{"id":28370,"date":"2022-07-22T03:42:20","date_gmt":"2022-07-22T02:42:20","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28370"},"modified":"2022-07-22T03:42:20","modified_gmt":"2022-07-22T02:42:20","slug":"%c2%a1la-fisica-%c2%a1el-universo-%c2%a1nosotros-17","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/07\/22\/%c2%a1la-fisica-%c2%a1el-universo-%c2%a1nosotros-17\/","title":{"rendered":"\u00a1La F\u00edsica! \u00a1El Universo! \u00a1Nosotros!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/cosas-del-universo-7\/\" rel=\"next\">Cosas del Universo<\/a><\/h2>\n<\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\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 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\" alt=\"ferris timothy - la aventura del universo - Iberlibro\" \/><\/p>\n<p style=\"text-align: justify;\">Si quer\u00e9is estar bien informados, os recomiendo este libro en el que el autor, un maestro indiscutible de la literatura de divulgaci\u00f3n cient\u00edfica, nos cuenta la apasionante historia de c\u00f3mo el hombre ha ido descubriendo el escenario c\u00f3smico en el que habita, desde aquellos grandes pensadores cl\u00e1sicos hasta las m\u00e1s modernas visiones del origen y el fin del universo.<\/p>\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/07\/los-ladrillos-del-cerebro\/\" rel=\"prev\">Los ladrillos del cerebro<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Comunismo primitivo - Qu\u00e9 es, definici\u00f3n y concepto | 2022 | Economipedia\" \/><img decoding=\"async\" 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\" alt=\"actividades de las primeras tribus | Mind Map\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Es evidente que el est\u00edmulo para la expansi\u00f3n evolutiva del cerebro obedeci\u00f3 a diversas necesidades de adaptaci\u00f3n como puede ser el incremento de la complejidad social de los grupos de hom\u00ednidos y de sus relaciones interpersonales, as\u00ed como la necesidad de pensar para buscar soluciones a problemas surgidos por la implantaci\u00f3n de sociedades m\u00e1s modernas cada vez.\u00a0 Estas y otras muchas razones fueron las claves para que la selecci\u00f3n natural incrementara ese prodigioso universo que es el cerebro humano.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><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<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Historia de la f\u00edsica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"La F\u00edsica en el siglo XIX : Blog de Emilio Silvera V.\" \/><\/p>\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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Es Dao - INTERACCIONES FUNDAMENTALES | Facebook | By Es Dao\" \/><\/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;\"><img decoding=\"async\" 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\" alt=\"LAS PART\u00cdCULAS ELEMENTALES - Tutoriales de Electr\u00f3nica | Matem\u00e1tica y F\u00edsica\" \/>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcREN49vycmuuRA52bLlybtqS0lnPzNbFQcX7Q&amp;usqp=CAU\" alt=\"Se ha descubierto una quinta fuerza fundamental del universo? | Enterarse\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Los Bosones emisarios de las fuerzas. El Gravit\u00f3n para la Gravedad no se encontr\u00f3 hasta el momento.<\/p>\n<\/blockquote>\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;\"><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;\">\u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Colisiones a 900 GeV c.m. en ATLAS y CMS del LHC en el CERN - La Ciencia de  la Mula Francis\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTLFmtvbkxM8vVMf7K8fuVB5lYmbteppCD6tiYRApaNo5fbaVwisYAYZjTqzSI8k8Zql-g&amp;usqp=CAU\" alt=\"ATLAS ITk Strip Detector for High-Luminosity LHC\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\"><cite>\u00a0 \u00a0 \u00a0 Representaci\u00f3n en 3D de la primera colisi\u00f3n en ATLAS. M\u00e1s im\u00e1genes en\u00a0<a title=\"ATLAS event displays\" href=\"http:\/\/atlas.web.cern.ch\/Atlas\/public\/EVTDISPLAY\/events.html\">ATLAS event displays<\/a>.<\/cite><\/p>\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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros-2\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"el sue\u00f1o de una teor\u00eda final - steven weinberg - Comprar Libros de f\u00edsica,  qu\u00edmica y matem\u00e1ticas en todocoleccion - 342828693\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS3cIOYIBOXFCaq-qhzAsCMmIjlURHe5kkiHA&amp;usqp=CAU\" alt=\"El sue\u00f1o de una teor\u00eda final - Steven Weinberg\" \/><\/p>\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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros-2\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0general de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros-2\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0y 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;\">\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\" 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\" alt=\"Cazadas' por fin las vibraciones predichas por Einstein | RTVE.es\" \/><\/p>\n<blockquote><p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> busc\u00f3 esa Teor\u00eda del todo durante los \u00faltimos 30 a\u00f1os de su vida<\/p><\/blockquote>\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;\">\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\" 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FUOKMelIJ\/9CML4kmtwoy63VWaonC6p0BEmni317EPnO\/65riqJSYzJO2rSj0SqXkZkSYn3K4VwV+5stuaEK05PNDJEayFMqEEprhZg1BjxATeM8sDkEM\/q1Yn54nA2\/mbMD8HS3PTaSpCztSTVozh3TVXaUIWA5gsd1Z2CCEkZLfm+MTF49UrbhXdVGJKaEheqqgUPdLQKioNrDlGQyEq3bVQzLOD1YgVNS1EDg810HrRNOntWCbaTQ+FbhHaocLJjfP6WlwRbEKYDUMIufJnAk2Mn6dg5+0ronwjA3hh1SaBTa03+JIiLW7SrmOz+OyFTCo8WscspGc6PzaiSbvciot+SkGqNThFLUD7GSuYxF45+2LCm1tkSsqGJ2v3xMcui5ap1BHDViDqhC8buqJdGdkSfuEDodc\/QD1gs2\/3bOwl2Oz7jxYzhqOn2Mz9ZdScCn5ZA3ng6HqWkRQV+tG0JtAk+CoFWg9nEggLSCdACqa+NpjhSgLjOCuQsOXBsDmd+NgqKWkYElJCikiHMzM1gSakFfp5CjBPGhrskIp5gBrTweS9Zg9b61gTWKRucCKZ\/BpTHAwtBT1sROlcp8k06bKvUqC17DPmmd3BNL3q\/3rr+\/9M2FtyogOOP843Nw4J5tGwXCyGad78ZJqQsOf8xl1rrb+50u927Fd7g85tJ+N\/NhCacFRlhfa6p37DXBN4swTCMY14A31oYmrAN3yw2W9dYJp+XrF7t7jxz4s9J3S5dUFzU\/1mXShA8jpmTSOpY5PFjyaT8519oL\/qv+zi1vTsi9EGGObQ0bw3CE3t33x20zkQG1vBKyJWxVPF2ESamDrwzSnYtXsLiKbXnWtcvbMEh6a5N2eEpf\/js1s6WBtfETJiITxx5CpNYiCWDCsKy9WTijFpwN\/rd9e6a\/bZQmdKTtSMYah\/oxFv6Xj36S8T9xLAlXnzlTC27C7TpBsVpwBFBdREJhoIK1cm3AsdpDat2ef2z3f1EJ8eW+tDmt4foqZ1MnGvRDB7eVUxVkQqJqLJGsXytXBy2EDEjKOzm5VL1gxSmzoLa91t+4vRmhiPmbJ+yCz7ZIEXJxn94QoS4oim0NCAU5JeKd8ArMOZEB4nasPuttZar+3JErxSbjrIRe5iUkK2fE1pBIXNXa+YbDnRp7kzMrd3LCbuogn4qytjSSTEMU1Or7L4S4IoPlIKxrft9u1Wa3XNR4LznCxBAtc4ugnMsGLp6cSEA+JcYjpNSQBvoL\/tOh7eY5o7v3p1DwWwV1cyUcVoaLrh0lS8kstrqdzIUxDzDJQ7fXtheX3BJ0ech3I9nybgb5yBaQAApNzEim1xeB1N3NSomYNFmgze3qTzVS4Jp1QlO1+ebMlWKkwMPT6lyZiQApjnMvN1N5kkNEpMtAZ2d3u965Os6ju3YxpyCTOWTUysa3dHNDGHNFX+N6qHt995txkqp6oyN\/G4AK\/xTMwwcZOhLIlmI0mCZrEAftKiJKsSqDoPreVdWlID215dt19Nvp3RlOgPgObPxJ3QtLXodrszmj\/Q9qoEIQ6XtGThBNGEz68YIqXJJEV4YkpIoHekC8WwYdXIwZIbS9ddnjQcXdm2fWzsj6JpCu6Ephc4yEu63RMa1Hzq9aOUIEswuRJaMiwEDExTCsklTWmMX0xLuwe7\/THqyBr9lW23en46+CWaosp8PJ430ZFFnk\/l4\/Gs0421WD0eT5Meb\/G8LoTr9Yqrjpjp0X6UJj1QisfrsfHnsMjpKpDSlApn4\/PJySrvi3b7\/OjdNuJpe5kOeEcjlUCvys6TTizKFMiLSUJTRWfM5JVfpCTRg0fpF4Ij5jdwDKrrE6lDNJk4f14kOfRaBEAQDGLhXAEQR0cgqOFurJQBx6HREIu8BgC4wgzHsUSHi9YBJIUzi0OazCogtTQj4tiVuCA6YVkmNMVkkozAToy84LSv9vNfUHtapzQdLI1oEiNTaWL4QExBNDVCnoTDCTSNxsAi3e0Zkk0LftMN0EhXTdBKImHMjZrgS1WsqoZR66xX8jUo5QT0C4JyvBRX5SD6+RscC2r5SlwluRZ6hJPK2XqEk0k7JjSV0Gnq2ZwMxvJC1HJJCcdVFtNkADWXrtRlFU56VpIdV1j\/Dckn0unW10epqWRi+JROx4STSASZgSQTw7+bnjJRHyxabrM1gEOTJ+W2OKTJ13PJQ9bVm9I4YQeHKXSczxim0W4xLcES4oLH16nAYAPTJGXxHdYl\/HvyQI3gbUqQlDqkNMVJcNSbhGBJco7WrMGdToRyDut2RVaaZLM7s1YLL46W3LwUT3MSyqQ5gSuzDChiyWi4USxpJvrVUkqyGEpFNcs0wgEag4sQktX5K8chNXzZnqTH0ruWE1mCeQVLRynt\/EaIJrIUMzKriVRftUhOQMNx25AMAY2Vm9QniDgMOzQ5o21GzXiu4+S3EBHecDP90tIkfcRVwtePzlzrztuc5lWJw\/PmJiNVQnYI0gsUJpo0PO5KK0kuKSSQPFCv5i9ra3bHV4Jf0ptCkgxr9HFcmvB8R9oxNCWuBj00WSqiqQjcK4oSzqUbjnR6MV2Wc8MzJ9ykMUITD9V6ulQqpRPyRC3x3CFne8OlyZPqjC6ZV2L+2l7YyMYMISxalUs+3RBPVhSTRlZiPYMHjfsO7NUO1sH3JknxSyNdIMepIGJ6aYrR2aCBeSR+2Ss0KRznSpeMmhNdmlLpHJDHaXKKKhKa0hILaT7Z5GQMN1t+Ds8Tp0wNo+NiVZo+wyKpRGKJgGldDRCIeYeclOrNDNvB6V+7\/e5y9+fo3vkPk05+WW+K8mVJxU7BIU1JnCKoxQGIF4vgCk0GGGogZVxKgtIUBiATS0VUL00ZzUsT1zAdTNKihqYv5ucVXbiKnwLg9Pk1Rqw0H+eFiWEU3mlg\/OjXRc\/8doc4Upbtg5U\/TI6LX1UvNSTHy+KIpqwKBCYBckUsm67QZLnpqEg5xklRhKYkkLCK7KUp6wohQpMRvGYq0fNhhG79xTEtH+MkOOkZf0+tcyP5StloJCeOg7oj96M54MkM++mViEy6Xs9eHfhMXRmXTbSwbEKVrSFNIVmNiBbNk5tAE05uJk8sVmWc4YRpEiMSuQcvTYZLJ6FJAHKOPobITxQyuHSM0+1IKQtPp4umrzMbKum0EvCZY+POvTHCnoFyZ7Cz0u\/2Omtdf4VATocpeJ2JZBSBCUA0tiGaII8VHFYmbYakOqN1yagQ8NKEq2+CvJVqZCQy8R\/RxGhNGVd5NXNyk3HvVq+pXBatDNSIelni1IyRSgXyrE+wY8jTukuT\/6T6y4jxpUTeT3wN2RFGQlHobBzYa621Nd+p9iO9CetJEY7MocAqFFIvAZAAIiFNVBWpNi8DmVWBOU4T1hSxOFZpXyCdLsvJ5XoTSIjirHshXGcMC22JqJdiBBA1HEK\/mNDimVPyY2t3rNPdAEm+GfHN+hplHXm8LAf7XWTQ9WzfJIs8GEFjAnROCu5gYTRmk5QvQnqRJHw1crgiacMJtVpOZmUoQR6fav8JbKEgmwchnAagOnIQavN4ZTnh+GYr5EpS2j+v4RkNal4cO4VkFv3LD4wjkIj4d8zopCHjeNBZ6Kx2bx5V0UMmzQnDskk3zSH3IVPAvpvJB3n2o0gRh09o\/LLo3N7drGJxuqvr6GmB6JikWS1t7d60LqHZnPebfeyDUL+1utr6mEjmcKS7Rxw+aRfmCr\/RiXXvtp2ZmddCL0dyH0bT5qC3vWy3PiJ7YBZoQkRtPG3\/gBMuCs8PlyZGDiahWp3kpp+Cs+7q3DXzWH0wGzQhUf7i6QYRTUhELd1AOtVjSrieLRXDSWVaWccx7Kx1l1enzzv0w73TtOhKoh+wl+CE5D9vXy+dkAGhVGW1pDFX0lR9cbBmL0+ZsTINaCT6mMPuDluvjw63MFd6ex33OWza+ddtGgLRlFdZuZy6EU3ETb4zaHVb11Zs8DlB6J7LgS5ut5fW19+cHTEXbdTnaPrF+bXNCdGUzMiwbt6Ipj0sjw4WFlof2ZhmADR9Hpdrmls\/c7JUlvwSwoZANKUVNmEoN+t0b0gKWKdjH8xynZhpOBzmpZzPLTvpF9cPdogmQdM0IXozmv7I6C2kgNuDLyet6RIW3cxLLJQOF6nb6dpe54l334Smt9pKv9PrfrmNaVS5iVp0dJb9++tUzNjEj754u9KxV1tfcGNCeD7iqb1Je51HEw8FJqHUMBw00sUJ2xvjA9rb13ZnuXvdbOjZxqKXpy2S9OSR4RVhElLWEKkJm7XGmK29t9+xt9fsa2sV6toQpHeiE9394340FjdG8zHeHBHNaaSIJ7Wh2qyPnn2kxow2MyMT2zLHaPp10O0t2\/4OFBeVnJsGViZvyJCvq3f1mXH83nVjFs43xr1zSdOK6noU\/wkNUsUR\/4VJNUdNjIohC28S8RdjuDlWHKPpYG1hvYunrFwDnpOh427CTpL4+ISFYum+K\/MzW89cogrn55imrcMoHe2SphCyrFDKFIpagJSySDq1HBtiUTc1K5WyBDNaFBvODDtc18kYa00X\/d5yd3B2vZsJvyorRqCQmPX4jH3pOvf858DWs\/P1JRIuP0fdbnVp6enJcyyhFD5cCaN\/lTCf5JW8ko65f7zCJytJvBEt0BclH8vTTUqe93ByMVjY7rydGHG6hLGQgVa+lH85z\/nFVj8vtg6fnb1586awPtd+gU3gwtLGR7wU4xJwidDt3v6NnMdjAahY5LLLdYZeHIys4D8V1t8vOq7x5Rv66HyReoKrNAxu5rGcnAY2oRDmDNTGXNx6Obe04+TWF062RkU5Phzixb5tL6zt39DgHaMpWuFxwMis15oRkvIV5qkmq4UTtUwC532JSr1aTfD3UMT2aHmpjfOeTl0b5mSR+en0+N31R3qhU3V753UfsdRr3bS3jNEkkGyYBpA4EIR4CnETkAQXheMkCCW00VQBF+Qk7prCdneOxZVlV9McxoMLG8icabdPvC5NK53h6fPoyvz8hPSEP+Hms3c2sO1Ob\/\/gxr82D91XrQGdEXJcGMdxZd7Il7GCkIFZhtR04JqlUhXRVAFcgs\/nZM4nuegT4ejpSB0fYenwEK8eFXaKZnO4TkJcJ1kMAEZyl2O\/O8s6s\/d8gBrS6kL\/5pE\/8lJIDgNwDk3RjEpC23iiEKHJkmRa0MYqMnwWN6OorE5\/38sdY+un1Yk8LTMkNtx2c59KIMuk4gDmmDyQcg0mRCffj7D5h03h+X5ndW57wb6pWCIY6U0xkdKk12TJbSuEppKnNoXT1yLS1HclfwocnVwlqn3keKEcyzUNcbJ4hVMzsoozmrMw56Up9bz\/+vztMtK9FuyF5T\/tfcAjjOlNhCZcWi\/YpCYLoSkiZcb6sG4kVLn62Qe+xeMnT9s4bofRbhN5XviB5o0v0XSbIiDpeej2WEASHUcTphn9VySQemjf7VZnrdXr2HZ\/\/+zGEnZchBOaGIODMshgFQrTFG1K3lRvM4E6ffkeaGLIK0U3npwdHBxsHP+yuPODR55TN1SaRu2LkKX13sRImfzA4s5mb79vd5fn1pdXW60Fuz\/Y\/3l382Dg\/xqSS5hEE6OnAX1DLmlNVcmjm9fJy8Yi0r3Q5MXW8bMnw4zDucKbX3f2lCrtYhXIyk72Uj2+s7PbWyOVUlfXV1trXRsxtLJJHSf6jQOYE2lCMiih4vceEprmpeAwdSAMOOw6vXeatjZw\/3Mk1BL6jLphuz33459+3YvqOFcXKIt7Fz+82V5+u7\/WWsPdbAFRNdj\/6WLnY6TqVZo0olHqQG46NBWBXKNGjM5kZIg\/3DNN4u77kfb0\/kjbQYTgj5iqwv\/NkXzoR39uL52s9nqtTrfbtQlFGxcfIrXHMIEmkEmaobqEs9uo3lQHajkfKBrzCSaHU+LERllupqZnBX5SvHsy1DWXzqhtp9Ue\/b8LhP\/6c1VCEkPm4J+bfzn9qbOAKeoPOs+OP5oiDD4Y9NCEy9cIAAYlSSKv0M6QQoliHUgQF9mN4KJfbCaHE7ymF0n81DjGlkthaXn0zsMEkGrZeLWUVedTWbkaSMqZeiITyf35L39ZuR1FGOFm06MQRJpI8jTiZTSYxbE8SjTplM\/APNLVVZyClkbbIoYCyvX7nYi+uPViZffQ403RKtl4WkklwH+hL1FEy49VNmam6\/G0f6Xzm0PUvUTrOhE5UU3TvN\/pqqi7TRzzM88SxFrz1zfO5zcp\/jYl275mJIHGFH7En8Qf3+hMqfmVvHrujlFH6tIeLSz06x6eXDRDbsUZQna8WuoDTZPBj4XPovFpL4H6hiEAkHVTCa3SeHWnB4wQA8OQmYk+PkhwHxQzbh5KtHrz+hPfIIbczKZq94AHPOABD3jAAx5w\/7Auz338xsGDYDAIyomxLNGYDIIApoc6ZQjgvciOw32q7qrqZ7zbe0MF0unU3krEFTx9G60aBjJCbuEMT6m+iKrSVd8GTVzZTFlGzZN1LEgwKzAp3ksT5J2M+eGBEThPM+rvwj0+80A04b6lua8NYnBuLa2maQ3DRCHpaup2ZOrbtb82ODQxuVEQLBksX5LfiKYrkcRvkyZZGtJkAjUynl7yQBOiCZf548krlijEBFSbY50M0XRFAkW4kqhjfBOOqApk57PxDAc8iQxaAsgw62lQIb4JQcwAAAE2SURBVEmu0Zp5o\/B0RM1lMJqfNyXynlAh5VtkNextFDrPqTA3CvSPFILR6B+RHYXgm+h7FVg2whlVulQupljjyAvjKEKSVEpieApeDxWCb0JdR7JJx5m0l4WPXuLUYaDuQSGgI50G5dxlUZyVgLvqYaRzFAIDDN8cywRo3DLGDSvSP9Dk6k0JOubjYFyY5vOlJVxalUyvudTpSMTOpWkG5t98Brg0aZLc1Bkjw+Oc0HI+0ChBXJRVSyQ0IsLTTsI72rlCwncOTWiHbyFoXgEy9ZfEcHGyCOBwPTwIcQk2NkVq4yu4cKLqvKsZ51vgmQf4xYhp57CbzL3\/0hGLuFHvbCKSMnL42a16jmVzJIVPq2bQwkoMgajLs5iYEi05J0Sq30JrmgwxZX0TIucBD3jAAx7wBeP\/AyJh89+B+ykbAAAAAElFTkSuQmCC\" alt=\"GEFES RSEF \u2013 Divisi\u00f3n de F\u00edsica de la Materia Condensada de la Real  Sociedad Espa\u00f1ola de F\u00edsica\" \/><\/p>\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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<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;\">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\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/12\/07\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros\/#\">quarks<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros-2\/#\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a>\u00a0que, a temperatura ambiente se convierta en el mejor superconductor, que encontrar el Bos\u00f3n de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/25\/%C2%A1la-fisica-%C2%A1el-universo-%C2%A1nosotros-2\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>\u00a0para 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 computarizados: 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;\"><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;\">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 nano-arena, 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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/_dISkoprgqWc\/RouZG5cUYKI\/AAAAAAAAAFY\/QdF3FivXKP4\/s400\/galatomo.jpg\" alt=\"\" \/><\/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\u00bfHemos llegado a &#8220;comprender&#8221; los dos extremos?<\/p>\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 \u201cuniverso\u201d infinitesimal de la cu\u00e1ntica. Sin embargo, ambos \u201cmundos\u201d 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;\"><img decoding=\"async\" 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\" alt=\"Biografia de Anaximandro\" \/><img decoding=\"async\" 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\" alt=\"El rinc\u00f3n del conocimiento: Anax\u00edmenes\" \/><\/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\u00edmenes 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, naci\u00f3 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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/trabajodecmc-eluniverso-101007133258-phpapp02\/85\/trabajo-de-cmc-el-universo-10-320.jpg?cb=1286458819\" alt=\"Trabajo de cmc. el universo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En cada tiempo vemos el universo que podemos comprender<\/p>\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;\"><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;\">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;\"><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;\">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>\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%2F2022%2F07%2F22%2F%25c2%25a1la-fisica-%25c2%25a1el-universo-%25c2%25a1nosotros-17%2F&amp;title=%C2%A1La+F%C3%ADsica%21+%C2%A1El+Universo%21+%C2%A1Nosotros%21' 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; 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