{"id":16140,"date":"2020-05-08T09:11:59","date_gmt":"2020-05-08T08:11:59","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=16140"},"modified":"2020-05-08T08:12:46","modified_gmt":"2020-05-08T07:12:46","slug":"%c2%a1la-fisica-%c2%a1el-universo-%c2%a1nosotros-9","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/05\/08\/%c2%a1la-fisica-%c2%a1el-universo-%c2%a1nosotros-9\/","title":{"rendered":"\u00a1La F\u00edsica! \u00a1El Universo! \u00a1Nosotros!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/07\/los-ladrillos-del-cerebro\/\" rel=\"prev\">Los &#8220;ladrillos&#8221; del cerebro<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTgUVcoQyPK4vVwsRZ2tnjDf7q_UGg_fpvFGTis1POqdpNT3iGY\" alt=\"Resultado de imagen de Los &quot;ladrillos del cerebro&quot;\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSekZs49NJyE6p-UxA488nmVO-e54tY2yRrfSXce2MuRuxyh9aR\" alt=\"Resultado de imagen de Los &quot;ladrillos del cerebro&quot;\" \/><img decoding=\"async\" src=\"https:\/\/mono_obeso.typepad.com\/photos\/Cerebro\/imagen2.png\" alt=\"Los \u201cladrillos\u201d del cerebro : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Es evidente que el est\u00edmulo para la expansi\u00f3n evolutiva del cerebro obedeci\u00f3 a diversas necesidades de adaptaci\u00f3n como&#8230;<\/strong><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/09\/la-fisica-de-particulas-y-las-interacciones-fundamentales-2\/\" rel=\"next\">La f\u00edsica de part\u00edculas y las interacciones fundamentales<\/a><\/div>\n<\/div>\n<h3 style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las fuerzas fundamentales de la naturaleza y su part\u00edcula ...\" \/><img decoding=\"async\" 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\" alt=\"Las 4 interacciones fundamentales del universo \u2013 Mola Saber\" \/><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/5SgKN9Y47LU\/hqdefault.jpg\" alt=\"Imagen relacionada\" \/><\/h3>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">No parece que la fuerza de Gravedad est\u00e9 muy dispuesta a juntarse con las otras fuerzas. Hemos llegado a desvelar secretos profundamente escondidos por la Naturaleza, tambi\u00e9n hemos sabido encontrar a todas las &#8220;familias&#8221; de part\u00edculas (Quarks -que forman Hadrones-, Leptones y los Bosones transmisores de las fuerzas nucleares fuerte y d\u00e9bil, del electromagnetismo y el hipot\u00e9tico <a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a> que sigue perdido), de esa manera sabemos de qu\u00e9 est\u00e1 conformada la materia bari\u00f3nica, es decir, la que emite radiaci\u00f3n,<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.anfrix.com\/wp-content\/gallery\/art\/1134-1.jpg\" alt=\"\" width=\"563\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.antecedentes.net\/images\/fisica.gif\" alt=\"\" width=\"382\" height=\"299\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El \u00e9xito alcanzado por la F\u00edsica desde finales del siglo XIX hasta esta primera d\u00e9cada del siglo XXI no s\u00f3lo ha transformado nuestra concepci\u00f3n del espacio-tiempo, sino que ha llegado a poner en nuestras mentes una nueva percepci\u00f3n de la Naturaleza: la vieja posici\u00f3n central que asign\u00e1bamos a la materia ha cedido su lugar a los principios de simetr\u00eda, algunos de ellos ocultos a la vista en el estado actual del Universo.<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que, los f\u00edsicos, cada d\u00eda m\u00e1s ambiciosos en su \u201cquerer saber\u201d y su \u201cquerer descubrir\u201d, buscan sin descanso nuevos caminos que les lleve a desvelar ocultas maravillas que tienen su h\u00e1bitat natural en lo m\u00e1s profundo de la Naturaleza misma de la que no sabemos, a\u00fan, entender todas sus voces.<\/p>\n<p style=\"text-align: justify;\">Son muchos los obst\u00e1culos que se encuentran en ese camino que nos lleva inexorable hacia esa so\u00f1ada teor\u00eda final. Los cient\u00edficos discrepan de los fil\u00f3sofos que no siempre, est\u00e1n de acuerdo con el hecho de que se pueda llegar a esa teor\u00eda \u00faltima que lo pueda explicar todo, y, la firme creencia de que el Universo siempre tendr\u00e1 secretos para nosotros, es una constante de la filosof\u00eda que la Ciencia, no deja de combatir.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El LHC registra sus primeras colisiones voluntarias de part\u00edculas ...\" \/><img decoding=\"async\" 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\" alt=\"Los experimentos del LHC revelan c\u00f3mo interact\u00faa el bos\u00f3n de Higgs ...\" \/><img decoding=\"async\" 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\" alt=\"Experimento ATLAS, CERN, Ginebra, Suiza | HiSoUR Arte Cultura Historia\" \/><img decoding=\"async\" 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\" alt=\"ATLAS | CPAN - Centro Nacional de F\u00edsica de Part\u00edculas ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0M\u00e1s im\u00e1genes en <a title=\"ATLAS event displays\" href=\"http:\/\/atlas.web.cern.ch\/Atlas\/public\/EVTDISPLAY\/events.html\">ATLAS event displays<\/a>.<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\">Estamos embarcados en una enorme aventura intelectual que eleva al ser humano a la categor\u00eda m\u00e1s alta que en el Universo pueda. La F\u00edsica de altas energ\u00edas nos llevan a conocer las entra\u00f1as de la materia y nos cuenta como se producen esas interacciones en el coraz\u00f3n de los \u00e1tomos y aunque no sabemos c\u00f3mo puedan ser las leyes finales ni cuanto ser\u00e1 el tiempo que tardaremos en encontrar las pistas que nos gu\u00eden por el camino correcto, lo cierto es que, el progreso contin\u00faa y cada vez se construyen aceleradores m\u00e1s potentes y sofisticados y telescopios m\u00e1s modernos y con mayor capacidad para transportarnos hacia regiones profundas del Universo en las que podemos contemplar galaxias situadas muy cerca de ese comienzo que llamamos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/07\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>.<\/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:\/\/alertacatastrofes.com\/wp-contenido\/uploads\/2014\/05\/teorias-fin-universo.jpg\" alt=\"\" width=\"590\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Como no pod\u00eda ser de otra manera dado nuestro car\u00e1cter siempre dispuesto a la controversia y nuestras mentes de pensamientos diversos, la propia idea de una teor\u00eda final nos ha llevado a la m\u00e1s profunda discrepancia entre unos y otros. Por una parte, est\u00e1n los partidarios de esa teor\u00eda que nos podr\u00e1 hablar de un Universo de m\u00e1s altas dimensiones, donde la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/07\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> general de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/07\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> y la mec\u00e1nica cu\u00e1ntica de Planck, conviven en la so\u00f1ada concordia que muchos f\u00edsicos han so\u00f1ado y, por la otra, est\u00e1n aquellos que discrepando de los primeros se agarran al pensamiento de la imposibilidad de conseguir una teor\u00eda de esas caracter\u00edsticas y, ellos hablan de f\u00edsica-ficci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, a pesar de lo que digan los detractores de estas ideas avanzadas (no pocas veces por envidia y por el simple hecho de que ellos no tienen la capacidad de entender los nuevos conceptos y sus complejas matem\u00e1ticas), la F\u00edsica prosigue su camino y en no pocos campos, la lista de los Grupos Especializados que existen en la RSEF es un ejemplo del lugar que la F\u00edsica ocupa en el \u00e1mbito de la Ciencia y en la Sociedad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/pbs.twimg.com\/profile_images\/966285929995493376\/H77BUEkn.jpg\" alt=\"RSEF (@RSEF_ESP) | Twitter\" \/><\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Real Sociedad Espa\u00f1ola de F\u00edsica<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Grupos Especializados dentro de la RSEF:<\/p>\n<p style=\"text-align: justify;\">De Adsorci\u00f3n, de Astrof\u00edsica, de Calorimetr\u00eda y An\u00e1lisis T\u00e9rmico, de Coloides e interfases, de Cristalograf\u00eda y crecimiento cristalino, de Did\u00e1ctica e Historia de la F\u00edsica y la Qu\u00edmica, de la F\u00edsica At\u00f3mica y Molecular, de la F\u00edsica del Estado S\u00f3lido, de la F\u00edsica en las Ciencias de la Vida, de F\u00edsica Estad\u00edstica y No Lineal, de F\u00edsica de Altas Energ\u00edas, de F\u00edsica de la Atm\u00f3sfera y del Oc\u00e9ano, de F\u00edsica de Pol\u00edmeros, de F\u00edsica M\u00e9dica, de F\u00edsica Nuclear, de F\u00edsica Te\u00f3rica, de Informaci\u00f3n Cu\u00e1ntica, de Materiales Moleculares, de Reolog\u00eda, de Termodin\u00e1mica, etc.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-9E39GcZl14Y\/Tuaa7Ir1ARI\/AAAAAAAAEns\/LNOfpV8mVDQ\/s1600\/fisica+cuantica.jpg\" alt=\"\" width=\"440\" height=\"345\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todo esto demuestra el enorme inter\u00e9s que la F\u00edsica tiene en todos y cada uno de los apartados que la puedan afectar y, lo mismo trata de conseguir un l\u00edquido de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/07\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros\/#\">quarks<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/07\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros\/#\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a> que, a temperatura ambiente se convierta en el mejor superconductor, que encontrar el Bos\u00f3n de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/07\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> para completar y mejorar el Modelo Est\u00e1ndar, investigar en los campos del electromagnetismo y de la radiaci\u00f3n con la mirada puesta en la salud con fines m\u00e9dicos que hagan mejor nuestras vidas (tomograf\u00eda por emisi\u00f3n de positrones computerizada: un buen uso, no un abuso, de la radiaci\u00f3n ionizante, neuroimagen por resonancia magn\u00e9tica, estudio de fisiolog\u00eda card\u00edaca mediante Ecocardiograf\u00eda Doppler, Radioterapia con radiaci\u00f3n sincrotr\u00f3n, radioterapia del melanoma ocular, una perspectiva de la biolog\u00eda y la medicina desde la teor\u00eda del caos y la geometr\u00eda fractal, etc. etc.), innumerables y sustanciosas colaboraciones con la Astronom\u00eda (Astrof\u00edsica), con las ciencias de la vida (Biof\u00edsica) y, ser\u00eda interminable la lista de aquellos apartados del saber de la Humanidad en los que la F\u00edsica est\u00e1 presente.<\/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:\/\/blog.hostalia.com\/wp-content\/themes\/hostalia\/images\/ordenador-cuantivo-blog-hostalia-hosting.jpg\" alt=\"\" width=\"565\" height=\"354\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Independientemente de los muchos proyectos en marcha (ordenadores cu\u00e1nticos, energ\u00eda de vac\u00edo, semiconductores magn\u00e9ticos diluidos (materiales para la espintr\u00f3nica), nanotecnolog\u00eda y nanociencia, modelos de las din\u00e1micas de las ondulaciones en la nanoarena, materia extra\u00f1a, tecnolog\u00edas de la telecomunicaci\u00f3n y de la informaci\u00f3n, capacidad de almacenar informaci\u00f3n, f\u00edsica de fluidos, estudios del efecto de la irradiaci\u00f3n sobre el metano, la f\u00edsica de materiales, teletransportaci\u00f3n cu\u00e1ntica, estudio del cristal aperi\u00f3dico de la vida, interacciones fundamentales, sensores de radiaci\u00f3n y detecci\u00f3n de alimentos irradiados, simetr\u00edas ex\u00f3ticas, fibras \u00f3pticas, nanotubos\u2026 y seguir enumerando lo que la F\u00edsica es y la infinidad de campos en los que interviene requerir\u00eda muchas horas y muchas p\u00e1ginas de las que no disponemos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/_dISkoprgqWc\/RouZG5cUYKI\/AAAAAAAAAFY\/QdF3FivXKP4\/s400\/galatomo.jpg\" alt=\"\" \/><img decoding=\"async\" src=\"https:\/\/universitam.com\/academicos\/wp-content\/uploads\/2011\/07\/formacion_cumulo.jpg\" alt=\"EXISTEN ESTRUCTURAS MAS GRANDES QUE LOS SUPERCUMULOS DE GALAXIAS ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Est\u00e1n las galaxias y los \u00e1tomos como objetos situados en los extremos de lo miu grande y lo muy peque\u00f1o. Sin embargo, alg\u00fan estudio ha venido a decirnos que existen estructuras mucho mayores que los c\u00famulos de galaxias, y, tampoco podemos afirmar que no existan otros m\u00e1s peque\u00f1os que las part\u00edculas subat\u00f3micas&#8230; \u00bfLas cuerdas?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/yuriwish1.files.wordpress.com\/2014\/06\/cumulos-de-galaxias.jpg\" alt=\"galaxias | YuriWish\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0Hemos llegado a saber desde lo muy grande hasta lo muy peque\u00f1o que, estando en este mundo nuestro, parece que est\u00e1n en diferentes mundos, toda vez que, lo uno se sit\u00faa en el macro mundo, mientras que lo otro est\u00e1 situado en ese otro &#8220;universo&#8221; inifinitesimal de la cu\u00e1ntica. Sin embargo, ambos &#8220;mundos&#8221; no han dejado nunca de estar conectados y todo lo grande est\u00e1 hecho de cosas peque\u00f1as. La t\u00e9cnica avanza y los conocimientos nuevos nos posibilitan hacia un futuro que ni podemos imaginar.<\/p>\n<p style=\"text-align: justify;\">A todo esto, nos damos de bruce con problemas tan complejos que la idea que podemos tener hoy de la realidad que sea compatible con los m\u00e1s recientes resultados te\u00f3ricos y experimentales de la mec\u00e1nica cu\u00e1ntica. Yo tengo amigos banqueros, Ingenieros, oficinistas, constructores, camareros, mec\u00e1nicos o marineros que, cuando se les habla de estos temas, miran para otro lado y silban. Poca gente se interesa por estos asuntos que, de su enorme importancia, no s\u00f3lo depende nuestro bienestar, sino que, en esos conocimientos reside el futuro de la Humanidad.<\/p>\n<p style=\"text-align: justify;\">Si profundizamos, por curiosidad, en los conocimientos que actualmente tenemos de la Astronom\u00eda y de la F\u00edsica o la Qu\u00edmica (siempre acompa\u00f1adas de los n\u00fameros), veremos con admiraci\u00f3n que las semillas se pusieron hace ya m\u00e1s de 2.500 a\u00f1os, cuando Tales, Anaximandro o\u00a0Anax\u00edmes sintieron la curiosidad de conocer y miraron el mundo desde la l\u00f3gica\u00a0y, dentro de sus posibilidades trataron de desvelar los secretos de la Naturaleza. All\u00ed, en ese momento, nacio la Ciencia, o, incluso puede que antes en aquellos pensadores de Oriente que ya hablaron de vac\u00edo y de \u00e1tomos y tambi\u00e9n, de sustancia c\u00f3smica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/lamenteesmaravillosa.com\/wp-content\/uploads\/2014\/09\/article_14101652333.jpg\" alt=\"Resultado de imagen de el tiempo inexorable\" width=\"304\" height=\"203\" \/><img decoding=\"async\" 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\" alt=\"Tecnolog\u00edas Cu\u00e1nticas 1: Transmisi\u00f3n de informaci\u00f3n cu\u00e1ntica ...\" \/><img decoding=\"async\" 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zbwWOC8NOKxEWHaaMjgCejd3H0aCVudsuIMZxF0QaRBh2fdmtbXssdEWvc3\/ADXIT45Qrf2Vwj7+x5GgEjQbHvFhIFb+6Harne24riGKv\/7n\/qPkpZxZP9lfwaHFO0gMOQPEs3fRyskaxzGQCNjWtbE12ovKCQNB4laX2n4Bj24biMQoYlje8A\/ryBzXeZFg\/wDKuAXd9q8bXBeGRH3nFzx1yMD2g\/8A6NS7Jf1aMGTjMjhBGMQ\/Mx5k76RzgWSPaxlA2XBjGsq+duNbLM7R4z7zI1znuf3cbIg9xOZ4YNXuvWySTryIVK03MkO4lcFdBI\/vOGM64fEvB8GYhgc13lnicPVc8Cui7F4mPvzhpzUOKb3Dz\/S4kGGTzbIB\/wBxVnGdp9g72ifFNv2zHGR4tDnZq9XN+IXnfEM3ey5wQ7vJM173nOa\/VTh+J4ZiyGuMc8Li0kbH0O7HCjXQhafEO1sU7zNLw7DumNFzw+ZjXOH8zommifXVIadOxnZuDumnHyj+HEahB\/42IH+G1vVrD7bj\/lrmshk5JJc4kuJJN7k62fVTcV4vLiXB0rgGtGVjGgNjjZ\/TGwaAaefUqkxytItS2aWFcCaPPmeWvJX+JwCJ+RsjZBp7TdtReh8FiseSpmy6hbKSqjaMjZixGVlHQE67X59ea6TtlMBiA08ooOg\/4bee64dzr0zctT+Xor\/GOKPxEvevoOytbTbygMaGjc70FEpGyk+SfovRPJJBIB211+irbZ2ltlt10PTQLGgkAFnfkVZa+gbIF7\/lfRYyVnVGRLPj2ktLRVHU\/Xmt3s1xAxNxMsTx3nckgcgWysokeOZcrLMDqQA3aw3X8dU7Accjw4LWYbvHSNLHOfK8AgvDqbGyq91utk7rJRp2Rmn9aez0eTF\/fIM7nBsg9kUCc0gbmrTa6oLH7WY8YnEMgi\/iVUY1AaSwe0STpQIdrtQXM\/8A954Lsn8MOHutc6qPIEmyN+azhxBzHMLAMzbqxYLSCC0jmCCRXisnHk9mi+v2T66XqzsOzx+4vxk0gZceG9lzHBzHmct7kNI60uAe0vIYwW400AcyTQHjqp+I8YdIwR5RGwODi1peczgMoc9z3FxoaAXQGy3+xWDEUc3E5h\/Dw4IiB2fiHUGV4NJB866FbpV0cUsr25dsze2rh96dG022BkWHH+jGGu\/8s6wiKVhwc42dSTZJ5k6klMdEb+e62RHCkV7Xq3YGb7xwbGYNlGVrZ6bpqJGEtI8C6wvKsoVjh3EZcPIJYJHRvbdEHlzBGxHgRSlmUo6Ok+yhodxSA9Gykg9RE4fmsftBgHycSxEMTS6R+Jla1o5kyOr05k8tV2\/2aca+9cSDpMNA2bu5HGaNro3E+y05mh2Qk5t6tYXbjjT4cbjIYGRw5pHB8jGnv3hwDnAyuJLQc2zaQZ75FTt5xBjnw4aFwfFg4m4cOGzntAErgehIr\/oXMtIPNARjx8EzKkaK0TNAXVs7XRBrWnheCcQAMxj1NCrNcyuQDlK0dUjRJSOnd2qi5cMwI\/0n\/wC4KI9pG3\/7fgR\/ou\/3rn66IAoK4pF7iWN71+fu4o9AMsTcrBV65bOpUZkBaPZqtCb33VZAvSNYzo0uDcUdhsRFOzeNwdXUbOb6gkeq3vtKw7XYhuOh9qDFNDg4cpGtDXsd0d7INefRcfmV3h\/GZYWujGV8T\/fikbnjcRs7LuHD+ppB8UGc++RDgsI6eVsUe7jV7Bo3c9x5NaLJPQLQ7XcWbPMGxf4ELGww+McYrPXVxs+RCpzcUOVzIo2Qtfo\/JnLnDfK573Odk\/yggHnaziUyHt2xEpqNoWglkARtNtG1Ry2Xcfj5sTJ3kz3SyEAZjq6mjQachqqwKax5Go0PWyCkCmMeCpL5KG04J2NFhlVr\/dPFddvxUFjkf1RjlI1Bojat\/QostMsZ9gpywt0I1ui03Yre+ioh2icJL578z+qVmimXhPy\/fyT+\/wBK6891niT4bJ7Jfr9EjVZC13hoNBNeZ38lFK4eNcr38fryTGykaj8fmFEHeKloHkJe8PJWp5mHVoLR0LrI03uh+CoA0TsUQ0CwbU0OORoT3eNq0MfM6L7uZH90CHd3ZLA4XRA5HU7KhZCLXEGwdVaMnLZp4TiJiY9ga0h4olzQSNbtp5eajxEjXNblblIHtG7znMTmrlpQrwVYkir6efj+aJG+vp9earm6o15WhoBO2pQe02fofJHxCLpPrZTZFLydV9lvF4MLjHS4iQRt7lzQacbcXMoU0HkCs3t1i4psfiJonZmPcC00Rf8ADYDoaO4KxS8Udvh4\/JQOKDNpJ2SsBcQxoskgVuSeQHxTHxkGjv8AFNbJWoOoRkluz13\/AGTC0PAA2N+nxToz9UoQ5W8NxB8bXsY6myANeKFOANi9NPMJJeyoyILQaaTC5SZtNue\/5KSuyQuAG2umt8vJRuISc60xyCmwhya5DMkJCLo1eh8kzPkIFAuTbSKCWw2gglaKJbIgUQlY13Gunl5\/BC1RgOStNtODbQUmOBRBTLRCAsdaIKa4C6u9dxdeYvVF2h3v5oGOtOsKPPy+r0\/RAFA7JS9OtR3pt6poKB8iQvUjDz6C9x6eZ1Ve0gUByLIk8v7pDUKLMpYQ0kZnUCaJonKNPaNb89BrolRakS4SVjXgvbnaCCW2W5h0zbhMkAJJHXboOihOhIB56H8091cvX66JWWnaGFylBUDlJEbSYovZI41+SiSldajLkJBKWyQMvmo5NOeqaXJtqkZuSDaJKaUCUybJmEE0TQ61aCfDDmBIO249av5hNy1+HgkzRJjmNuzew+KJKYHJAqSrHJjikXWmpkthRCYkECsKSJdoE20AJC0kiUySJJEBJMxEUbQtOBHTr+CAEkm2laB2SZdLv01+PRC0y0bQOx1pFC0EBY+0rQbXM19fQQKB2FG00pAoFY8u16+aII6JjxR+vyRDiL\/dA7JSfrmhmUdpWlRXIlBvdDN0\/f1UeZOpFD5BJQcU20cyBWAFGk1AlMQ5xQQQtArJopK8vhae4jW7vl08bUUHvDUDUanYa7nwU2OxLnyOe8hxLiSQAASTqRoNEi1KkR2k94Jv47DXnQHJRgoEooOQ4lK01EEfoihWG0XnoKTLSRQcg2kglaBWG0kCULQFjUSULSTMwpJNStAARCRKRQAkSEm1eqaSgApBIFIoAVohBIoASSJGiBQAQUbTAigdjrSCAKVoCyeYspuXNmo57rLd0MnOqrfmogmI2gqxyFpXr4fFA7oCwuKJAoUddbFaDpRvX8kx3gkEE2FBIBAoAcESUxEIHYUkESgBJJb\/AL\/qUEAFJBIoAcULStBAWJJJBABa20EkkEiSSSQAbSCSSAAjSSSAAQjSSSAFSCSSAEkkkgAgoJJIASISSQAQhaKSAECgikgAWgikgBBJJJAASRSQAEQUkkDAikkgAJJJIEJJJJACSSSQB\/\/Z\" alt=\"Una pizca de ciencia: entrelazamiento cu\u00e1ntico \u2013 DiarioPergamino ...\" \/><img decoding=\"async\" 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\" alt=\"Confirman el entrelazamiento cu\u00e1ntico gracias a la luz de una estrella\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Se confirma el entrelazamiento cu\u00e1ntico gracias a la luz de las estrellas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A medida que el tiempo avanz\u00f3, nos dimos cuenta de que, nuestras experiencias cotidianas se alejaban del mundo real y, nuestro sentido com\u00fan, no siempre nos guiaba en la correcta direcci\u00f3n para poder comprender el mundo. Con frecuencia nos preguntamos: \u00bfQu\u00e9 es lo real? \u00bfSi dentro de nuestras mentes conformamos un \u201cuniverso\u201d a la medida de nuestras limitaciones \u2013por falta de los datos que nos impide ver la realidad-, c\u00f3mo podremos llegar a saber la clase de Universo que nos acoge? Aqu\u00ed nos topamos con el determinismo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/fc03.deviantart.net\/fs71\/i\/2011\/095\/3\/9\/creation_waits_by_hellsescapeartist-d3d9erw.jpg\" alt=\"\" width=\"696\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por lo que se refiere al Universo, caben dos posibilidades: o existe desde siempre o ha tenido un comienzo. \u00bfTendr\u00eda sentido pensar que existi\u00f3 desde siempre? Y, si no ha existido desde siempre, quiere decir que ha tenido un comienzo. \u00bfQu\u00e9 hab\u00eda antes? Tal vez nada. Sin embargo, la F\u00edsica nos dice que la \u201cNADA\u201d no existe y, en ese caso, lo \u00fanico que podemos hacer es preguntarnos, \u00bfDe d\u00f3nde sali\u00f3? Y si hab\u00eda algo que lo form\u00f3, \u00bfC\u00f3mo podemos hablar de un comienzo?, \u00bfNo habr\u00eda que tratar de ir hacia atr\u00e1s y, buscar el verdadero origen que lo form\u00f3? Ante todo esto volvemos al hecho de que el determinismo se refiere a dos cosas a la vez:<\/p>\n<ol style=\"text-align: justify;\">\n<li>si todo acontecer natural y<\/li>\n<li>si todo acontecer humano<\/li>\n<\/ol>\n<p style=\"text-align: justify;\">Deben estar previamente determinados por unos antecedentes y, el determinismo\u00a0 debe quedar, en su caso, circunscrito al acontecer natural. Si as\u00ed fuera, tendr\u00edamos libertad en nuestras decisiones, pero esto implicar\u00eda que entre nuestros constituyentes deber\u00eda haber una \u201csustancia\u201d que se sustrae el determinismo, lo cual introducir\u00eda el interesant\u00edsimo problema del dualismo materia-mente, en la tradici\u00f3n de Plat\u00f3n, Descartes y sobre todo Kant. Aunque, finalmente, tiendo a pensar que no existe nada que no est\u00e9 escrito en las leyes de la F\u00edsica y de la Qu\u00edmica. Adem\u00e1s, si la vida es diferente en este aspecto, \u00bfD\u00f3nde est\u00e1 el borde o el final de lo que el Universo pueda o no pueda hacer? \u00bfEn el Homo Sapiens? \u00bfEs la propia vida la que pone l\u00edmites a la creaci\u00f3n?<\/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=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-b12X4B6bZWs\/Taormq6ICPI\/AAAAAAAAARE\/B96y-MEaZSw\/s1600\/fisica_cuantica.jpg\" alt=\"\" width=\"563\" height=\"422\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Saber para poder responder estas preguntas, la verdad, no sabemos y, es precisamente por eso, por nuestra enorme falta de conocimientos por lo que no paramos de buscar esas respuestas a preguntas que bullen dentro de nuestras mentes y, tengo la esperanza de que, un d\u00eda, lejano a\u00fan en el futuro, si no al completo, si obtendremos una respuesta satisfactoria que, al menos, sacie nuestra curiosidad y, llegados a ese punto o alto nivel del saber, las cosas ser\u00e1n m\u00e1s tranquilas, los conocimientos nos llegaran escalonados y en los momentos precisos en los que la Naturaleza sepa que, ese saber, ya no nos podr\u00e1 hacer da\u00f1o alguno, pues, nuestra capacidad para entonces podr\u00e1 manejar fuerzas y energ\u00edas que hoy por hoy, nos destruir\u00edan.<\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F05%2F08%2F%25c2%25a1la-fisica-%25c2%25a1el-universo-%25c2%25a1nosotros-9%2F&amp;title=%C2%A1La+F%C3%ADsica%21+%C2%A1El+Universo%21+%C2%A1Nosotros%21' 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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&nbsp; La f\u00edsica de part\u00edculas y las interacciones fundamentales &nbsp; No parece que la fuerza de Gravedad est\u00e9 muy dispuesta a juntarse con las otras fuerzas. Hemos llegado a desvelar secretos [&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":[169],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/16140"}],"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=16140"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/16140\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=16140"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=16140"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=16140"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}