{"id":6839,"date":"2022-04-01T06:29:41","date_gmt":"2022-04-01T05:29:41","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=6839"},"modified":"2022-04-01T05:46:26","modified_gmt":"2022-04-01T04:46:26","slug":"%c2%a1la-fisica-un-arma-muy-poderosa","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/04\/01\/%c2%a1la-fisica-un-arma-muy-poderosa\/","title":{"rendered":"\u00a1La F\u00edsica! Un arma muy poderosa"},"content":{"rendered":"<h1 style=\"text-align: justify;\"><\/h1>\n<p><img decoding=\"async\" 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\" alt=\"Edward Witten - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTheD4XTJmHMdvr2cVnOwd5EbisUok0Q4Arfw&amp;usqp=CAU\" alt=\"teor\u00eda M | Francis (th)E mule Science's News\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Witten con sus complejas ecuaciones que le sacan de este mundo y lo transporta a otro de 11 dimensiones, dentro de la teor\u00eda de\u00a0 M.\u00a0La\u00a0<strong>teor\u00eda<\/strong>\u00a0M fue esbozada inicialmente por\u00a0<strong>Edward Witten<\/strong>, su propuesta combinaba las cinco teor\u00edas de supercuerdas y super-gravedad en once dimensiones. Tiene su origen en la\u00a0<strong>teor\u00eda de cuerdas<\/strong>, seg\u00fan la cual todas las part\u00edculas son, en realidad, diminutas\u00a0<strong>cuerdas<\/strong>\u00a0que vibran a cierta frecuencia.<\/p>\n<p style=\"text-align: justify;\">\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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Blog de Jos\u00e9 Carlos Vicente: Formaci\u00f3n para directivos en Toma de  Decisiones y Comunicaci\u00f3n: Navaja de Ockham: La explicaci\u00f3n m\u00e1s sencilla  suele ser la m\u00e1s probable\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Existe en la F\u00edsica, un principio que se denomina Navaja de Ockham, que afirma que siempre deber\u00edamos tomar el camino m\u00e1s sencillo posible e ignorar las alternativas m\u00e1s complicadas, y, especialmente las alternativas que no pueden medirse nunca. Si queremos seguir ese postulado, nos encontramos con un enorme problema, ya que, con esa m\u00e1xima, \u00bfQu\u00e9 hacen perdiendo el tiempo Witten y todos los dem\u00e1s f\u00edsicos y matem\u00e1ticos con la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a>?<\/p>\n<p style=\"text-align: justify;\">Aqu\u00ed tenemos un ejemplo claro de un principio que, al menos para m\u00ed, s\u00f3lo es v\u00e1lido en ciertos contextos, sino experimentamos y teorizamos en cuestiones que, &#8220;de momento&#8221;, no son demostrables nos quedar\u00edamos anclados en el tiempo del saber. El f\u00edsico Paul Davies se refiri\u00f3 una vez a ese tiempo futuro cuando se tenga conseguida la unificaci\u00f3n de todas las fuerzas:<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Paul Davies (Autor de no ficci\u00f3n) - Edad, cumplea\u00f1os, biograf\u00eda, hechos,  familia, patrimonio neto, altura y m\u00e1s | AllFamous.org\" \/><\/p>\n<p style=\"text-align: justify;\">&#8221; Podremos cambiar la estructura del espacio y del tiempo, atar nuestros propios nudos en la nada, y dar orden a la materia. Controlar las super-fuerzas nos permitir\u00e1 crear y transmutar part\u00edculas a voluntad, generando as\u00ed ex\u00f3ticas formas de materia. Quiz\u00e1 seamos capaces incluso de manipular la dimensionalidad del propio espacio, creando extra\u00f1os mundos artificiales con propiedades inimaginables. Verdaderamente seremos los se\u00f1ores del Universo.&#8221;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0<img decoding=\"async\" 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alt=\"3d Prestados Ilustraci\u00f3n Del Circuito Electr\u00f3nico De Inteligencia  Artificial Microchip Con Cerebro Brillante Foto de stock y m\u00e1s banco de  im\u00e1genes de Chip - iStock\" \/><img decoding=\"async\" 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\" alt=\"AI, Concepto De Inteligencia Artificial: Microprocesador De Chip De  Computadora Con Signo AI Y C\u00f3digo Binario. Representaci\u00f3n 3D Fotos,  Retratos, Im\u00e1genes Y Fotograf\u00eda De Archivo Libres De Derecho. Image  90698106.\" \/><\/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 Es posible. Sin embargo, esos se\u00f1ores del universo, ya no seremos nosotros<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/>Pero para que el sue\u00f1o de Davies y muchos otros se pueda cumplir, tendr\u00edamos que poder dominar esas energ\u00edas derivadas de la <a href=\"#\" onclick=\"referencia('planck masa de',event); return false;\">masa de Planck<\/a>, o sea, la energ\u00eda de Planck de 10<sup>-19<\/sup> GeV, lo que supone disponer y &#8220;saber&#8221; manipular energ\u00edas del orden de las que estaban presentes en la creaci\u00f3n de nuestro Universo, cuando surgi\u00f3 el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> \u00bfSer\u00e1 por so\u00f1ar!<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTP7KTAVMGikm-lZdHOZ0kF7z0a5WQw_y2Czg&amp;usqp=CAU\" alt=\"La visi\u00f3n es imaginaci\u00f3n aplicada | Daniel Olguin\" \/><img decoding=\"async\" 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\" alt=\"La fuerza de gravedad seg\u00fan Einstein | Explora | Univision\" \/><\/p>\n<p style=\"text-align: justify;\">Claro que no debemos fiarnos del potencial de nuestra imaginaci\u00f3n. Los seres humanos han existido en este planeta quiz\u00e1 durante los dos \u00faltimos millones de a\u00f1os (consideramos ya como hombres modernos) el r\u00e1pido auge de la civilizaci\u00f3n moderna en los dos \u00faltimos siglos ha sido posible a que el crecimiento del conocimiento cient\u00edfico\u00a0 ha sido exponencial; es decir,\u00a0su tasa de expansi\u00f3n es proporcional a la que ya se conoce. Cuanto m\u00e1s conocemos m\u00e1s r\u00e1pidamente adquirimos nuevos conocimientos, de tal manera es as\u00ed que cada\u00a010\/20 a\u00f1os, duplicamos lo que sabemos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/elretohistorico.com\/wp-content\/uploads\/2022\/02\/img_7793.jpg?resize=708%2C867&amp;ssl=1\" alt=\"Santa Sof\u00eda: La iglesia de la Santa Sabidur\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">Ya he explicado en muchas de mis libretas como se produce este mecanismo, hay preguntas que\u00a0 ni podemos hacer, no tenemos los datos ni el conocimiento necesario para plantearla. As\u00ed que, cuando adquirimos nuevos conocimientos hemos adquirido el poder de plantear nuevas preguntas que antes, por ignorancia, no sab\u00edamos formular.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/globedia.com\/imagenes\/noticias\/2012\/4\/26\/escuelas-negocios-deben-ensenar-management-relacionarse-sociedad_1_1192334.jpg\" alt=\"\" width=\"630\" height=\"460\" \/><\/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 Para poder preguntar, antes tenemos que saber formular las preguntas<\/p>\n<p style=\"text-align: justify;\">Suelo poner el ejemplo de las puertas cerradas. Hallar un nuevo conocimiento es como encontrar la llave para abrir la puerta detr\u00e1s de la cual, se encuentran las respuestas a preguntas que hab\u00edamos planteado y\u00a0de las que nadie\u00a0ten\u00eda la respuesta. Sin embargo, cuando abrimos esa puerta cerrada, \u00a1Oh! sorpresa, nos encontramos con\u00a0nuevas puertas cerradas que, en lo alto de sus dinteles tienen colgados letreros como: Materia Oscura,\u00a0Teor\u00eda M, Part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, y muchas m\u00e1s.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ciencia: encuentran posible origen de la materia oscura\" \/><\/p>\n<p style=\"text-align: justify;\">Quiere esto decir que, por mucho que avancemos, siempre, siempre, encontraremos una puerta cerrada con alg\u00fan letrero colgado de algo que no sabemos. Acordaos de lo que dec\u00eda Le\u00f3n Lederman, el premio de Nobel F\u00edsica: &#8220;En todas las casas de los F\u00edsicos, en el lugar m\u00e1s destacado, tendr\u00edan que tener colgado un letrero. En\u00a0\u00e9l se pondr\u00eda un s\u00f3lo n\u00famero: 137. As\u00ed, cada vez que lo miraran, les recordar\u00eda lo que NO saben&#8221;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static2.diariosur.es\/www\/pre2017\/multimedia\/prensa\/noticias\/200901\/06\/fotos\/351934.jpg\" alt=\"La energ\u00eda de la Tierra | Diario Sur\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSxlxrmUaqUhOI_TgUcbA_-GygtgZYEPKfW4SdSpM0BBtjh58n4nRa0tUfH5L-fiimsPVA&amp;usqp=CAU\" alt=\"Nueva teor\u00eda trata de responder el mayor misterio de la Tierra\" \/><\/p>\n<p style=\"text-align: justify;\">Ese es nuestro destino amigos, estamos condenados a seguir aprendiendo, es nuestra naturaleza, en nuestra gen\u00e9tica tenemos gravada la curiosidad, esa fuerza misteriosa que nos obliga a preguntar, a querer saber, \u00a0que nos obliga a continuar la b\u00fasqueda de los desconocido, nos empuja a desvelar los secretos de la Naturaleza, all\u00ed donde residen todas las respuestas, y, de esa manera, como dec\u00eda aquel cient\u00edfico que antes mencionaba, llegaremos, no me cabe la menor duda, a dominar fuerzas del Universo que ahora, ni podemos imaginar.<\/p>\n<p style=\"text-align: justify;\">De momento, el Universo que conocemos es el que nos permite &#8220;ver&#8221; la radiaci\u00f3n electromagn\u00e9tica, la luz. Sin embargo, cuando podamos leer los mensajes que nos env\u00edan las ondas gravitatorias de los Agujeros Negros y otros cuerpos masivos, entonces, conoceremos otra cara ahora desconocida de ese inmenso Universo que nunca dejar\u00e1 de sorprendernos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_KXw12gs_0hQ\/R0Pk_t3nFhI\/AAAAAAAAAsA\/TLtY-AxcFhA\/s1600\/LIGO-audio.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Todas las disciplinas cient\u00edficas nos son muy necesarias pero, la F\u00edsica, merece un apartado muy especial, en ella est\u00e1n todas las respuestas que deseamos o\u00edr, y, como es natural, siempre acompa\u00f1ada por las matem\u00e1ticas, el lenguaje universal que se utiliza cuando las palabras dejan de tener la capacidad de expresar las complejidades de la Naturaleza.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 sabes de las estrellas? | National Geographic\" \/><\/p>\n<p style=\"text-align: justify;\">La F\u00edsica, con frecuencia se asocia a otras ramas de la Ciencia, y, mediante la energ\u00eda que se generan en las estrellas dicha asociaci\u00f3n se traduce en la uni\u00f3n de la f\u00edsica-qu\u00edmica-biolog\u00eda que, finalmente, desemboca en eso que llamamos vida. Esa maravillosa aventura que comienza en el elemento m\u00e1s ligero y que, en los hornos nucleares de los objetos estelares mediante transformaciones de fases, se van volviendo m\u00e1s y m\u00e1s complejos hasta llevar a niveles tan valiosos como para poder alcanzar (si llegan al medio adecuado) el estadio m\u00e1s alto que la materia puede alcanzar&#8230;\u00a1La Consciencia!<\/p>\n<p style=\"text-align: justify;\">Pit\u00e1goras nos dec\u00eda: &#8220;Todo es n\u00famero&#8221; y, tampoco estar\u00eda mal decir: &#8220;Todo es F\u00edsica&#8221;. La uni\u00f3n de la F\u00edsica con otras ramas del saber nos ha tra\u00eddo y nos seguir\u00e1 trayendo, muchas alegr\u00edas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/-wmYKwhrR1C0\/TxY4ETTtWuI\/AAAAAAAABbw\/ZRRJqa__1fs\/s1600\/espacio-tiempo-universo-clasico-newton-einstein-esoterico.jpg\" alt=\"\" width=\"500\" height=\"375\" \/><\/p>\n<p style=\"text-align: justify;\">Nos aproximamos al siglo desde que, Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> nos legara su Teor\u00eda de la Relatividad General para incluir la gravitaci\u00f3n en la estructura espacio-temporal. Uno de los aspectos m\u00e1s destacados de esta teor\u00eda es que el espacio deja de ser un simple contenedor de los fen\u00f3menos f\u00edsicos para convertirse en un objeto din\u00e1mico, en el sentido que su geometr\u00eda cambia conforme a los movimientos y distribuciones de masas y energ\u00eda. No solo eso, al tiempo f\u00edsico le sucede algo similar, de forma que su transcurso tambi\u00e9n depende de la distribuci\u00f3n de masa y energ\u00eda que determina la geometr\u00eda del Universo y, a su vez, la geometr\u00eda determina el movimiento de la materia y de la energ\u00eda.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Primera detecci\u00f3n de ondas gravitacionales de agujero negro con estrella de  neutrones\" \/><\/p>\n<p style=\"text-align: justify;\">Antes mencionaba que llegar\u00edamos a poder leer los mensajes de las ondas gravitatorias pero, la relativa debilidad de la gravedad es la causa de que las ondas gravitatorias tengan una amplitud relativamente peque\u00f1a y que su detecci\u00f3n sea una empresa altamente complicada. Ondas gravitatorias producidas por fuentes gal\u00e1cticas, como la colisi\u00f3n de dos estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, inducen desplazamientos del orden del tama\u00f1o de un n\u00facleo at\u00f3mico o inferiores en un detector terrestre de un kil\u00f3metro de tama\u00f1o. La gran ventaja que proporcionan las ondas gravitatorias es que por su d\u00e9bil interacci\u00f3n con la materia transportan informaci\u00f3n pr\u00e1cticamente incorrupta de las fuentes astron\u00f3micas que las generaron. Est\u00e1 claro que el reto est\u00e1, en saber construir los ingenios que puedan detectar y leer sus mensajes, y, cuando ese d\u00eda llegue, conoceremos otro aspecto del Universo de momento desconocido.<\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Desintegraci\u00f3n beta - Wikipedia, la enciclopedia libre\" \/><\/div>\n<p style=\"text-align: justify;\">el <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a>, n, escapa y el positr\u00f3n, e+ (part\u00edcula similar a un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> excepto que tiene carga positiva denominada positr\u00f3n), se aniquila con un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, e+ + e-, produciendo radiaci\u00f3n gamma ( de corta longitud de onda). El <a href=\"#\" onclick=\"referencia('deuterio',event); return false;\">deuterio<\/a> formado, H2, reacciona con otro n\u00facleo de hidr\u00f3geno dando lugar a un is\u00f3topo del helio, He3, que contiene dos <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y un <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a>, cedi\u00e9ndose m\u00e1s energ\u00eda en forma de <a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a>,<\/p>\n<p style=\"text-align: justify;\">Bueno, la F\u00edsica nos ayudar\u00e1 a conocer mejor el Universo. Acordaos de aquella predicci\u00f3n de Wolfgang Pauli cuando propuso la existencia del <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a> para reconciliar los datos de la desintegraci\u00f3n nuclear radiactiva con la conservaci\u00f3n de la energ\u00eda. En una desintegraci\u00f3n radiativa el n\u00facleo at\u00f3mico muta en otro n\u00facleo diferente cuando un <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> se transforma en un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>, que es un poco m\u00e1s ligero que aquel, y emite adem\u00e1s un electr\u00f3n:<\/p>\n<p style=\"text-align: justify;\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> \u2192 <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> + <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> + antineutrino<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"The Amazing Neutrino on Twitter: &quot;The Neutrinos were predicted by  #Wolfgang_Pauli in 1930 to explain #beta_decay where an invisible particle  was taking away a fraction of energy from emitted #electron. Pauli predicted\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfC\u00f3mo pudimos llegar a saber que la predicci\u00f3n de Pauli era cierta?, en aquel momento hasta el mismo Pauli dudaba de que alg\u00fan d\u00eda se pudiera verificar tal cosa. Sin embargo, el <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a> se localiz\u00f3 y, de la misma manera, la F\u00edsica nos dir\u00e1 tambi\u00e9n donde est\u00e1 el Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> para perfeccionar el modelo est\u00e1ndar, y, otras muchas cuestiones que ahora, nos parecen de otro mundo y que, sin embargo, est\u00e1n en este nuestro.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/_2EdcHRDPGIg\/S7ez2IDKZ5I\/AAAAAAAAAA4\/JE7PjRCFadE\/s1600\/neila.jpg\" alt=\"\" width=\"576\" height=\"361\" \/><\/p>\n<p style=\"text-align: justify;\">Nos hemos acostumbrado a observar el Universo con <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> de longitudes de onda muy diversas, desde ondas de radio a <a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a>, pasando por la luz visible, ultravioleta o infrarroja. Hemos sabido desarrollar telescopios \u00f3pticos cada vez m\u00e1s sofisticados, hasta el siglo XX en que se construyeron los primeros radiotelescopios y se pusieron en \u00f3rbita los primeros sat\u00e9lites con telescopios de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> y <a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a>. Hoy en d\u00eda cubrimos 20 \u00f3rdenes de magnitud en las frecuencias de las ondas electromagn\u00e9ticas.<\/p>\n<p style=\"text-align: justify;\">Hemos podido acceder al Universo profundo, hemos podido captar con bastante precisi\u00f3n el fondo c\u00f3smico de microondas, emitido cuando se formaron los primeros \u00e1tomos en el universo, cuando \u00e9ste ten\u00eda apenas 380.000 a\u00f1os. La informaci\u00f3n que podemos extraer hoy en d\u00eda del fondo de radiaci\u00f3n es tan completa que nos ha permitido definir por primera vez un modelo cosmol\u00f3gico est\u00e1ndar, cuyos par\u00e1metros se conocen con una precisi\u00f3n muy elevada.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/2.bp.blogspot.com\/_Aak_5eFTPJI\/TSibVbhaYxI\/AAAAAAAABzg\/AVRUXKzK05o\/s1600\/69_super-k-sonic-booum-gold-2-photo-by-mark-waugh.jpg\" alt=\"\" width=\"678\" height=\"452\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Detectando <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a><\/p>\n<p style=\"text-align: justify;\">Claro que, no es la luz el \u00fanico mensajero que nos trae informaci\u00f3n de los confines del Universo. Desde hace una d\u00e9cada tambi\u00e9n vemos el Sol en <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> gracias al Super Kamiokande y, en el Polo Sur, tenemos telescopios de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> muy energ\u00e9ticos que nos permitir\u00e1n observar el interior de los objetos m\u00e1s violentos del universo, como las supernovas, gracias a que los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> atraviesan la materia cargada que hay a su alrededor, que es opaca a la luz.<\/p>\n<p style=\"text-align: justify;\">Con todo esto quiero significar que no existen l\u00edmites, y, el ingenio y la imaginaci\u00f3n de la m\u00e1quina m\u00e1s compleja del Universo (solo necesita tiempo para seguir evolucionando), nos llevar\u00e1 m\u00e1s all\u00e1 de lo que, ahora, podemos imaginar. Seguramente que, ni esa barrera infranqueable que supone la velocidad de la luz, podr\u00e1 pararnos. Alguna forma habr\u00e1 de burlar ese muro, y, se me viene a la memoria eso que los f\u00edsicos llaman el <a href=\"#\" onclick=\"referencia('salto cuantico',event); return false;\">salto cu\u00e1ntico<\/a>, eso que ocurre cuando un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> energ\u00e9tico choca con un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> que lo absorbe y, de inmediato, desaparece para simult\u00e1neamente aparecer en otro nivel sin haber recorrido la distancia existente entre el nivel de partida y el de llegada. \u00bfPor donde hizo el viaje?<\/p>\n<p style=\"text-align: justify;\">En fin amigos, que la F\u00edsica, seguramente ser\u00e1 el arma m\u00e1s poderosa con la que cuente la Humanidad cuando le llegue el momento&#8230;de partir de la Tierra hacia otros mundos.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<p>&nbsp;<\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F01%2F%25c2%25a1la-fisica-un-arma-muy-poderosa%2F&amp;title=%C2%A1La+F%C3%ADsica%21+Un+arma+muy+poderosa' 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; 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Tiene su origen en la\u00a0teor\u00eda de cuerdas, seg\u00fan la cual todas [&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":[6],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/6839"}],"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=6839"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/6839\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=6839"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=6839"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=6839"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}