{"id":5118,"date":"2021-02-04T06:50:38","date_gmt":"2021-02-04T05:50:38","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=5118"},"modified":"2021-02-04T06:58:36","modified_gmt":"2021-02-04T05:58:36","slug":"en-este-mundo-de-cambios","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/02\/04\/en-este-mundo-de-cambios\/","title":{"rendered":"En este mundo de cambios&#8230;"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRpysAZAbDC04akMUDNr_XRFqGlQFXvtReeAQ&amp;usqp=CAU\" alt=\"Resultado de imagen de Los ni\u00f1os cuando no andan\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSk361dNZ_yd5pMefhFPYqPyc2kg7gptFCQhQ&amp;usqp=CAU\" alt=\"Resultado de imagen de Los ni\u00f1os cuando no andan\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRTTt7LRaTU2XFQ9DUAKNamdGkLNDdloWAQNQ&amp;usqp=CAU\" alt=\"Resultado de imagen de Los ni\u00f1os cuando no andan\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRGeh4Cydk8rszFLecEZ2yup0ZMJ4enGUKB6g&amp;usqp=CAU\" alt=\"Resultado de imagen de Los ni\u00f1os cuando no andan\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Poco a poco los sentidos se despiertan y la comprensi\u00f3n llega a la Mente<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El <a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>c\u00f3logo Eric Ericsson lleg\u00f3 a proponer una teor\u00eda de estadios <a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>col\u00f3gicos del desarrollo. Un conflicto fundamental caracteriza cada fase. Si este conflicto no queda resuelto, puede enconarse e incluso provocar una regresi\u00f3n a un periodo anterior. An\u00e1logamente, el <a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>c\u00f3logo Jean Piaget demostr\u00f3 que el desarrollo mental de la primera infancia tampoco es un desarrollo continuo de aprendizaje, sino que est\u00e1 realmente caracterizado por estadios discontinuos en la capacidad de conceptualizaci\u00f3n de un ni\u00f1o. Un mes, un ni\u00f1o puede dejar de buscar una pelota una vez que ha rodado fuera de su campo de visi\u00f3n, sin comprender que la pelota existe aunque no la vea. Al mes siguiente, esto resultar\u00e1 obvio para el ni\u00f1o.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La evoluci\u00b4\u00e7on de las estrellas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La evoluci\u00b4\u00e7on de las estrellas\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Todo evoluciona, las cosas y los seres vivos\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La evoluci\u00f3n El ni\u00f1o y el anciano\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esta es la esencia de la dial\u00e9ctica. Seg\u00fan esta filosof\u00eda, todos los objetos (personas, gases, estrellas, el propio universo) pasan por una serie de estadios. Cada estadio est\u00e1 caracterizado por un conflicto entre dos fuerzas opuestas. La naturaleza de dicho conflicto determina, de hecho, la naturaleza del estadio. Cuando el conflicto se resuelve, el objeto pasa a un objetivo o estadio superior, llamado s\u00edntesis, donde empieza una nueva contradicci\u00f3n, y el proceso pasa de nuevo a un nivel superior.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La Sociedad en la Grecia Cl\u00e1sica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSUEURfzQQeDzWme0iGK_ORFo7IVB2ZyjhHaA&amp;usqp=CAU\" alt=\"Resultado de imagen de La Sociedad del siglo XXI\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo que no est\u00e1 muy claro es si, la evoluci\u00f3n social, es para mejor<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los fil\u00f3sofos llaman a esto transici\u00f3n de la \u201ccantidad\u201d a la \u201ccualidad\u201d. \u00a0Peque\u00f1os cambios cuantitativos se acumulan hasta que, eventualmente, se produce una ruptura cualitativa con el pasado. Esta teor\u00eda se aplica tambi\u00e9n a las sociedades o culturas. Las tensiones en una sociedad pueden crecer espectacularmente, como la hicieron en Francia a finales del siglo XVIII. Los campesinos se enfrenaban al hambre, se produjeron motines espont\u00e1neos y la aristocracia se retir\u00f3 a sus fortalezas. Cuando las tensiones alcanzaron su punto de ruptura, ocurri\u00f3 una <strong>transici\u00f3n de fase<\/strong> de lo <strong>cuantitativo <\/strong>a lo <strong>cualitativo<\/strong>: los campesinos tomaron las armas, tomaron Par\u00eds y asaltaron la Bastilla.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Transiciones de fase\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El embalse est\u00e1 en el falso vac\u00edo\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/2\/29\/Teton_Dam_failure.jpg\" alt=\"Resultado de imagen de El embalse se rompi\u00f3 y el agua sali\u00f3 libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las transiciones de fases pueden ser tambi\u00e9n asuntos bastante explosivos. Por ejemplo, pensemos en un r\u00edo que ha sido represado. Tras la presa se forma r\u00e1pidamente un embalse con agua a enorme presi\u00f3n. Puesto que es inestable, el embalse est\u00e1 en el <strong>falso vac\u00edo<\/strong>. El agua preferir\u00eda estar en su verdadero vac\u00edo, significando esto que preferir\u00eda reventar la presa y correr aguas abajo, hacia un estado de menor energ\u00eda. As\u00ed pues, una transici\u00f3n de fase implicar\u00eda un estallido de la presa, que tendr\u00eda consecuencias desastrosas.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/www.equipes.lps.u-psud.fr\/tejeda\/IMG\/png\/sngephasetransitions2.png\" alt=\"\" width=\"500\" height=\"376\" \/><\/p>\n<p align=\"justify\">\n<blockquote>\n<p align=\"justify\"><em>&#8220;Transiciones de fase en Sn\/Ge(111).<\/em>\u00a0Columna de izquierda, niveles internos de Sn 4d para tres temperaturas diferentes caracter\u00edsticas de cada fase. Columna central, im\u00e1genes STM que muestran el orden de carga de la fase intermedia y la equivalencia de todos los \u00e1tomos en la fase de baja temperatura. Columna de la derecha, estructura electr\u00f3nica que muestra la mala conducci\u00f3nd de la fase intermedia y el gran gap de la fase de baja temperature. Figuras de R. Cort\u00e9s\u00a0<em>et al.<\/em>, Phys. Rev. B 88, 125113 (2013). Copyright 2013 de la American Physical Society.&#8221;\u00a0<a href=\"http:\/\/dx.doi.org\/10.1103\/PhysRevB.88.125113\" rel=\"external\">http:\/\/dx.doi.org\/10.1103\/PhysRevB.88.125113<\/a>&#8220;<\/p>\n<p align=\"justify\">Antonio Tejada<\/p>\n<\/blockquote>\n<p><strong><br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ichef.bbci.co.uk\/news\/640\/cpsprodpb\/3E94\/production\/_97602061_mediaitem97600657.jpg\" alt=\"Resultado de imagen de La explosi\u00f3n at\u00f3mica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tambi\u00e9n podr\u00eda poner aqu\u00ed el ejemplo m\u00e1s explosivo de una bomba at\u00f3mica, donde el falso vac\u00edo corresponde al n\u00facleo inestable de uranio donde residen atrapadas enormes energ\u00edas explosivas que son un mill\u00f3n de veces m\u00e1s poderosas, para masas iguales, que para un explosivo qu\u00edmico.\u00a0 De vez en cuando, el n\u00facleo pasa por efecto t\u00fanel a un estado m\u00e1s bajo, lo que significa que el n\u00facleo se rompe espont\u00e1neamente. Esto se denomina desintegraci\u00f3n radiactiva. Sin embargo, disparando <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> contra los n\u00facleos de uranio, es posible liberar de golpe esta energ\u00eda encerrada seg\u00fan la formula de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> E = mc<sup>2<\/sup>. Por supuesto, dicha liberaci\u00f3n es una explosi\u00f3n at\u00f3mica; \u00a1menuda transici\u00f3n de fase!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSvIw52yK7gIkDelFzaT-ht1UooDi9yWw9GAw&amp;usqp=CAU\" alt=\"Resultado de imagen de una mesa de banquete circular, donde todos los comensales est\u00e1n sentados con una copa de champ\u00e1n a cada lado.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las nuevas caracter\u00edsticas descubiertas por los cient\u00edficos en las transiciones de fases es que normalmente van acompa\u00f1adas de una ruptura de simetr\u00eda. Al premio Nobel Abdus Salam le gusta la ilustraci\u00f3n siguiente: consideremos una mesa de banquete circular, donde todos los comensales est\u00e1n sentados con una copa de champ\u00e1n a cada lado. Aqu\u00ed existe simetr\u00eda. Mirando la mesa del banquete reflejada en un espejo, vemos lo mismo: cada comensal sentado en torno a la mesa, con copas de champ\u00e1n a cada lado.\u00a0 Asimismo, podemos girar la mesa de banquete circular y la disposici\u00f3n sigue siendo la misma.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTqnk8z5Z6jfyyZCPoe-bu-8MY31bH7bNvMcA&amp;usqp=CAU\" alt=\"Resultado de imagen de una mesa de banquete circular, donde todos los comensales est\u00e1n sentados con una copa de champ\u00e1n a cada lado.\" \/><\/p>\n<p style=\"text-align: justify;\">Rompamos ahora la simetr\u00eda. Supongamos ahora que el primer comensal toma la copa que hay a su derecha. Siguiendo la pauta, todos los dem\u00e1s comensales tomaran la copa de champ\u00e1n de su derecha. N\u00f3tese que la imagen de la mesa del banquete vista en el espejo produce la situaci\u00f3n opuesta.\u00a0 Cada comensal ha tomado la copa izquierda. De este modo, la simetr\u00eda izquierda-derecha se ha roto.<\/p>\n<p style=\"text-align: justify;\">As\u00ed pues, el estado de m\u00e1xima simetr\u00eda es con frecuencia tambi\u00e9n un estado inestable, y por lo tanto corresponde a un falso vac\u00edo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/d7lju56vlbdri.cloudfront.net\/var\/ezwebin_site\/storage\/images\/_aliases\/img_1col\/noticias\/en-busca-de-los-origenes-del-big-bang\/617784-1-esl-MX\/En-busca-de-los-origenes-del-Big-Bang.jpg\" alt=\"Resultado de imagen de Un universo de cuatro dimensiones macro y seis micro\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00bfD\u00f3nde est\u00e1n las seis dimensiones compactadas al tama\u00f1o infinitesimal cu\u00e1ntico?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Con respecto a la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a>, los f\u00edsicos suponen (aunque todav\u00eda no lo puedan demostrar) que el universo deca-dimensional original era inestable y pas\u00f3 por efecto t\u00fanel a un universo de cuatro y otro de seis dimensiones. As\u00ed pues, el universo original estaba en un estado de falso vac\u00edo, el estado de m\u00e1xima simetr\u00eda, mientras que hoy estamos en el estado roto del verdadero vac\u00edo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQGZOD52dYdil5L863vatGDyGHgLcI5ofUeRw&amp;usqp=CAU\" alt=\"Resultado de imagen de Un universo de cuatro dimensiones macro y seis micro\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcScHIgB2JM7HUfLSiooUSFqsFqR7l6opHEgkw&amp;usqp=CAU\" alt=\"Resultado de imagen de Un universo sim\u00e9trico\" \/><\/p>\n<p style=\"text-align: justify;\">Expansi\u00f3n isotr\u00f3pica<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Al principio, cuando el universo era sim\u00e9trico, s\u00f3lo exist\u00eda una sola fuerza que unificaba a todas las que ahora conocemos, la gravedad, las fuerzas electromagn\u00e9ticas y las nucleares d\u00e9bil y fuerte, todas emerg\u00edan de aquel <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> opaco de alta energ\u00eda que lo inundaba todo. M\u00e1s tarde, cuando el universo comenz\u00f3 a enfriarse, se hizo transparente y apareci\u00f3 la luz, las fuerzas se separaron en las cuatro conocidas, emergieron las primeras <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> para unirse y formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, los primeros n\u00facleos aparecieron para atraer a los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que formaron aquellos primeros \u00e1tomos.\u00a0 Doscientos millones de a\u00f1os m\u00e1s tarde, se formaron las primeras estrellas y galaxias.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/hipertextual.com\/files\/2018\/05\/macs.jpg?width=1200&amp;enable=upscale\" alt=\"Resultado de imagen de Las primera estrellas\" \/><\/p>\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<div><a title=\"Las primeras estrellas en la historia del universo\" href=\"https:\/\/hipertextual.com\/2018\/05\/primeras-estrellas-universo\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCNDlka_Az-4CFQAAAAAdAAAAABAD\">Las primeras estrellas en la historia del universo<\/a><\/div>\n<div><\/div>\n<p style=\"text-align: justify;\">Con el paso del tiempo, las estrellas sintetizaron los elementos pesados de nuestros cuerpos, fabricados en supernovas que estallaron, incluso antes de que se formase el Sol. Podemos decir, sin temor a equivocarnos, que una supernova an\u00f3nima explot\u00f3 hace miles de millones de a\u00f1os y sembr\u00f3 la nube de gas que dio lugar a nuestro sistema solar, poniendo all\u00ed los materiales complejos y necesarios para que algunos miles de millones de a\u00f1os m\u00e1s tarde, tras la evoluci\u00f3n, apareci\u00e9ramos nosotros.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/blogs.elcolombiano.com\/cienciaaldia\/wp-content\/uploads\/2016\/12\/eagle.jpeg\" alt=\"Resultado de imagen de La supernova que cre\u00f3 el Sistema solar\" \/><\/p>\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<div><a title=\"La supernova que cre\u00f3 el Sol | Ciencia al d\u00eda\" href=\"https:\/\/www.elcolombiano.com\/blogs\/cienciaaldia\/la-supernova-que-creo-el-sol\/10165\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCNiT69bAz-4CFQAAAAAdAAAAABAD\">La supernova que cre\u00f3 el Sol<\/a><\/div>\n<div><\/div>\n<p style=\"text-align: justify;\">Las estrellas evolucionan desde que en su n\u00facleo se comienza a fusionar hidr\u00f3geno en helio, de los elementos m\u00e1s ligeros a los m\u00e1s pesados.\u00a0 Avanza creando en el horno termonuclear, cada vez, metales y elementos m\u00e1s pesados. Cuando llega al hierro y explosiona en la forma explosiva de\u00a0 una supernova. Luego, cuando este material estelar es otra vez recogido en una nueva estrella rica en hidr\u00f3geno, al ser de segunda generaci\u00f3n (como nuestro Sol), comienza de nuevo el proceso de fusi\u00f3n llevando consigo materiales complejos de aquella supernova.<\/p>\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 Evoluci\u00f3n de las estrellas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Evoluci\u00f3n de las estrellas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Puesto que el peso promedio de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> en los productos de fisi\u00f3n, como el cesio y el kript\u00f3n, es menor que el peso promedio de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> de uranio, el exceso de masa se ha transformado en energ\u00eda mediante \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0E = mc<sup>2<\/sup>. Esta es la fuente de energ\u00eda que subyace en la bomba at\u00f3mica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.iac.es\/cosmoeduca\/universo\/anexos\/275\/estrellasyelementos_clip_image003.jpg\" alt=\"Resultado de imagen de Elementos complejos fabricados en las estrellas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT5c4rmCHFKSfHVfL_ieoMdw75X33Bic2mA5Q&amp;usqp=CAU\" alt=\"Resultado de imagen de Elementos complejos fabricados en las estrellas\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRfLtWmtZzbZJpMl5I3V7l0lTYGz9S_FzmqwQ&amp;usqp=CAU\" alt=\"Resultado de imagen de Elementos complejos fabricados en las estrellas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRS6qAFmRqoiWP844lynODrhE03sunhdQYrAA&amp;usqp=CAU\" alt=\"Resultado de imagen de Elementos complejos fabricados en las estrellas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">As\u00ed pues, la curva de energ\u00eda de enlace no s\u00f3lo explica el nacimiento y muerte de las estrellas y la creaci\u00f3n de elementos complejos que tambi\u00e9n hicieron posible que nosotros estemos ahora aqu\u00ed y, muy posiblemente, ser\u00e1 tambi\u00e9n el factor determinante para que, lejos de aqu\u00ed, en otros sistemas solares a muchos a\u00f1os luz de distancia, puedan florecer otras especies inteligentes que, al igual que la especie humana, se pregunten por su origen y estudien los fen\u00f3menos de las fuerzas fundamentales del universo, los componentes de la materia y, como nosotros, se interesen por el destino que nos espera en el futuro.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/astrodonimaging.com\/wp-content\/uploads\/2009\/11\/NGC3576NBWeb4.jpg\" alt=\"Resultado de imagen de Nacimiento, vida y muerte del Sol\" \/><\/p>\n<p style=\"text-align: justify;\">En un lugar como \u00e9ste naci\u00f3 nuestro Sol, una anomal\u00eda gravitatoria form\u00f3 un grumo de material que se fue agrandado m\u00e1s y m\u00e1s, se concentr\u00f3 y densific\u00f3 en el centro, hasta que la presi\u00f3n hizo que comenzara la fusi\u00f3n, empez\u00f3 a brillar y naci\u00f3 la proto-estrella.<\/p>\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 Protoestrellas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Protoestrellas\" \/><\/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 \u00a0Proto-estrella que se convertir\u00e1 en estrella<\/p>\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 El Sol\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El Sol como estrella de la secuencia principal\" \/><\/p>\n<p style=\"text-align: justify;\">El Sol en la Secuencia Principal lleva unos 5.000 millones de a\u00f1os fusionando 4.654.600 toneladas de Hidr\u00f3geno en 4.650.000 toneladas de Helio. Las 4.600 toneladas que se pierden en el proceso, son eyectadas al Espacio Interestelar en forma de luz y calor del que a la Tierra llega dos millon\u00e9simas partes que son suficientes para el mantenimiento de la vida en \u00e9ste mundo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/PltlSjC6AKSHNNiX9blDbWWJGS_Zv3kL1AHc0HatdTqwWgk8x0KeRTJtFxGlhVRbwjwfUiGx_W_GxOJeDN3VZWmeuHpfWrsEjRMGid05TgA4sUr1MF2StJaS6ic\" alt=\"Resultado de imagen de El Sol como Gigante Roja\" \/><\/p>\n<p style=\"text-align: justify;\">Cuando el Sol vaya agotando su combustible nuclear de fusi\u00f3n, se ir\u00e1 convirtiendo en una Gigante Roja, crecer\u00e1 casi una Unidad Astron\u00f3mica, engullir\u00e1 Mercurio y Venus quedando muy cerca de la Tierra. Las temperaturas aumentaran y los oc\u00e9anos se evaporar\u00e1n. La Vida, tal como la conocemos, desaparecer\u00e1.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Resultado de imagen de Nebulosa planetaria\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSgRYBl5_fOpR53vxJ5YeWnL4EBG8qcop5z3Q&amp;usqp=CAU\" alt=\"Resultado de imagen de Enana Blanca\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Finalmente, cuando la Gigante roja no puede seguir fusionando elementos, eyecta sus capas exteriores al Espacio Interestelar y forma una Nebulosa Planetaria que radia furiosamente en el Ultravioleta para ionizar todo el material nebuloso. En el centro de dicha Nebulosa, aparece ese punto blanco que no es otra cosa que la estrella comprimida hasta extremos inusitados, s\u00f3lo tiene un di\u00e1metro de unos 30 Km. As\u00ed finaliza la vida de estrellas como nuestro Sol.<\/p>\n<p style=\"text-align: justify;\">Del proceso que lleva a todo esto, os he hablado otras veces y, el Principio de Exclusi\u00f3n de Pauli tiene un papel muy importante en todo ello: Degeneraci\u00f3n de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que estabiliza a la <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> y frena la Gravedad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cuando alguien oye por vez primera la historia de la vida de las estrellas, generalmente (lo s\u00e9 por experiencia), no dice nada, pero su rostro refleja escepticismo. \u00bfC\u00f3mo puede vivir una estrella 10.000 millones de a\u00f1os? Despu\u00e9s de todo, nadie ha vivido tanto tiempo como para ser testigo de su evoluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, tenemos los medios t\u00e9cnicos y cient\u00edficos para saber la edad que tiene, por ejemplo, el Sol.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.meteorologiaenred.com\/wp-content\/uploads\/2018\/07\/Planetas-del-sistema-solar.jpg\" alt=\"Resultado de imagen de El Sistema Solar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nuestro Sol, la estrella alrededor de la que giran todos los planetas de nuestro Sistema Solar (hay que eliminar a Plut\u00f3n de la lista, ya que en el \u00faltimo Congreso Internacional han decidido, despu\u00e9s de m\u00e1s de 20 a\u00f1os, que no tiene categor\u00eda para ser un planeta, sin embargo, \u00e9l, Plut\u00f3n, sigue estando all\u00ed), la estrella m\u00e1s cercana a la Tierra (150 millones de Km = <a href=\"#\" onclick=\"referencia('unidad astronomica',event); return false;\">UA<\/a>), con un di\u00e1metro de 1.392.530 Km, tiene una edad de 4.500 millones de a\u00f1os, y, como todo en el Universo, su discurrir la va desgastando, evoluciona hacia su imparable destino como gigante roja primero y <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> despu\u00e9s.<\/p>\n<p style=\"text-align: justify;\">Cuando ese momento llegue, \u00bfD\u00f3nde estaremos nosotros? Pues nosotros, si es que estamos, contemplaremos el acontecimiento desde otros mundos. La Humanidad habr\u00e1 dado, para cuando ese tiempo llegue, el gran salto hacia las estrellas y, colonizando otros planetas se habr\u00e1 extendido por regiones lejanas de la Galaxia, claro que, para entonces, no es seguro que sigamos siendo humanos.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F02%2F04%2Fen-este-mundo-de-cambios%2F&amp;title=En+este+mundo+de+cambios%26%238230%3B' 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%2F02%2F04%2Fen-este-mundo-de-cambios%2F&amp;title=En+este+mundo+de+cambios%26%238230%3B' 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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Un conflicto fundamental caracteriza cada fase. Si este conflicto no queda resuelto, puede enconarse e incluso provocar [&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":[38],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/5118"}],"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=5118"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/5118\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=5118"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=5118"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=5118"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}