{"id":24272,"date":"2019-08-16T04:45:26","date_gmt":"2019-08-16T03:45:26","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=24272"},"modified":"2019-08-16T05:24:12","modified_gmt":"2019-08-16T04:24:12","slug":"%c2%a1los-materiales-para-la-vida-y-de-los-mundos-13","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/08\/16\/%c2%a1los-materiales-para-la-vida-y-de-los-mundos-13\/","title":{"rendered":"\u00a1Los materiales para la vida! Y, de los mundos"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/hermes.ffn.ub.es\/luisnavarro\/images\/Ehrenfest_1901.jpg\" alt=\"\" width=\"338\" height=\"503\" \/><\/h2>\n<h2 style=\"text-align: justify;\"><\/h2>\n<h2 style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/24\/un-buen-fisico-sin-suerte-paul-ehrenfest-2\/\" rel=\"prev\">Un buen f\u00edsico sin suerte: Paul Ehrenfest<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/-az-rChkzpD4\/Tm9SUJr4G_I\/AAAAAAAAHMM\/iynnMNxF0Cg\/s1600\/m42_vargas.jpg\" alt=\"http:\/\/2.bp.blogspot.com\/-az-rChkzpD4\/Tm9SUJr4G_I\/AAAAAAAAHMM\/iynnMNxF0Cg\/s1600\/m42_vargas.jpg\" width=\"648\" height=\"504\" \/><\/p>\n<\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/25\/%c2%bfalquimia-estelar-%c2%bfproplasma-vivo-%c2%bfde-donde-venimos-2\/\" rel=\"next\">\u00bfAlquimia estelar? \u00bfPro<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> vivo?<\/a><\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/25\/%c2%bfalquimia-estelar-%c2%bfproplasma-vivo-%c2%bfde-donde-venimos-2\/\" rel=\"next\"><br \/>\n<\/a><\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/_js6wgtUcfdQ\/SoRVlWmTy6I\/AAAAAAAAG4w\/HErkV9C4UGQ\/s400\/espuma_cuantica_2.gif\" alt=\"\" width=\"400\" height=\"184\" \/><\/p>\n<p style=\"text-align: justify;\"><em>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfSer\u00e1 as\u00ed la espuma cu\u00e1ntica?<\/em><\/p>\n<p style=\"text-align: justify;\">\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/03\/los-secretos-del-universo-que-se-van-desvelando\/\" rel=\"prev\">Los l\u00edmites de las teor\u00edas actuales<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/img.europapress.net\/fotoweb\/fotonoticia_20120308103515_500.jpg\" alt=\"\" width=\"500\" height=\"332\" \/><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/04\/%c2%a1la-fisica-que-no-deja-de-sorprendernos\/\" rel=\"next\">\u00a1La F\u00edsica! Que no deja de sorprendernos<\/a><\/div>\n<div style=\"text-align: justify;\"><\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.letraherido.com\/images\/imagenes%20historia%20astronomia\/20%20clasificacion%20estrellas.jpg\" alt=\"\" width=\"371\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Los elementos se crean en las estrellas y en las explosiones supernovas<\/p>\n<p style=\"text-align: justify;\">\n<div>\n<p style=\"text-align: justify;\">\u00a1La F\u00edsica! Cuando se asocia a otras disciplinas ha dado siempre un resultado espectacular y, en el caso de la Astronom\u00eda, cuando se junt\u00f3 con la F\u00edsica, surgi\u00f3 esa otra disciplina que llamamos Astrof\u00edsica. La Astrof\u00edsica es esa nueva rama de la Astronom\u00eda que estudia los procesos f\u00edsicos y qu\u00edmicos en los que intervienen los fen\u00f3menos astron\u00f3micos. La Astrof\u00edsica se ocupa de la estructura y evoluci\u00f3n estelar (incluyendo la generaci\u00f3n y transporte de energ\u00eda en las estrellas), las propiedades del medio interestelar y sus interacciones en sus sistemas estelares y la estructura y din\u00e1mica de los sistemas de estrellas (como c\u00famulos y galaxias) y sistemas de galaxias. Se sigue con la Cosmolog\u00eda que estudia la naturaleza, el origen y la evoluci\u00f3n del universo. Existen varias teor\u00edas sobre el origen y evoluci\u00f3n del universo (big bang, teor\u00eda del estado estacionario, etc.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/img.irtve.es\/imagenes\/detalles-nunca-visto-nebulosa-carina-guarderia-estelar\/1328721266261.jpg\" alt=\"\" width=\"699\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las estrellas, como todo en el Universo, no son inmutables y, con el paso del Tiempo, cambian para convertirse en objetos diferentes de los que, en un principio eran. Por el largo trayecto de sus vidas, transforman los materiales simples en materiales complejos sobre los que se producen procesos biol\u00f3gico-qu\u00edmicos que, en algunos casos, pueden llegar hasta la vida.<\/p>\n<p style=\"text-align: justify;\">Una de las cosas que siempre me han llamado poderosamente la atenci\u00f3n, han sido las estrellas y las transformaciones que, dentro de ellas y los procesos que en su interior se procesan, dan lugar a las transiciones de materiales sencillos hacia materiales m\u00e1s complejos y, finalmente, cuando al final de sus vidas expulsan las capas exteriores al espacio interestelar dejando una extensa regi\u00f3n del espacio interestelar sembrada de diversas sustancias que, siguiendo los procesos naturales e interacciones con todo lo que en el lugar est\u00e1 presente, da lugar a procesos qu\u00edmicos que transforman esas sustancias primeras en otras m\u00e1s complejas, sustancias org\u00e1nicas simples como, hidrocarburos y derivados que, finalmente, llegan a ser los materiales necesarios para que, mediante la qu\u00edmica-biol\u00f3gica del espacio, den lugar a mol\u00e9culas y sustancias que son las propicias para hacer posible el surgir de la vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.grupocarbohidratos.org\/gehc\/imagenes\/gehc\/HidratosDeCarbono.jpg\" alt=\"\" width=\"300\" height=\"225\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La\u00a0<strong>Qu\u00edmica de los Carbohidratos<\/strong>\u00a0es una parte de la Qu\u00edmica Org\u00e1nica que ha tenido cierta entidad propia desde los comienzos del siglo XX, probablemente debido a la importancia qu\u00edmica, biol\u00f3gica (inicialmente como sustancias de reserva energ\u00e9tica) e industrial (industrias alimentaria y del papel) de estas sustancias. Ya muy avanzada la segunda mitad del siglo XX han ocurrido dos hechos que han potenciado a la Qu\u00edmica de Carbohidratos como una de las \u00e1reas con m\u00e1s desarrollo dentro de la Qu\u00edmica Org\u00e1nica actual.<\/p>\n<p style=\"text-align: justify;\">Todos los animales, plantas y microbios est\u00e1n compuestos fundamentalmente, por las denominadas sustancias org\u00e1nicas. Sin ellas, la vida no tiene explicaci\u00f3n (al menos que sepamos). De esta manera, en el primer per\u00edodo del origen de la vida tuvieron que formarse dichas sustancias, o sea, surgimiento de la materia prima que m\u00e1s tarde servir\u00eda para la formaci\u00f3n de los seres vivos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Sustancias org\u00c3\u00a1nicas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Sustancias inorg\u00c3\u00a1nicas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La caracter\u00edstica principal que diferencia a las sustancias org\u00e1nicas de las inorg\u00e1nicas, es que en el contenido de las primeras se encuentra como elemento fundamental el Carbono.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En las sustancias org\u00e1nicas, el carbono se combina con otros elementos: hidr\u00f3geno y ox\u00edgeno (ambos elementos juntos forman agua), nitr\u00f3geno (este se encuentra en grandes cantidades en el aire, azufre, f\u00f3sforo, etc. Las distintas sustancias org\u00e1nicas no son m\u00e1s que las diferentes combinaciones de los elementos mencionados, pero en todas ellas, como elemento b\u00e1sico, siempre est\u00e1 el Carbono.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de EDUCACI\u00c3\u0093N AMBIENTAL PARA EL TR\u00c3\u0093PICO DE COCHABAMBA\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de EDUCACI\u00c3\u0093N AMBIENTAL PARA EL TR\u00c3\u0093PICO DE COCHABAMBA\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\">En el primer nivel (abajo) est\u00e1n los\u00a0<strong>productores,\u00a0<\/strong>o sea las plantas como ma\u00edz, frijol, papaya, cupes\u00ed, mora, yuca, \u00e1rboles, hierbas, lianas, etc., que producen hojas, frutas, ra\u00edces, semillas, que comen varios animales y la gente.<\/p>\n<p style=\"text-align: justify;\">En el segundo nivel est\u00e1n los\u00a0<strong>primeros consumidores,\u00a0<\/strong>que comen hierbas, hojas (herb\u00edvoros) y frutas (frug\u00edvoros). Estos primeros consumidores incluyen a insectos como hormigas, aves como loros y mam\u00edferos como ratones, urina, chanchos, chivas, vacas.<\/p>\n<p style=\"text-align: justify;\">En el tercer nivel est\u00e1n los\u00a0<strong>segundos consumidores\u00a0<\/strong>(carn\u00edvoros), es decir los que se comen a los animales del segundo nivel: por ejemplo el oso bandera come hormigas, el jausi come insectos y la culebra come ratones.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nosotros, los humanos, somos omn\u00c3\u00advoros\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nosotros, los humanos, somos omn\u00edvoros, es decir comemos de todo: plantas y animales. Algunos de los carn\u00edvoros comen, a veces, plantas tambi\u00e9n, como los perros. Otros, como el chancho, comen muchas plantas y a veces tambi\u00e9n carne.<\/p>\n<p style=\"text-align: justify;\">Las sustancias org\u00e1nicas m\u00e1s sencillas y elementales son los llamados hidrocarburos o composiciones donde se combinan el Ox\u00edgeno y el Hidr\u00f3geno. El petr\u00f3leo natural y otros derivados suyos, como la gasolina, el keroseno, etc., son mezcolanzas de varios hidrocarburos. Con todas estas sustancias como base, los qu\u00edmicos obtienen sin problemas, por s\u00edntesis, gran cantidad de combinados org\u00e1nicos, en ocasiones muy complejos y otras veces iguales a los que tomamos directamente los seres vivos, como az\u00facares, grasas, aceites esenciales y otros. Debemos preguntarnos como llegaron a formarse en nuestro planeta las sustancias org\u00e1nicas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-456eF5FwULc\/Um6z_1RbbUI\/AAAAAAAAAFY\/-ycctoTsXVo\/s1600\/8620576-tabla-de-vitaminas--conjunto-de-iconos-de-alimentos-organizadas-por-contenido-de-vitaminas.jpg\" alt=\"\" width=\"491\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Est\u00e1 claro que, para los iniciados en estos temas, la cosa puede parecer de una complejidad inalcanzable, nada menos que llegar a comprender \u00a1el origen primario de las sustancias org\u00e1nicas!<\/p>\n<h3 style=\"text-align: justify;\">Es nuestro planeta y el \u00fanico habitado (hasta donde podemos saber). Est\u00e1 en la\u00a0<em>ecosfera<\/em>, un espacio que rodea al Sol y que tiene las condiciones necesarias para que exista vida. Claro que, \u00a1son tantos los mundos! C\u00f3mo vamos a ser nosotros nos \u00fanicos que poblemos el Universo? \u00a1Que desperdicio de espacio!<\/h3>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcSCU7V9MI8HY0mSHSqCB9HtySXf9Mi7fxsZcafcSNVgsxoJyLW8rSXZSCYv\" alt=\"\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-Fs0ahRZ2edg\/TondW-rk0BI\/AAAAAAAAAB8\/7RBsYuWiEbI\/s1600\/zona_habitable_Gliese_581.jpg\" alt=\"\" width=\"500\" height=\"341\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La observaci\u00f3n directa de la Naturaleza que nos rodea nos puede facilitar las respuestas que necesitamos. En realidad, si ahora comprobamos todas las sustancias org\u00e1nicas propias de nuestro mundo en relaci\u00f3n a los seres vivos podemos ver que, todas, son producidas hoy d\u00eda en la Tierra por efecto de la funci\u00f3n activa y vital de los organismos.<\/p>\n<p style=\"text-align: justify;\">Las plantas verdes absorben el carbono inorg\u00e1nico del aire, en calidad de anh\u00eddrido carb\u00f3nico, y con la energ\u00eda de la luz crean, a partir de \u00e9ste, sustancias org\u00e1nicas necesarias para ellas. Los animales, los hongos, tambi\u00e9n las bacterias y el resto de organismos, menos los de color verde, se alimentan de animales o vegetales vivos o descomponiendo estos mismos, una vez muertos, pueden proveerse de las sustancias org\u00e1nicas que necesitan. Con esto, podemos ver como todo el mundo actual de los seres vivos depende de los dos hechos an\u00e1logos de fotos\u00edntesis y quimios\u00edntesis, aplicados en las l\u00edneas anteriores.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/-k5KP5TzXFgA\/Thu_JdT-0rI\/AAAAAAAAABA\/gU6zF_gnj7s\/s1600\/petroleo.gif\" alt=\"\" width=\"267\" height=\"324\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Incluso las sustancias org\u00e1nicas que se encuentran bajo tierra como la turba, la hulla o el petr\u00f3leo, han surgido, b\u00e1sicamente, por efecto de la acci\u00f3n de diferentes organismos que en un tiempo remoto se encontraban en el planeta Tierra y que con el transcurrir de los siglos quedaron ocultos bajo la maciza corteza terrestre.<\/p>\n<p style=\"text-align: justify;\">Todo esto fue causa de que muchos cient\u00edficos de finales del siglo XIX y principios del XX, afirmaran que era imposible que las sustancias org\u00e1nicas produjeran en la Tierra, de forma natural, solamente mediante un proceso biogen\u00e9tico, o sea, con la \u00fanica intervenci\u00f3n de los organismos. Esta opini\u00f3n predominante entre los cient\u00edficos de hace algunas d\u00e9cadas, constituy\u00f3 un obst\u00e1culo considerable para hallar una respuesta a la cuesti\u00f3n del origen de la vida.<\/p>\n<p style=\"text-align: justify;\">Para tratar esta cuesti\u00f3n era indispensable saber c\u00f3mo llegaron a constituirse las sustancias org\u00e1nicas; pero ocurr\u00eda que \u00e9stas s\u00f3lo pod\u00edan ser sintetizadas por organismos vivos. Sin embargo, \u00fanicamente podemos llegar a esta s\u00edntesis si nuestras observaciones no van m\u00e1s all\u00e1 de los l\u00edmites del planeta Tierra. Si traspasamos esa frontera nos encontraremos con que en diferentes cuerpos celestes de nuestra Galaxia se est\u00e1n creando sustancias org\u00e1nicas de manera abiogen\u00e9tica, es decir, en un ambiente que excluye cualquier posibilidad de que existan seres org\u00e1nicos en aquel lugar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"http:\/\/blog.meteorologiaespacial.es\/wp-content\/uploads\/2015\/04\/3tipe.png\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/blog.meteorologiaespacial.es\/wp-content\/uploads\/2015\/04\/3tipe.png\" alt=\"3tipe\" width=\"943\" height=\"537\" \/><\/a><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Enana de carbono =<\/strong>\u00a0Este tipo de enanas son muy raras. Una estrella de carbono es parecida a una <a href=\"#\" onclick=\"referencia('enana roja',event); return false;\">enana roja<\/a>, aunque ocasionalmente puede serlo, ya que su clasificaci\u00f3n en el <a href=\"#\" onclick=\"referencia('diagrama hertzsprung russell',event); return false;\">diagrama de Hertzsprung-Russell<\/a> es muy variable.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Estrellas de carbono, estrellas gigantes rojas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0Existen estrellas de carbono y m\u00e1s raras a\u00fan<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Con un espectroscopio podemos estudiar la f\u00f3rmula qu\u00edmica de las atm\u00f3sferas estelares, y en ocasiones casi con la misma exactitud que si tuvi\u00e9ramos alguna muestra de \u00e9stas en el Laboratorio. El Carbono, por ejemplo, se manifiesta ya en las atm\u00f3sferas de las estrellas tipo O, que son las que est\u00e1n a mayor temperatura, y su incre\u00edble brillo es lo que las diferencia de los dem\u00e1s astros (Ya os habl\u00e9 aqu\u00ed de R. Lepori, la estrella carmes\u00ed, o, tambi\u00e9n conocida como la Gota de Sangre, una estrella de Carbono de incre\u00edble belleza).<\/p>\n<p style=\"text-align: justify;\">En la superficie de las estrellas de Carbono existe una temperatura que oscila los 20.000 y los 28.000 grados. Es comprensible, entonces, que en esa situaci\u00f3n no pueda prevalecer a\u00fan alguna combinaci\u00f3n qu\u00edmica. La materia est\u00e1 aqu\u00ed en forma relativamente simple, como \u00e1tomos libres disgregados, sueltos como part\u00edculas min\u00fasculas que conforman la atm\u00f3sfera incandescente de estos cuerpos estelares.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Size_IK_Peg.svg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/4a\/Size_IK_Peg.svg\/300px-Size_IK_Peg.svg.png\" alt=\"\" width=\"300\" height=\"200\" data-file-width=\"1051\" data-file-height=\"701\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\">\n<div>Comparaci\u00f3n de tama\u00f1os entre la <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> IK Pegasi B (centro abajo), su compa\u00f1era de clase espectral A IK Pegasi A (izquierda) y el Sol (derecha), Esta <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> tiene una temperatura en superficie de 35.000 K.<\/div>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/-R7O9JJmewrk\/WikYUy1DOxI\/AAAAAAAAFFQ\/qoK8RK6SKyAjf4X1uhFoVRdPbspcCTZPACEwYBhgL\/s1600\/Azul%2B-%2BB.jpg\" alt=\"Resultado de imagen de La atm\u00f3sfera de las estrellas tipo B\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La atm\u00f3sfera de las estrellas tipo B, caracter\u00edstica por su luz brillante blanco-azulada y cuya corteza tiene una temperatura que va de 15.000 a 20.000 grados, tambi\u00e9n tienen vapores incandescentes de carbono. Pero aqu\u00ed este elemento tampoco puede formar cuerpos qu\u00edmicos compuestos, \u00fanicamente existe en forma at\u00f3mica, o sea, en forma de peque\u00f1\u00edsimas part\u00edculas sueltas de materia que se mueven a una velocidad de v\u00e9rtigo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/laexuberanciadehades.files.wordpress.com\/2011\/10\/rigel2.jpg?w=645\" alt=\"\" width=\"534\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00f3lo la visi\u00f3n espectral de las estrellas Blancas tipo A, en cuya superficie hay una temperatura de unos 12.000\u00ba, muestras unas franjas tenues, que indican, por primera vez, la presencia de hidrocarburos \u2013las m\u00e1s primitiva combinaciones qu\u00edmicas de la atm\u00f3sfera de estas estrellas. Aqu\u00ed, sin que existan antecedentes, los \u00e1tomos de dos elementos (el carbono y el hidr\u00f3geno) se combinan resultando un cuerpo m\u00e1s perfecto y complejo, una mol\u00e9cula qu\u00edmica.<\/p>\n<p style=\"text-align: justify;\">Observando las estrellas m\u00e1s fr\u00edas, las franjas caracter\u00edsticas de los hidrocarburos son m\u00e1s limpias cuando m\u00e1s baja es la temperatura y adquieren su m\u00e1xima claridad en las estrellas rojas, en cuya superficie la temperatura nunca es superior a los 4.000\u00ba.<\/p>\n<p style=\"text-align: justify;\">Es curioso el resultado obtenido de la medici\u00f3n de Carbono en algunos cuerpos estelares por su temperatura:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La estrella Proci\u00c3\u00b3n\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>Proci\u00f3n: 8.000\u00ba<\/li>\n<\/ul>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/q8strHlpWQg\/hqdefault.jpg\" alt=\"Resultado de imagen de La estrella Betelgeuse\" \/><\/div>\n<ul style=\"text-align: justify;\">\n<li>Betelgeuse: 2.600\u00ba<\/li>\n<\/ul>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/misistemasolar.com\/wp-content\/uploads\/2018\/11\/e-2-1.jpg\" alt=\"Resultado de imagen de La estrella Sirio\" \/><\/div>\n<ul style=\"text-align: justify;\">\n<li>Sirio: 11.000\u00ba<\/li>\n<\/ul>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/0W43EMU_7yI\/hqdefault.jpg\" alt=\"Resultado de imagen de La estrella Rigel\" \/><\/div>\n<ul style=\"text-align: justify;\">\n<li>Rigel: 20.000\u00ba<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">Como es l\u00f3gico pensar, las distintas estrellas se encuentran en diferentes per\u00edodos de desarrollo. El Carbono se encuentra presente en todas ellas, pero en distintos estados del mismo.<\/p>\n<p style=\"text-align: justify;\">Las estrellas m\u00e1s j\u00f3venes, de un color blanco-azulado son a la vez las m\u00e1s calientes. \u00c9stas poseen una temperatura muy elevada, pues s\u00f3lo en la superficie se alcanzan los 20.000 grados.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.madrimasd.org\/gestion2006\/img\/Noticias\/ASTROCAM.jpg\" alt=\"\" width=\"300\" height=\"300\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los cient\u00edficos descubrieron una enorme cantidad de silicatos cristalinos e hidrocarburos polic\u00edclicos arom\u00e1ticos, dos sustancias que indican la presencia de ox\u00edgeno y de carbono, respectivamente. As\u00ed todos los elementos que las componen, incluido el Carbono, est\u00e1n en forma de \u00e1tomos, de diminutas part\u00edculas sueltas. Existen estrellas de color amarillo y la temperatura en su superficie oscila entre los 6.000 y los 8.000\u00ba. En estas tambi\u00e9n encontramos Carbono en diferentes combinaciones.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBw8QDxUPDxANDw8PDw8PDw8NDQ8PDw8PFREWFhURFRUYHSggGBolGxUVITEhJSkrLy4uFx8zODMtNygtLisBCgoKDg0OGhAQGi0dHR8tLS0rLS0tLS0tLS0tLS0tLS0tLS0tKy0tLS0tLS0tLS0tLS0tLSsrLSsrLS0tLS0rLf\/AABEIALcBEwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBAACBQEGB\/\/EADIQAAMAAgEDAwIEBQUAAwAAAAABAgMRBBIhMQVBUSJhE3GBkQYyQlLwFBWhweFygrH\/xAAaAQADAQEBAQAAAAAAAAAAAAABAgMABAUG\/8QAJREAAgIBBAICAgMAAAAAAAAAAAECEQMSEyExBEEFURQiFWFx\/9oADAMBAAIRAxEAPwDJhBpRyJCSj49s+loiRdIiRdIm2EkoJMnJQWUI2E7MhZRyUESE7GOyi6RJkLMmoFlUi6kupLKANAsqkXSLKS8yLQrYfiNSnvyxq+Vv9u3YSUhJg2glKKbsZwcpz23tBXzhRSd6TbaEcIsa\/wBwaXgq\/UG\/YWclKkDxo2iI3k5\/ut7Fp59p7BuQbk22h1CI\/PqXzs5k9T0vp8mc5KuQ7SNtRD5uc6WmxN5Ne\/7LyWqQVSNtorGKXRa8lf3eV+6+BVYtv\/GEqSgKoegz4E9OnWq+drRnZsenoPewVo0bQEmhakUpDFSCqSqZgLRRoM0UaKJgaA6OBNHRrBRyUESKygiQrYx1IJKKygsom2E7KCyisoJKJtmOpBpkrKDxIUBs7MhZkkyFmRxGyqkuoLzASYALqBqS8wFmAigFCuQKYCTAWcYRQFE3ICoO9AwsZ38MIuoVcFHI28ZSoBQVIUqQbkaqAdSAdSFnJRyMOSlSOh0xdyDqRlyVqP8ANmYyYnUgqkbuQVyJIdMUpFGhipBNExrA1IKpGGilSMmYWqQbQxSBUiiZgWjhfR0awFJCSDkJJmYJISUDkLJNhCSgkopIWSbMEhB4QKEMQgpiMJCCzJWEHiR7Js7EhZkkSGmTE2yswFmC8wHx4jE3IFOMNOIZx4BmMBufRGWQRWE7+CaKwkeEOmQm4ZdYwF4zXvCK5cILaHjMzKkFUjuSAFSYsmKuSlSMVIOkGyiYvUg6QekDpGsZMXpArQxSBUhWyiFrQGkM2gNIlY6A0gdIMwbQUMBpAqQegVFEYEQ6yD2ABIWQchYQzMEkLIOQsokwhJCyDkJJNgDwHxgIGIMhWHhDGNAMaGcaHRGQaEMRIPHI3hgJGTL4sY7iwkwYx7DiHx43N0jlnMriwh5xBoguke94\/wAcquRyyyAfwiPEHIdf4MBNbFLwi2XAaegd4zh8n43i4jxyGDnwiWSDf5GEzORiPCnB43TOzHMzKkFSG8kALQDoTFaQKkM0gFIzKIXoFQekCpCMohegNDFgbQhRAaBUFpA6GQ4OgVBqQKkOjAmcLaOFDApQWUVlBJQWGi0oLJSUEkmwF5CyDkNCEYGGhDEIBjQzCMkIw2NDWNC+NDWJFEiMhnEjQ48CeBGnxoNRy5GN4MY9jgFggZR9B8d4qS1M4MkrIQhD2SRCEIYxCEIYwLJBncnGarFeTB4nyfjJrWiuOVMws8CeRGnyUZ+VHgpHoQYpaA2hiwFmoshe0BtB7A0I0VQCwNoPYGhCiA0CoNQKgocHQOkFYNjoIIhZogwQKLooi6KMIRBJByEklIULIaAMhoEYBiBiBfGMYwomxjGNYhbGM4mORkPcc1uMjJ47NXisK7OTKamEKCwsKfXeJW0qPPl2QhCHUKQhCGMQhCGMQDnXYMB5D7HL5lbTsaPZj8ozcpoctmblZ8ieljF7AWFtgLZjoQKwNBbYG2IyiBWBoLbA0xGUQOgdF6B0FDlGDovRRjoJQhxkGCBTLpgpYSWMw2FQSQUsJLJsAaQ0AJZocXhNysmTePC2ksjX8z3rUr3fn9mTYkpJdnMbGIHq9KxZMbycS7y9D1cUl1JezWl3E8mG8b6bTl6T0\/On4GcWuyKnGXQbGxrGxTFt+E3+XcYhmTEkPYaNPjWY+Oh3BkDZCcbN\/j2NoyeNmNLHez6H4zyk1oZ5+WNMIQhD2iJCEIYxCEIYxGJ8vIHy5NIyeXmPF+T8pJaEWxQt2KcmzPyMPmsVtngWejBUCtgLYS2BtmbLIHbA0y9sFTEbKoHbA0wlsFROyiB0UplmDYyGK0DZegdDoJXZDmyDmFUwk0Lqiyoq0KNTQRWJqw\/Fx1ktRC3VPSRNxDZu+m4OOsFZ+R1+WsUS9LI0u+\/fzr49zNzeoXk0m0pn+WJ7RK+y\/wC\/uB9U5+9YJ1+HiSldPiqS+qt++62xOMgFjdWxIrm2a\/G5lwmopyrWq0\/KPRYcmK+POfPVOsb\/AAemWpdpd02\/yb\/4PGxkDzk+4ukM8Sl\/Rv16nT7Q3jhPtEvX5dT\/AKn92Nv1W611LG3708cdVfm9HnMeQax5Q0xJYY\/R6Webi2unGtPu+qq2n8J+y\/cc5WJQ56XublXO3tpP5PNYcnyb3D9Qw25nNGpmOlVLra\/P7DRSlw6X0cuTG48rn7G+PmNTj5zEzY+jTVKppbl+Nr7r2C4M4sZSxytdkJwUlZ6THl2EVGNi5I1HIPZ8f5WlUzklhaNDZNia5JHyTt\/k8VCbbG2wWXMkKZOUJ5+UcXkfK2qgUhhbC8rkmZmylcuYWuzxpScnbOyGOiXQC6O1QKqFLpFbYC2XtgbYGURSmBphKYGmIyiKWwVMvTBUwFEVpg6ZZsHTHQSrYOmWpgqY6QTmyFNnSgBOuz0\/KJs1n6rxskKHj6ZpfU5meqbfm1v\/AD2FPVOHOLocVdTklvdT0909aHUuaapiJiqZ6n0f0bNPHzZJivxsmOYw6empp7p\/sl\/yeW4ud48k5J1uKVLa2tp+6PonpvqEtPM3Si+mtOtJNLvpfGyPkzlBKieVyS4PB5vSs63uHuU2+3fs9NicWfV+Rxqy4bSpJ5U9OUpfQ\/bf+eT5f6p6bk42V477+Htd\/PsN4+dZLT7Njyai2OgyoSxUHmizjydaHIsYx5BCaCxZnADRq4so1jyGTjyDmC9vXyTlEnKJ6rFmeTjKmu+KphVv+h\/P66BRkO3euPMz0dDmXfR3bybet\/sCwYaa6u0z\/dbUr9PkjJ2zhSXP+juPMMRyBCoaW05ufHVG2k\/h\/BxZA0K4pmouScrkmd+KceQNC7Y5k5AtkygayAqsNFFAJWQG7BVZR2KUUS7opVFHRR0EZI7VAqZ1sHTNQ6RymBtl6YGmTkh0ilMFTLUwbYKHONg2ztMpTGSCVpgqL0wVMqkYrshXZwegGF1OflGvxvXX0ThyQrxpvqfb8TT89Lfh+H+hsZeLxcq3kWnXduGk09+wHHw+HHT0qnUV1K6e3teE\/ZopLPjmv2i7J0MYvSYy9sCuaSmpeTfTa+H8Hq\/QuBWPEpyOOpPaU7fZnlc3q2Zd19MLw5aX7i2D+NKl6qW3vy3vaOOeLNkVLkTJGTVH0DNFJ05qe860m1r47eEed\/irjZMkJTLbp7bfnS8FuF\/E2LM\/KW0tt\/ZfBb1L1\/DC1+JNXrt27MhCE4T65JQjKMlweKvDUdq8lpo5z+VOS21\/4Biz1op1yehFjc0EmhaaCTQRmhuLGcWQQmg0WTkhWj03onqk46aySrx2kqTW9a8NBfUvU\/xcm12hdoS7JSebjIHx5TnaOd4Vq1ez0HpvLma1kTrHXakvK+GvyY3y8XRbS25T+mn7y\/D2eew5z0PD9QisbnJTSc66VO128NCybXojkg4vUgXWcdmtx+Jh\/DdL6q12eTxL\/Ipj9NnJO25mvZwlp9vf9RdxEd2PsyXZSrHL9LyKtNyo7fX1Trv49yq4ShOs3Ul36VPTtr3bC5pFNcRGrKOh2PTuv6sdpy\/G+1fsBzenZJ8apba7dtNfOxdyPQ6nH7FnRV0Evi5F7L9GnsBkTT1SafxSaY6aHVPo66Buh\/0\/ixSdZN6nxK7dX6hOTz8TalYIeu3hr\/lCvJzSBr5pKzItgbZrxeGW0sW3S\/rfUp+yKziwVL3jqW\/eaba+62JLIhtyvRi0ylM0uf6conri+pLymtMymwxafRWMlJWjjZRstXj\/AKIuPb01NNPw1L0\/1KIYLw+BWRO9zOOHq7ft29l7lcv+mx7bqszS\/l10S37baexv06tTWLJ3i3vSfdV8mP676JUPrxfVD+O+gwalPTJ0ScnZT\/dsHvhW\/s6S\/bZDAtNPTXc4d\/48RdTGYw5qfZ1p\/LNfiYuhLfd72+\/lCGLnrJcwvpSrfV1b7e6EL51LI3ttdVaTprts0oSnx0HUkel5bfdJTppOUqXk89yMVRW6nX5oDXPt1tPp\/L\/01MfqE1CWTv209ryzRxyxL7BafBlPL8dvyOJv5NOMfGyfSparz9Lab+wL8DCvG3+baZTcX0waWLzQfHRWOOm9Tvv7ee4fFxHvT3v40LKSKRsvFBpYePSr2tb0\/Leuw2\/TXL7tNe1dWkc8ssfsruISlhJobycN610Vtf1a2hfNx6h6rSfxvuT1qQdaZaaCzQrHf4Gv9PaW9PX7iS4BaDRYfHmaFOml5TLpP4YtgaTNPH6jaWup6+GNcb1u47exid\/hnHQHGLEeKL9Ho365Ov5V3e2n3QLL6pFz011aT2vfRgdRzYm3EVYIo3cfOxqdKmkn7f8A6MX6ouz3ta03\/wCHmGXXVrwK8SM8ET0P+5ptJUta1qknv9Qs85VS+mL6VpdX1aR5fT3p9g+HlKfK\/I22vQHgXo9TeafPdPXs1oQ\/1MtPoU9e\/wCpdml7fZmDfqdvtvscjntGWJgjgo083IupVJdLdOHKXba001+\/\/ATByOm9X9S8fk\/0MyPU327J0lpb8ft8jPG5OPLX1SuvX\/xnt9kaUHXKC40uUP5uhtqlen8V2X5CtcHHWtKo7f3J7+4vn5qmtKX0rxq35\/X2Fs3q+XzKSn2+nevv+YI45+gKMl0Mr0x7bf1TK2lPZ19vsLZ8PI60pfeu2o2lPjt9kCxev5V\/M0\/tpItX8QJd0u5VQyp9WG5ew34GSUnmcuafT9W+qf18ls\/Kx8eH9X4jfeU\/GvuZuX+Ibae0nvx2Mnleou1qkvt7aKwwTk\/2NfHIxk58023ix7fkhmrPP9u\/\/sQ7dpG1COCdPcvTROQ6b2\/+iEOv2S9Ao7vRqYuBetrppNbW3o6Qlnm41Q2NJkxxS14Xfaa8o1MCjJ3yR9X901revfXyQhzZW6sokU5WGYa6d999mEnlJ63KevHyQgiVx5GGMHOcvt1a+NjK5iqdNv7e5CEZQj2GkGXqTif5er576X7GTyuS7rfdd\/G96IQOOEVyCkuikWavE9QqVrb0iENkimGr7NXjcibXdd\/y7BZqd66Z17dtEIcMuGSa5opmxRrt9P5AKwz7\/UvnWmQgYt0FNi3JwKXrygWkQhRO0Wi7Rxv5R3HfT4IQYYu7VeVp+zQL\/TU3pPzshDJ0J0AycVp6bWxXK3L0yELY3fZrKLJ9wuDndHhJv2fuiEK6U+GKXfL6\/wCZv9AkfV9M23vzNL\/shBJRS6CC5np9LutfuZ34VPaXlEIbDkbQvYtnlryKXRCHfj5ROQJ0QhCoh\/\/Z\" alt=\"Resultado de imagen de El Sol\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Sol, pertenece al grupo de las estrellas amarillas y en la superficie la temperatura es de 6.000\u00ba. El Carbono en la atm\u00f3sfera incandescente del Sol, lo encontramos en forma de \u00e1tomo, y adem\u00e1s desarrollando diferentes combinaciones: \u00c1tomos de Carbono, Hidr\u00f3geno y Nitr\u00f3geno, Metino, Cian\u00f3geno, Dicarbono, es decir:<\/p>\n<p style=\"text-align: justify;\">\n<ol style=\"text-align: justify;\">\n<li>\u00c1tomos sueltos de Carbono, Hidr\u00f3geno y Nitr\u00f3geno.<\/li>\n<li>Miscibilidad combinada de carbono e hidr\u00f3geno (metano)<\/li>\n<li>Miscibilidad combinada de carbono y nitr\u00f3geno (cian\u00f3geno); y<\/li>\n<li>Dos \u00e1tomos de Carbono en combinaci\u00f3n (dicarbono).<\/li>\n<\/ol>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Dicarbono\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen de Dicarbono\" \/><\/div>\n<p style=\"text-align: justify;\">En las atm\u00f3sferas de las estrellas m\u00e1s calientes, el carbono \u00fanicamente se manifiesta mediante \u00e1tomos libres y sueltos. Sin embargo, en el Sol, como sabemos, en parte, se presenta ya, formando combinaciones qu\u00edmicas en forma de mol\u00e9culas de hidrocarburo de cian\u00f3geno y de dicarbono.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-6KxWm0Z-kLk\/Two14sLtOPI\/AAAAAAAAAYk\/iTt-2U9Z3o4\/s1600\/estrellas1.jpg\" alt=\"\" width=\"614\" height=\"491\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Para hallar las respuestas que estamos buscando en el conocimiento de las sustancias y materiales presentes en los astros y planetas, ya se est\u00e1 realizando un estudio en profundidad de la atm\u00f3sfera de los grandes planetas del Sistema solar. Y, de momento, dichos estudios han descubierto, por ejemplo, que la atm\u00f3sfera de J\u00fapiter est\u00e1 formada mayoritariamente por amon\u00edaco y metano. Lo cual hace pensar en la existencia de otros hidrocarburos. Sin embargo, la masa que forma la base de esos hidrocarburos, en J\u00fapiter permanece en estado l\u00edquido o s\u00f3lido a causa de la abaja temperatura que hay en la superficie del planeta (135 grados bajo cero). En la atm\u00f3sfera del resto de grandes planetas se manifiestan estas mismas combinaciones.<\/p>\n<p style=\"text-align: justify;\">Ha sido especialmente importante el estudio de los meteoritos, esas \u201cpiedras celestes\u201d que caen sobre la Tierra de vez en cuando, y que provienen del espacio interplanetario. Estos han representado para los estudiosos los \u00fanicos cuerpos extraterrestres que han podido someter a profundos an\u00e1lisis qu\u00edmico y mineral\u00fargico, de forma directa. Sin olvidar, en algunos casos, los posibles f\u00f3siles.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcRRVk3lEwbFC6BxKTE-3Mb8186Hx07RecRGOXJOjzfWsgzidnqz\" alt=\"\" width=\"546\" height=\"250\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Estos meteoritos est\u00e1n compuestos del mismo material que encontramos en la parte m\u00e1s profunda de la corteza del planeta Tierra y en su n\u00facleo central, tanto por el car\u00e1cter de los elementos que los componen como por la base de su estructura. Es f\u00e1cil entender la importancia capital que tiene el estudio de los materiales de estas piedras celestes para resolver la cuesti\u00f3n del origen de las primitivas composiciones durante el per\u00edodo de formaci\u00f3n de nuestro planeta que, al fin y al cabo, es la misma que estar\u00e1 presente en la conformaci\u00f3n de otros planetas rocosos similares al nuestro, ya que, no lo olvidemos, en todo el universo rigen las mismas leyes y, la mec\u00e1nica de los mundos y de las estrellas se repiten una y otra vez aqu\u00ed y all\u00ed, a miles de millones de a\u00f1os-luz de nosotros.<\/p>\n<p style=\"text-align: justify;\">As\u00ed que, se forman hidrocarburos al contactar los carburos con el agua. Las mol\u00e9culas de agua contienen ox\u00edgeno que, combinado con el metal, forman los hidr\u00f3xidos met\u00e1licos, mientras que el hidr\u00f3geno del agua mezclado con el carbono forman los hidrocarburos.<\/p>\n<p style=\"text-align: justify;\">Los hidrocarburos originados en la atm\u00f3sfera terrestre se mezclaron con las part\u00edculas de agua y amon\u00edaco que en ella exist\u00edan, creando sustancias m\u00e1s complejas. As\u00ed, llegaron a hacerse presentes la formaci\u00f3n de cuerpos qu\u00edmicos. Mol\u00e9culas compuestas por part\u00edculas de ox\u00edgeno, hidr\u00f3geno y carbono.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/img.webme.com\/pic\/r\/randywn\/wallpapers_3.jpg\" alt=\"\" width=\"400\" height=\"300\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todo esto desemboc\u00f3 en el saber sobre los Elementos que hoy podemos conocer y, a partir de Mendel\u00e9iev (un eminente qu\u00edmico ruso) y otros muchos\u2026se hizo posible que el estudio llegara muy lejos y, al d\u00eda de hoy, podr\u00edamos decir que se conocen todos los elementos naturales y algunos artificiales que, nos llevan a tener unos valiosos datos de la materia que en el universo est\u00e1 presente y, en parte, de c\u00f3mo funciona cuando, esas sustancias o \u00e1tomos, llegan a ligarse los unos con los otros para formar, materiales m\u00e1s complejos que, aparte de los naturales, est\u00e1n los artificiales o transur\u00e1nicos.<\/p>\n<p style=\"text-align: justify;\">Aqu\u00ed en la Tierra, las reacciones de hidrocarburos y sus derivados oxigenados m\u00e1s simples con el amon\u00edaco generaron otros cuerpos con distintas combinaciones de \u00e1tomos de carbono, hidr\u00f3geno, ox\u00edgeno y nitr\u00f3geno (CHON) en su mol\u00e9culas llamadas paras la vida una vez que, m\u00e1s tarde, por distintos fen\u00f3menos de diversos tipos, llegaron las primeras sustancias prote\u00ednicas y grasas que, dieron lugar a los amino\u00e1cidos, las Prote\u00ednas y el ADN y RDN que, finalmente desemboc\u00f3 en eso que llamamos vida y que, evolucionado, ha resultado ser tan complejo y, a veces, en ciertas circunstancias, peligroso: \u00a1Nosotros!<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F&amp;title=%C2%A1Los+materiales+para+la+vida%21+Y%2C+de+los+mundos' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F&amp;title=%C2%A1Los+materiales+para+la+vida%21+Y%2C+de+los+mundos' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F&amp;title=%C2%A1Los+materiales+para+la+vida%21+Y%2C+de+los+mundos' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F&amp;t=%C2%A1Los+materiales+para+la+vida%21+Y%2C+de+los+mundos' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/08\/16\/%c2%a1los-materiales-para-la-vida-y-de-los-mundos-13\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F&amp;title=%C2%A1Los+materiales+para+la+vida%21+Y%2C+de+los+mundos' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F&amp;title=%C2%A1Los+materiales+para+la+vida%21+Y%2C+de+los+mundos' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2019\/08\/16\/%c2%a1los-materiales-para-la-vida-y-de-los-mundos-13\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F&amp;title=%C2%A1Los+materiales+para+la+vida%21+Y%2C+de+los+mundos' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F&amp;t=%C2%A1Los+materiales+para+la+vida%21+Y%2C+de+los+mundos' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=%C2%A1Los+materiales+para+la+vida%21+Y%2C+de+los+mundos: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%A1Los+materiales+para+la+vida%21+Y%2C+de+los+mundos&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F08%2F16%2F%25c2%25a1los-materiales-para-la-vida-y-de-los-mundos-13%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a0Un buen f\u00edsico sin suerte: Paul Ehrenfest &nbsp; &nbsp; &nbsp; \u00bfAlquimia estelar? \u00bfProplasma vivo? \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfSer\u00e1 as\u00ed la espuma cu\u00e1ntica? \u00a0Los l\u00edmites de las teor\u00edas actuales &nbsp; &nbsp; &nbsp; &nbsp; \u00a1La F\u00edsica! Que no deja de sorprendernos \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Los elementos se crean [&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":[132],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/24272"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=24272"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/24272\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=24272"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=24272"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=24272"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}