11 a\u00f1os. Estudios anteriores no pudieron separar el impacto clim\u00e1tico de esta radiaci\u00f3n, de los rayos c\u00f3smicos que llegan desde la galaxia y de la mayor radiaci\u00f3n cal\u00f3rica que llega desde el Sol.<\/p>\n<h2 style=\"text-align: justify;\">Los otros planetas y la Luna<\/h2>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/_TLPqSCLABHY\/SVoVW7iLOfI\/AAAAAAAAAAk\/uX2hywol9rM\/s400\/BLOG.jpg\" alt=\"\" width=\"400\" height=\"266\" \/><\/p>\n<p style=\"text-align: justify;\">Recientemente, se ha anunciado el hallazgo de un sistema planetario que podr\u00eda ser similar al nuestro. En realidad no se ha logrado a\u00fan una observaci\u00f3n tan directa que permita afirmarlo, sino que se deduce como posibilidad. Este sistema presenta un planeta gaseoso gigante similar a nuestro J\u00fapiter, ubicado a una distancia orbital similar a la que tiene J\u00fapiter en nuestro sistema. El sol es similar al nuestro, lo que deja lugar a que haya all\u00ed planetas ubicados en las \u00f3rbitas interiores, dentro de la franja de habitabilidad en la que la radiaci\u00f3n solar es suficiente para sostener la vida y no es excesiva como para impedirla.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20181204110404_1200.jpg\" alt=\"La vida tiene un nuevo ingrediente\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El clima de la Tierra hace 3.800 M de a\u00f1os, cuando surgi\u00f3 la vida<\/p>\n<p style=\"text-align: justify;\">Si nuestro sistema no tuviese las caracter\u00edsticas que posee, la vida en la Tierra tendr\u00eda problemas. Por ejemplo, podr\u00eda haber planetas, planetoides o grandes asteroides (de hecho algo hay) que giraran en planos diferentes y con \u00f3rbitas exc\u00e9ntricas y deformes. Cuerpos as\u00ed podr\u00edan producir variaciones c\u00edclicas que hicieran imposible \u2014o dif\u00edcil\u2014 la vida. Venus parece haber sufrido un impacto que le cambi\u00f3 el sentido de rotaci\u00f3n sobre s\u00ed mismo. Es posible que este impacto tambi\u00e9n haya desbaratado su atm\u00f3sfera y su clima. Podr\u00eda habernos pasado a nosotros, y de hecho parecer\u00eda que nos ocurri\u00f3, s\u00f3lo que fue durante el g\u00e9nesis del sistema planetario y adem\u00e1s (otra gran casualidad y premio c\u00f3smico) nos dej\u00f3 a la Luna, excelente compa\u00f1era para facilitar la vida.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/_FfEnmtpy9sQ\/TTEL-E7k2fI\/AAAAAAAAAG8\/bAmIUT3-zSM\/s1600\/el+mundo+en+tus+manos.jpg\" alt=\"\" width=\"600\" height=\"480\" \/><\/p>\n<h2 style=\"text-align: justify;\"><\/h2>\n<h2 style=\"text-align: justify;\"><a>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00bfCaracter\u00edsticas especiales de nuestro mundo?<\/a><\/h2>\n<p style=\"text-align: justify;\"><a>Seg\u00fan una teor\u00eda del geof\u00edsico J. Marvin Herndon, la Tierra es una gigantesca planta natural de generaci\u00f3n nuclear. Nosotros vivimos en su delgada coraza, mientras a algo m\u00e1s de 6.000 kil\u00f3metros bajo nuestros pies se quema por la fisi\u00f3n nuclear una bola de uranio de unos ocho kil\u00f3metros de di\u00e1metro, produciendo un intenso calor que hace hervir el metal del n\u00facleo, lo que produce el campo magn\u00e9tico terrestre y alimenta los volcanes y los movimientos de las placas continentales.<\/a><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.capasdelatierra.org\/wp-content\/uploads\/2018\/04\/capas-terrestres.jpg\" alt=\"El Universo siempre asombroso : Blog de Emilio Silvera V.\" \/><\/p>\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\" align=\"right\">\n<tbody>\n<tr>\n<td>\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\" align=\"right\">\n<tbody>\n<tr>\n<td align=\"center\"><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">La cosa no acaba aqu\u00ed: si el calor del reactor es el que produce la circulaci\u00f3n de hierro fundido (por convecci\u00f3n) que genera el campo magn\u00e9tico terrestre, entonces los planetas que no tienen su reactor natural no tendr\u00edan un campo magn\u00e9tico (magnet\u00f3sfera) que los proteja de las radiaciones de su sol \u2014como Marte y la Luna\u2014 lo que hace que dif\u00edcilmente puedan sostener vida.<\/p>\n<p style=\"text-align: justify;\">Pero \u00e9sta es s\u00f3lo una teor\u00eda. Lo que est\u00e1 m\u00e1s en firme es que nuestro mundo y su luna forman un sistema muy particular, mucho m\u00e1s estable que si se tratara de un planeta solitario. Gracias a esto \u2014a nuestra Luna\u2014 tenemos un clima m\u00e1s o menos estable, conservamos la atm\u00f3sfera que tenemos y la velocidad y el \u00e1ngulo de nuestro giro son los que son. Si no estuviese la Luna, el planeta se ver\u00eda sujeto a cambios en su eje de rotaci\u00f3n muy graves para los seres vivos.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/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%2F2021%2F07%2F26%2Fel-saber-si-ocupa-un-lugar-en-nuestras-mentes-7%2F&amp;title=El+saber+S%C3%AD+ocupa+un+lugar+en+nuestras+Mentes' 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%2F07%2F26%2Fel-saber-si-ocupa-un-lugar-en-nuestras-mentes-7%2F&amp;title=El+saber+S%C3%AD+ocupa+un+lugar+en+nuestras+Mentes' 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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Persistir\u00e1, \u00a1como el Tiempo! Los n\u00facleos, la masa, la energ\u00eda\u2026\u00a1La Luz! &nbsp; De alguna manera, nuestras Mentes est\u00e1n conectadas con el Universo por los hilos invisibles de las ideas y pensamientos que nos llevan a saber que, somos &#8220;Polvo de Estrellas&#8221;. En el &#8220;coraz\u00f3n&#8221; de las estrellas se &#8220;fabricaron&#8221; los materiales de los [&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":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26902"}],"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=26902"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26902\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26902"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26902"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26902"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}