{"id":28255,"date":"2022-07-01T18:57:53","date_gmt":"2022-07-01T17:57:53","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28255"},"modified":"2022-07-01T18:57:53","modified_gmt":"2022-07-01T17:57:53","slug":"de-lo-pequeno-a-lo-grande-todo-la-misma-cosa-atomos-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/07\/01\/de-lo-pequeno-a-lo-grande-todo-la-misma-cosa-atomos-3\/","title":{"rendered":"De lo peque\u00f1o a lo grande (Todo la misma cosa): \u00c1tomos."},"content":{"rendered":"<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<a href=\"http:\/\/scientia1.files.wordpress.com\/2011\/05\/logo_espanol1.png\"><img decoding=\"async\" loading=\"lazy\" title=\"logo_espanol\" src=\"http:\/\/scientia1.files.wordpress.com\/2011\/05\/logo_espanol1.png?w=299&amp;h=260\" alt=\"\" width=\"299\" height=\"260\" \/><\/a><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Mitolog\u00eda para ni\u00f1os: Ulises y el caballo de Troya - RZ100arte\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQx_eEpyEN0nTAoEn2_c47ZFCiHyY3gMqxjWg&amp;usqp=CAU\" alt=\"Tabula: Piteas, el explorador de Thule\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSBG2QeayFsdJ10PLnmItB1uykTcf8J9_LRIw&amp;usqp=CAU\" alt=\"Marco Polo y 'La descripci\u00f3n del mundo' | Gabinete de Comunicaci\u00f3n y  Educaci\u00f3n\" \/><img decoding=\"async\" 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\" alt=\"Quinto centenario de la primera Vuelta al Mundo Col\u00f3n y Magallanes, cuando  la historia se repite\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Los cuatro fueron grandes aventureros viajeros. Pondr\u00e9 la rese\u00f1a de uno de ellos<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-NgEVPbsqeWc\/WKhtT1VU13I\/AAAAAAABe1s\/AAWFo6yBAmE4Xmys_ttoXdkPC6hLd3grgCLcB\/s1600\/EL%2BNAVEGANTE%2BPITEAS%2BEL%2BPRIMERO%2BEN%2BLLAMAR%2BHISPANIA%2BA%2BLA%2BPEN%25C3%258DNSULA%2BIB%25C3%2589RICA.%2BBLOG%2BIMPERIO%2BROMANO%2BDE%2BXAVIER%2BVALDERAS%2B%25286%2529.jpg\" alt=\"APASIONADOS DEL IMPERIO ROMANO: EL NAVEGANTE PITEAS EL PRIMERO EN LLAMAR  HISPANIA A LA PEN\u00cdNSULA IB\u00c9RICA\" \/><\/p>\n<p style=\"text-align: justify;\">Sus viajes<\/p>\n<p style=\"text-align: justify;\">&#8220;Piteas era de la griega Massalia, para los romanos Massilia, y hoy en d\u00eda Marsella. Ciudad fundada alrededor del 600 a.C. por los griegos m\u00e1s marineros y aventureros de todos: los foceos. Unos tipos que fueron durante el siglo VII a.C por el Mediterr\u00e1neo. fundando colonias como si no hubiera un ma\u00f1ana, pele\u00e1ndose con los cartagineses en cada ensenada y descubriendo para los griegos la lejana Iberia y el m\u00edtico Tartessos, ese lugar que ahora nadie encuentra.&#8221;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSe0abKFXq4KkuzE9xnsAeQP03H4UAa7saajA&amp;usqp=CAU\" alt=\"La Odisea - La aventura de Ulises | Documentales Completos en Espa\u00f1ol -  YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Ulises era el h\u00e9roe de la Odisea, la famosa obra de Homero.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Marco Polo, primero en afirmar que T\u00edbet era de China, seg\u00fan experto\" \/><\/p>\n<p style=\"text-align: justify;\">La aventura de Marco Polo la hemos visto hasta en el cine.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Crist\u00f3bal Col\u00f3n y su Hijo en La R\u00e1bida (Crist\u00f3bal Col\u00f3n y su hijo reciben  hospitalidad en el convento de La R\u00e1bida) por Ignacio Merino (1817-1876),  1855 Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRf6aDt3tfBIayEtegYy1WRrdeoZW2p63RUAw&amp;usqp=CAU\" alt=\"El oscuro plan de Crist\u00f3bal Col\u00f3n: quiso esclavizar indios para lucrarse,  pero la reina Isabel le fren\u00f3\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Acogido por los padres Franciscanos y su llegada al &#8220;Nuevo Mundo&#8221;<\/p>\n<p style=\"text-align: justify;\">De Crist\u00f3bal Col\u00f3n poco os puedo contar que no sep\u00e1is ya. Recogido por los frailes del Monasterio de La R\u00e1bida en Huelva, consigui\u00f3 la ayuda de los reyes cat\u00f3licos para ir al nuevo mundo.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">El mismo acto de explorar modifica la perspectiva del que explora; Ulises, Piteas, Marco Polo y Col\u00f3n, hab\u00edan cambiado cuando volvieron a su hogar despu\u00e9s de explorar \u201cnuevos mundos\u201d. Lo mismo ha sucedido con la investigaci\u00f3n cient\u00edfica de los extremos en las escalas, desde la inmensa y grandiosa extensi\u00f3n de los espacios cosmol\u00f3gicos hasta el min\u00fasculo mundo enloquecido de las part\u00edculas subat\u00f3micas. Estos viajes nos han cambiado y, han desafiado muchas de las concepciones cient\u00edficas y filos\u00f3ficas que conformaban nuestra manera de ver el mundo que nos rodea.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Espacio-tiempo curvo y los secretos del Universo : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"El transcurrir del tiempo\" \/><\/p>\n<p style=\"text-align: justify;\">La exploraci\u00f3n del \u00e1mbito de las Galaxias extendi\u00f3 el alcance de la visi\u00f3n humana en un factor de 10\u00b2\u2076 veces mayor que la escala humana, y produjo la revoluci\u00f3n que identificamos con la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, la cual revel\u00f3 que la concepci\u00f3n newtoniana del mundo s\u00f3lo era pueblerino en un Universo m\u00e1s vasto donde el espacio es curvo y el tiempo se hace flexible, d\u00f3nde la materia es energ\u00eda congelada y, donde el tiempo est\u00e1 unido irremisiblemente al espacio.<\/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=\"https:\/\/miro.medium.com\/max\/742\/0*Y3b12LdWwCCywgrg.gif\" alt=\"Comunicaci\u00f3n Interplanetaria a pocos pasos gracias a la F\u00edsica ...\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;El\u00a0<strong>entrelazamiento cu\u00e1ntico<\/strong>\u00a0(\u00a0es una propiedad predicha en 1935 por\u00a0<a title=\"Albert Einstein\" href=\"https:\/\/es.wikipedia.org\/wiki\/Albert_Einstein\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>,Podolsky y Rosen\u00a0(en lo sucesivo EPR) en su formulaci\u00f3n de la llamada\u00a0<a title=\"Paradoja EPR\" href=\"https:\/\/es.wikipedia.org\/wiki\/Paradoja_EPR\">paradoja EPR<\/a>.<\/p>\n<p style=\"text-align: justify;\">El t\u00e9rmino fue introducido en 1935 por\u00a0<a title=\"Erwin Schr\u00f6dinger\" href=\"https:\/\/es.wikipedia.org\/wiki\/Erwin_Schr%C3%B6dinger\">Erwin Schr\u00f6dinger<\/a>\u00a0para describir un fen\u00f3meno de\u00a0<a title=\"Mec\u00e1nica cu\u00e1ntica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Mec%C3%A1nica_cu%C3%A1ntica\">mec\u00e1nica cu\u00e1ntica<\/a>\u00a0que se demuestra en los experimentos, pero inicialmente no se comprendi\u00f3 bien su relevancia para la f\u00edsica te\u00f3rica. Un conjunto de part\u00edculas entrelazadas (en su t\u00e9rmino t\u00e9cnico en ingl\u00e9s:\u00a0<em>entangled<\/em>) no pueden definirse como part\u00edculas individuales con estados definidos, sino como un\u00a0<a title=\"Sistema f\u00edsico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Sistema_f%C3%ADsico\">sistema<\/a>\u00a0con una\u00a0<a title=\"Funci\u00f3n de onda\" href=\"https:\/\/es.wikipedia.org\/wiki\/Funci%C3%B3n_de_onda\">funci\u00f3n de onda<\/a>\u00a0\u00fanica para todo el sistema.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mundo subat\u00f3mico - T\u00fa Mismo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ69HHuv1IAurTNpa8iOiKS5dzhO0urTF1s-g&amp;usqp=CAU\" alt=\"F\u00edsica - El baile de los muones: Fuerzas desconocidas dominan el mundo  subat\u00f3mico\" \/><\/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 \u00a0Quarks, Leptones y \u00e1tomos<\/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;\">La exploraci\u00f3n del dominio subat\u00f3mico nos llev\u00f3 lejos en el \u00e1mbito de lo muy peque\u00f1o, a unos 10\u0304\u0304\u00a0 \u0304\u00b9\u2075 de la escala humana, y tambi\u00e9n signific\u00f3 una revoluci\u00f3n. Esta fue la F\u00edsica Cu\u00e1ntica que surgi\u00f3 a partir de la semilla que sembr\u00f3 Max Planck, en 1900, cuando comprendi\u00f3 que s\u00f3lo pod\u00eda explicar lo que se llamaba curva del cuerpo negro \u2013el espectro de energ\u00eda que genera un objeto de radiaci\u00f3n perfecta- si abandonaba el supuesto cl\u00e1sico de que la emisi\u00f3n de energ\u00eda es continua, y lo reemplaz\u00f3 por la hip\u00f3tesis sin precedentes de que la energ\u00eda se emite en unidades discretas que Planck llam\u00f3 cuantos, derivada de la palabra grecolatina similar, y los defini\u00f3 en t\u00e9rminos del cuanto de acci\u00f3n, simbolizado por la letra h.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Profesora: Gabriela Matamala - ppt video online descargar\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTY8Birsvm-job5rE4MltNFPiEE7d03fOCVYw&amp;usqp=CAU\" alt=\"LA CONSTANTE DE PLANCK \u00bfQU\u00c9 IMPORTANCIA TIENE EN LA MEC\u00c1NICA CU\u00c1NTICA?\" \/><\/p>\n<p style=\"text-align: justify;\">Planck no era ning\u00fan revolucionario \u2013a la edad de 40 a\u00f1os era un viejo, juzgado por los patrones de la ciencia matem\u00e1tica y, adem\u00e1s, un pilar de la elevada cultura alemana del siglo XIX-, pero se percat\u00f3 f\u00e1cilmente de que el principio cu\u00e1ntico echar\u00eda abajo buena parte de la f\u00edsica cl\u00e1sica a la que se hab\u00eda dedicado durante muchos a\u00f1os su carrera. \u201cCuanto mayores sean sus dificultades \u2013escribi\u00f3-\u2026tanto m\u00e1s importante ser\u00e1 finalmente para la ampliaci\u00f3n y profundizaci\u00f3n de nuestro conocimiento en la f\u00edsica.\u201d Sus palabras fueron prof\u00e9ticas: cambiando y desarroll\u00e1ndose constantemente, modificando su coloraci\u00f3n de manera tan impredecible como una reflexi\u00f3n en una burbuja de jab\u00f3n, la f\u00edsica cu\u00e1ntica pronto se expandi\u00f3 pr\u00e1cticamente a todo el \u00e1mbito de la f\u00edsica, y el cuanto de acci\u00f3n de Planck, h, lleg\u00f3 a ser considerado una constante de la Naturaleza tan fundamental como la velocidad de la luz, c, de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/a6\/05\/15\/a605152adcfacf2841fb0047c344b76e.gif\" alt=\"Ent\u00e9rateMX Los mitos del espacio que creemos reales | Solar system gif, Our  solar system, Space and astronomy\" \/><\/p>\n<p style=\"text-align: justify;\">El principio cu\u00e1ntico era muy extra\u00f1o y, a medida que fue evolucionando los f\u00edsicos pudieron comprobar que era cada vez m\u00e1s extra\u00f1o y, los resultados que obten\u00edan de la investigaci\u00f3n y las pruebas en laboratorio, acompa\u00f1adas de la parte te\u00f3rica, cada d\u00eda leas revelaba un nuevo Universo que nada ten\u00eda en com\u00fan con la realidad del d\u00eda a d\u00eda en el mundo macrosc\u00f3pico de las cosas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"El principio de indeterminaci\u00f3n de Heisenberg La filosof\u00eda de la Mec\u00e1nica  Cu\u00e1ntica \/6 \u2013 Diletante\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Principio de indeterminaci\u00f3n | establo Pegaso\" \/><\/p>\n<p style=\"text-align: justify;\">La ruptura decisiva con la f\u00edsica cl\u00e1sica se produjo en 1927, cuando el joven f\u00edsico alem\u00e1n Werner Heisenberg lleg\u00f3 al Principio de Indeterminaci\u00f3n. Heisenberg descubri\u00f3 que se puede conocer, o bien la posici\u00f3n exacta de una part\u00edcula determinada, o bien su trayectoria exacta, pero no ambas. Por ejemplo, Si observamos un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> que atraviesa una c\u00e1mara de niebla, registrando su trayectoria podemos conocer la direcci\u00f3n en la que se mueve, pero en el proceso de abrirse camino por el vapor de agua de la c\u00e1mara el <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> disminuir\u00e1 su velocidad, rest\u00e1ndonos informaci\u00f3n sobre d\u00f3nde estaba en un momento determinado.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/AltruisticCreativeGopher-max-1mb.gif\" alt=\"Velocidad GIF | Gfycat\" \/><\/p>\n<p style=\"text-align: justify;\">Alternativamente, podemos irradiar el <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> \u2013tomar una instant\u00e1nea de \u00e9l, por decirlo as\u00ed- y de este modo determinar la situaci\u00f3n exacta en un instante determinado, pero la luz o cualquier otra radiaci\u00f3n que usemos para tomar la fotograf\u00eda apartar\u00e1 al <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> de su recorrido fijado, impidi\u00e9ndonos el conocimiento de d\u00f3nde habr\u00eda estado si no hubi\u00e9semos actuado sobre \u00e9l. Por consiguiente, estamos limitados en nuestro conocimiento del mundo subat\u00f3mico. S\u00f3lo podemos tener respuestas parciales, cuya naturaleza est\u00e1 determinada en cierta medida por las cuestiones que optamos por indagar y c\u00f3mo y qu\u00e9 medios empleamos para ello. Cuando Heisenberg calcul\u00f3 la cantidad m\u00ednima ineludible de incertidumbre que limita nuestra comprensi\u00f3n de los sucesos de peque\u00f1a escala, hall\u00f3 que est\u00e1 definida nada menos que por h, el cuanto de acci\u00f3n de Planck.<\/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<img decoding=\"async\" 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\" alt=\"Experimento sobre el principio de incertidumbre de Heisenberg | Ciencia  Tecnolog\u00eda y Ambiente\" \/><\/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 \u00a0Experimento sobre el <a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a><\/p>\n<p style=\"text-align: justify;\">La indeterminaci\u00f3n cu\u00e1ntica no depende del aparato experimental empleado para investigar el mundo subat\u00f3mico, Se trata, en la medida de nuestro conocimiento, de una limitaci\u00f3n absoluta, que los m\u00e1s destacados sabios de una Civilizaci\u00f3n extraterrestre avanzada compartir\u00edan con los m\u00e1s humildes f\u00edsicos de la Tierra. En la f\u00edsica at\u00f3mica cl\u00e1sica se supon\u00eda que se pod\u00eda, en principio, medir las situaciones y trayectorias precisas de miles de millones de part\u00edculas \u2013digamos, <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>- y a partir de los datos resultantes hacer predicciones exactas de d\u00f3nde estar\u00edan los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> en determinado tiempo futuro.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTA_TSjtDvdR-5C9cfuBl7ZtGhCV4S7H3gpkQ&amp;usqp=CAU\" alt=\"Warner Karl Heisenberg: biograf\u00eda, haza\u00f1as y principio de incertidumbre |  Meteorolog\u00eda en Red\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR2jwsSIov8mgV5ljB2_uoX2VmD3yMClkw5Lu8I-zsHS5r0nyCF2xkR9fcWUiLpt5LBBd4&amp;usqp=CAU\" alt=\"No\u00e9sis(\u039d\u03cc\u03b7\u03c3\u03b9\u03c2) \u2014 El antiparmen\u00eddeo efecto Casimir en el vac\u00edo cu\u00e1ntico: Del  no-ser se engendra el ser\" \/><\/p>\n<p style=\"text-align: justify;\">Heisenberg demostr\u00f3 que tal supuesto era falso, que nunca podemos saberlo todo sobre la conducta de siquiera una sola part\u00edcula, mucho menos de una gran cantidad de ellas, y, por lo tanto, nunca podemos hacer predicciones sobre el futuro que sean completamente exactas en todos los detalles. Esto marc\u00f3 un cambio fundamental en la visi\u00f3n del mundo de la f\u00edsica. Revelaba que no s\u00f3lo la materia y la energ\u00eda sino tambi\u00e9n los conocimientos est\u00e1n cuantizados.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.nucleares.unam.mx\/~vieyra\/paquetes.gif\" alt=\"El principio de Incertidumbre de Heisenberg\" \/><\/p>\n<p style=\"text-align: justify;\">Cuanto m\u00e1s minuciosamente examinaban los f\u00edsicos el mundo subat\u00f3mico, tanto mayor parec\u00eda la indeterminaci\u00f3n. Cuando un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> choca con un \u00e1tomo, haciendo saltar un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> a una \u00f3rbita m\u00e1s elevada, el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> se mueve de la \u00f3rbita inferior a la superior instant\u00e1neamente, sin tener que atravesar el espacio intermedio. \u00bfPor d\u00f3nde realiz\u00f3 el viaje el electr\u00f3n? Ese famoso \u201c<a href=\"#\" onclick=\"referencia('salto cuantico',event); return false;\">salto cu\u00e1ntico<\/a>\u201d trae de cabeza a m\u00e1s de un f\u00edsico tratando de desvelar el misterio que, de ser al fin descubierto, podr\u00eda suponer otro enorme avance para la humanidad.<\/p>\n<p style=\"text-align: justify;\">De la misma manera, como hemos podido leer muchas veces, es en virtud de la indeterminaci\u00f3n cu\u00e1ntica como los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> pueden saltar la barrera de Coulomb, permitiendo que la fusi\u00f3n nuclear se produzca a una tasa suficiente para que las estrellas sigan brillando.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTN2obMoqfprd_oNkDanyqcv7P7aAWM_dcvlg&amp;usqp=CAU\" alt=\"Cosas que pasan : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTEt4MAKP0qcqbdeIwb5iVdssiTS9VscOzAHZW5BWif6bfc0xZ-i_k7TbhIqzYGWLq2IK8&amp;usqp=CAU\" alt=\"Las constantes de la Naturaleza : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0No siempre comprendemos como son las cosas sin importar lo cerca de nosotros est\u00e9n<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que, la mec\u00e1nica cu\u00e1ntica choca, con las percepciones de nuestras im\u00e1genes mentales que provienen de nuestras percepciones visuales del mundo que nos rodea. Pero el mundo tal como lo perciben nuestros ojos aparece como una ilusi\u00f3n cuando lo examinamos a escala microsc\u00f3pica. Un lingote de oro, por ejemplo, aunque nos parece s\u00f3lido, en realidad est\u00e1 lleno de espacios vac\u00edos. El n\u00facleo de cada uno de los \u00e1tomos es tan peque\u00f1o que si un \u00e1tomo fuese agrandado mil billones de veces, hasta que su capa electr\u00f3nica externa fuese tan grande como Madrid, su n\u00facleo a\u00fan tendr\u00eda el tama\u00f1o de un coche mediano aparcado en la avda. De Atocha.<\/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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acbEWmkxT2vutgcVgJcZs8sphDlkcs1+zUO6nMSQ2UgixtqOui98new4cZilimzFDG7d05TdcttfWa6dsjaE0+ysTJNhlw2aKfJGoI+jEVgzAgEEnNy4AUh\/IvH\/3yMOHYyD7NeijNuMrMy4Yw7Z3Y2Xhy0DOWxMin5vHme4Z7rECIxzfm+nsqDG7tbK2csYxzySyyXYKpewtxKrHY5Re12JJ9wobWmVdvvK59CaAa\/VXs4xfyF738KdN99qyQSRFdnrikYWMnEob+iQI2NrG44c6jlNUre\/1BbArbjYQyQzRu74Sfu2DEFGcXiYNxykjJlOt3HqV96t11g2jHhYswWXsTGT3jZ27NtedirHyNOG9e18WmCJbCRQRXiZWE3eRhKrLlhEYubgG1xbU8qNy7LXFYjA45fRjjkY+PaouQH90lqkcWcd29t0KmANo\/J1h2xEcURdQFMkzF85CE5Y0VTwLEPqdB2Z41Xw2zNhyT\/M43ftgxUMHlsXXioY\/Rk6HS1tLCjW5O3lxGOx+o9JBH4xw5oyR4Zu9\/+lc+3c3WxS7SSNopQY8Qrs5UhckcgcuHtYhgNNdb2oxlJ2pSapBQ\/bi7FbCYrEwscwyxujWtmRiwB8CCpBHh40HbYUAwU+NIYyifEH0jbu4qSMaeQp1gxqNj5YgbtHBGX8O0eTKD42W\/kw60vxYcy7IxEcYLN22L7o1JK4uViAOZtyqrXJu\/sFS3IN0NmR4qOVXzWGT0Tb0s19f5RUOztgYf5t87xrFYjqqgkaE5VJy94ljawHUddCnyY4GRIpGdGTMVAzAqTlzXNjrbvVW2zC2I2PAYVMhjEDFF1J7GyuoA4kEE255aMpvU0mPKTurIZ938LJA2KwTN9GjoUJNrLYto3eDAC41106g1Y2\/uyvb4ZEeVi5f9JIzhQoUkgHhp7dKFYPdx2wnbs7Qood2RldC2lzddLf6QCOQp2x8oXFYXMbZknQfvHsiPcpoSk0+bF1NcMWtowbNwz\/N5pZw8jBnyyTBQzi13EZCgEDgbi3HjVkbrpFiYlBYxyZ7HQEFVLZSRoeoPgaF7zbGkOOZuyZw7KwIUkEAKLA8L3FiOgvThiJFSTBxE9\/Mxt4JBIrH2sPbVGPhxklq3CpOO6YA3gwmz1dYMU5Od0CKM4Clrqud04XObiQOF+tJe+WwF2biEjjctFOrNH2neZGjyh0zWuwsykc+PnV35TXtjTe5HbYceXcFWPl9UXwZ1zAYjL4foL1ZlXopR4t7AlbasVnYgkcwSCQdCQbcedZQnCYvMoJ0NrWHhpXlddNMSgjuxnKM7WUFraKvesNSTbx4edM+D3pxcAjhikUJmAF4wfTe5115saXNnxBY1TiOIB6tr7deNTHEMjIoN++ndIBIu6gkdfMXrPiQ\/lPV2DVyHtNvY\/UmRRrp9Gv4UH2pvXjcJGOzkja7kkSrmC5sx7pBBGvK9hRSLQDrx++l3euNXhuTYdsovx0AYE6V5vJYkp4sVJ9TXOEVF0iqm9W0pRLaZC8i2ZHQZezCkBYx9UnM3nfjQLdrHTYSXtIiEmClbOt7g2uLHnoKN7NRCpKkk3HK9vqoDbUeypcbshSmpzqp0YcV8b8vLlXpVhwVlFJFXaU7yuuIkMReYDM6aFSLKBIl7BgAOlxY8qMbM3zxkKCNHV1AyoJFLnT9oEHKPG+lB4o8t1kZVBsJCxCrYmwkLHhbn\/wA0Q3jfAxoseGczy5V7SUOcth9VQNLm3qHUmpLRSg1ZXNdiLam158XlaeQFVJFlACg8wi8zbTMb86gXfbFYWLsIZVyIGy91WIDEn0uoufZQafah7yqbEaHy8ByFaYfZ2cF7iw+rzseOnIU3u46aoCjW8ipsvak0LK8DNG6HQryuLc+IPMHQ01Yj5T9qZMoMCkj0+y73nqxW\/wDLavdn7nn5i+NWRFjVXJWxuRGSp73mK8kw+zv+mGUyr89ysQnam9xIQv0d\/wDRY++q5LDfzbvjboGwTu9vLisPJNLHJeWYAyNIM5YqSRx\/ePu6VPsDe7F4V5DHIpEsjSOjrmXO5uzKLgqfI9OlAUfhra96sQqMub0idAbnS2t\/Grngw7Fkdxth392hd37VLtYZcgyqBf0Ry4m54nTpVvdfbEsCkRScSLowzIb6ZrcQfIi\/qpLwuI4rf30Q2bjuzcq2huBx6X51XLAjWyLY6X0Cm+O28die48gEKkMyRjIDY3DNckta3C9udqJYPb02NEZmkVSjNlsAt7AEkWseQ4cLUKwjktmI0IFr87cfOjey93oZJ4VsQjuwcKxFj2bNdSPRN1tboTSOMEqa4Kpw0q0XJd78ZGoUNGxOt2W5CE90kgi5trVGLGT9uMS0haWxCXANgQRYLwA1PtqPe\/CJFi+wTNk+jbjcszfVv0016CiE0QUXDKzE205aXIA5AXt41zc5SUXHqPhxTFrfWWVh20hBkaWPWwHoKcug0+qKCbe3nxOOaPt2Vuyz5cqBbZ8ubhx9BaO76G0A\/iL8GpPhQ3vwAIv1sfCtORjcE3u7YuJFXsawKEJUk9dOFe1YfDZiSVB4WJzCw10FiCfX0rK36WuEJQXOHa2q2AHMgcKo442kwwCgEzx6g5r98D1cR7KMOsdvRfhxa3xuTQwunzjDgfrE4j9teFiPhS46vCkgQ5OwbEw0YSTESi6xgkAi9gi5ma3Pw8qpYXebD4tHjxcSIlhluS9r35gXVhyI91qvbDnjkjlwzsAZAwHK4dcrAdSOPr8KH4Pc6OKN2xrR9mmoKsyDu37zEWtpy141wMvaUdPHUtlWp6iTDRRQ7LZhlKoXAcixZROQGJIuLix8KsbjYRLSnKCWyE3A1Pe\/N6g2A0WN2dLh4mA70ihWJJVWkLx5ra6gjXz6US3N2U2HRonkVmGXug3yJ3st9BxObw0roOWzT7lb6ilu5tuKGF+xw0s+MF7ARM6qx9FO0UHIoBBJ0+FmBcNNjcHKMbh1hmCtkZRw7twy3JI14i+orTdeTtdmKMCyJJbvHQlZc30ua4Pe42uOFuVjV7dzDTJFLHiZ+1nYFioa+RGBVBblchj\/APKDlvfX1FAr4uGHY2HxUsCTMsWHZVIAzSOFVSxsbgFr634dalwmPTaezZpJIljeMSBba5WRA6spIuBqLjzFDt4zfd3Dm2hjwp9V0qx8nigbMxViDrIdOX0CaVZXwuXWwPcLbP3oEmy3xvYooVZD2V7qQjldTl52vwoPMBiNiSyrEgkmaUqLDQyYpgq5rA2FwL1FuJCcXsKXDRMqylZo9SbKzlmTNa5AIYa269KljhkwuwGRsrSQGQGxJUvFim4EgEi69BSNU2lzYTXePasOwcPBHBAskspILMcpYRhc8jsASdWUBeAv4WoNvdtzZuMhimV1ixBaEyxoLvkdlEqHugOyAlgf2fG1Hd89hjbOHw8+EkjzJmsHJAtIFzo2UEq6lF0t1ofj93dl7PODGIs2IaSMO2d8umrytGWyrHmAGotr4Gmi63t6gp0Xf8SyqkabJ2czRWJZpIniU8LBWNg5OpLXPrql8ruxYgkGJEYikkcJIBYXJjZxmtoWGQi\/O\/gKYN89n7Tmlj+ZYiOGAoM5vZg1zd75SSMuWwBHA35Ggvyxyqdn4V1ftFE6DPe+YdjMM9+dyOPO9GEqlFr\/AD7hTVor\/JJsVXM081nWIhUB1Aa2ZnIPQZbevwo9u\/vfFjMQi9gFF2MMma50U8RYWut9Ln76AfI3tlPpcNIbdoQ8d9A\/dyuoPWwU28+lFtz9x2wM4aSZGjDFYBc5mJDABgRYELc6E8OVNi05ycn9gPZl5N3lm2rPPIMyRxQqqngXIYknyA4ftVbwe0cRJL2b4LLATYXGoHIsOHq5X51rDtpI9pTQOcvaRxMhOgLKCCt+pBFvKtY9kbQ7QhsXaO57wCliOXdK2B9dZZ3tYEJ\/yi4NcO5RRcEo6X1yhs4I16FW9RFIhYLcAXPUn2U0\/KVKGewmafIVXO2UC4zkgZQAQL8et6SpT1NbsnUcN13Za5PYuHXWxPje3xr2qqt3Ra\/tr2tmoSxhONYDUr\/T\/wA0PDMcRCe6fpE0sf8AWOFTy61phABNEb69onvYVXiK4P7DxW47bRbkcvw9mtL+9BZolLMWGcWDSE8m4X0rrGyHRcOjOBqwW9hxeXIvvYUkfKDstO2dXTuMVkFiRa4YHh+0G9teeyuC4TjK9nWxY8RSbVAPB4hisYj7IkIL5TIkgvxXMToRw7osbVvtDBEwyMjOWtqDcOD1JB15610PcnZcWHwsMdrmQs4zWJ7wLjW3AKAPZSrvTHLJjcTAqlwxjCqF1F4Y75SuoGpJB01rrrEjKdUVXbaFvdqPJGWVirMTexIJA0F7a1X26moys12N73N\/Waa13PxCwDPG2Zbm4KMbXuLZST6taX8JsLEYiVnhiaSNCVJzJcNYGxBII49Kvi8NycrRHWmgFMMqBSTpyvpVWFHa7FmCnkCRReLY+IxWdYIWkKWz2yjLmva+YjjY6eFDsRePOjCzIWVhcGzLcEXGhselWx0t0LJVwWYJyikRuUvzRip8rg3tVHEXsbuxvcm7E3ubknrrrXbN9N402fh4ZewWXO6x2uEt3Ge98pv6NvXQzZ3zPbeHlzYfsZEOXNZcyFhdXV1tmXTgemorMsdfM47Co41HjnjY9nM8Z\/YkZCfA5SCajeW7F2ZmJ4liWJPiTqa6rt3DZN2rMFzqIVYjqMUgOtIWxty8bioxJBh2ZDwcsiA+K9owzDxF6r97bbGTNImZo8gkkCcMmdslv3L291UTGb5STYcBc29lF8XsDE4ZlSeFo2b0b5SGPCwZSVJ8L1Zk3Lx\/aqnzaTMwJAulrLYEls2VeI4kXrXeHSdoZsDZioXLw4+ujmGHbMrO7sVHduxa1+IFzpVXa+7uIw1hNC0ZbhcqwNtTZkJW\/he9FN2N28XNaSKJmiP1iVUeNs5Gb1Xoy0VdoEt0zbZuHHzkBiSCugJvz1GvjemXFYbN3c75eGXMbc9LXtaqsWzHgxmDV48rGUA35jMOd7EeVGt9mb53HEg9KJbBRqTnkHKubnd6cQYb33EverCqsC\/vLw\/dalJx0Ht\/5p336wMsUKiRchLggEjUANfQUjuD1+Nacl\/R37sedXsbPI3Kw9le1WliNZVzk+z8xaGXtBbgo8gPvrTDYkdrHqB30+0KB4aN9bsfaPjxq5s7DfTRd4fpE43\/ANQ8Kkm3ht10Y1\/Fsdl2rIRsssDYgoQehE62NR714U4mLCSID33RGt9VZhqT+6R76rbX2jF8wOHz\/SEr3crcpg\/G1uGvGrOw948PhsOqzyZAG7t0ZvS731Aba5q4WDiK0l29URxkra7l2fFX2jBCvoxROdOF3FgPUqj+qqUAnGPxhgVGYmIEyA5UAhj0upBGbjz9Hwpc3b23GdoTYuR2VHZ7XzEZbZY+6Bp3QOVHNl73wLisVmY9lI6MkmVvqwxxsCLZhquht18K3OLXToI00ENgYKeOcmfGrI7ZrwhiRrr3FY93L4DhSxsvaLQbcxUaAlJZI0ZF6uitnt+yzMSehar+yMZs7CS5o5nlZrjMQWCKdSSVXU6W0udeVR4HbGzosZisY0oZ3tkAjlJyiJAx1W1yVIHh50Y7XtyiFzf3EDZuDnkw0ZWTEzHM44I8os0hPLRdP2mHWuJSMVDDqD8K6fu9v3BisNiIdpPkEsjFO67Wjk7yoCqmxjbgTb6vQ1zjacQu+RhIFLBWAIDLyYBrEXFtDWjATjafP\/hEqO6b64DBzYeEY2UwoHUoQwW79mwy3IN+6WNvCgB3t2ZszDumCbtpW1AGZsz2sC7kABR0HjYUK+U3ejC4rD4eLDy9o6TKzDI62URSLe7KAdWHtpJkAHAUuFgOcd2\/sBI6DtlmbdcFiSzLCSeZJxUdzpzvVzFYHauJwsatJBsyJcp+jeRZAqrZUaxAQcNA3Kx6UFxO9+GTYseHWQNiEMLCIq+pixKSkFsuX0VJ41f3k21sjasULT4uSBosx7O1mBYDMCrKwciwsy359aocWnTXUlBbeyE\/9IjzzLiXjkw9plt3z26RlhYnXKzAm\/WiO\/uLcCKOOZoS+dsyWzHs8tgLg6Xe+nQUp7Y3x2e+zvmsDlOzeFYkdJLskM0bFycthdVZrE362OlUPlV3lw+KfCnDS5+z7bPZXW2fssvpqL3ynh0poQcml9WShp26GxOyMOZjeR5MKrMAB3nnjidhbgSGbh1qP5T9szYb5tBhnMKsrklAB3Y8iqguNB3jw6CgW1t6YDsePDRzf9yvYELle4aOZHJzFcugF+PKi6bwbO2lHD85cwzxa24asAHCMVKspsDbiLDhTaGnbWybF3NsRvJ282ChkhvIssTiXMOKkKxyhdMwY6Xt7Kb8RgV+cNiD33SEKqC1+LkkDqfRH81KO3N7Ye2wuGw9zHHLE0r5WNkjIsqi2ZuRJtyHG5tbx28ijHpJEWaLshHJ3WH12N7MASVuD6yOdUYrSragxi2I2+GMknVp5Dq0gAXkqgNZRfp8bnnSoymnr5S8VhmGeB8weQF1yOuV7NdhmUCx+Pnoisw6+3\/ituSf8p33ZYyJzrWV6D0Pvr2r3KwbngcqaIbPT6aL+JH9sVTmXnxqfZDfSxX\/AFsf21pJPTGUX2Yx0+eMcTQTfB1EAvw7ReXg1HJqXN8JCsKkhWtKpysLg2DaMBa4ryeQxLx4r6mue0WAsPtSNdBm9Sg\/FgKIYbFRN6QmPqUe5XpcWfXuqov0F\/jVmOd+chHgunw0+Nex0JmTVYyphIjqoYHxuPvNVMTs85rjhY20vf8AZuKoQ4joW88x99XYMU44G\/mb++hpoVuuQbtLBhG0FlYXAPK\/GqckQtpTPjsMJkDAHNz8xQAJY6\/k08HsSW+5Bs3BOxJVCwXjYcKmUA0a3R2k8bSRpF2mYX5aaW1v5ChmOBV2uuVsxNulze3voJ70FboFYmKza1oYxcGp8ZmbU1JFACtBxtsJIkK6aCo5owDUy4S441HMhFOqDJ2jyPjRjdHDB8QBa4sSfAAamhEQuQOJOgtzJ5Cuibr7uNh4meQWkcaj\/QvJfPmaXEkoopZTKRh+6pJLC9tOfXT40Smwo4rcHx1941FUMVIImXMO6WADDUXvwPQ+dFpTfUVwvEZU4\/ua8ONIV97UURr2gOXtFzEC5As3o3IufXSNM19Kft+P\/HH8RfstSJ2frrX4enLA27srxV8RqFFZW5SsrfT+hWbm3n51ts0Ht4df82P7a14bedSbOX6eH+LH9tarzC\/luuzHXJ1SQUsb\/JfDqeH0q\/ZemwpS18oK\/wDbL\/FX7L14vw6V5mC+psxPlYiq3TQfnjW4e3jUJFZmFe8Uq5MBcjlNX8JtMRm6gMfGxGotzBvQVWv5VPG\/qFRNSRGk+Rw2PtBWNmS\/UroB5ljxq1vhLlw6RLEMtwRIPzoT95pUwe1ihA1CjpxPqHxGvjTbsDbIkDIbNx046dLHlSSjT1FTTTFXZW03w7F0sbjUVDLiWlcyNzPCnHa26+GfKY3KMy3IUXAJ5FT9xoM26kw0R429ZU+wi3voqcXuPGa4A2MF1pr+TyLDPA+cAvcg3APlx5W++gzbq4o6ZUsf\/Yn40f2TuTLElxKoY8b6jxsAL++lxJJqrHUorkVtotkmkWMdwMcvl+FR4XBSzv2ccZZ+g5DqxOijxNOK7swpIvaymRmvooyCwBOvEnhbQiiWJmSKPJGAq8woA15N1Y6c+PxDxK4Jd8AnY2xosKQzsrz8L8FjNtQub637R9XieGOvG12N\/GlXa+NLC9wy8D1PQX4VHsHEkgpfTl4eFK4OW7EaLWPxhuqdWAI4g6iilyh04fnjScMQRME+r2i6fzDUU9djfyrjeLfBp\/c2YbTF\/fXvYYEcpFuP5W4UlpTpv2hTDqf\/AGrr\/K9JUsgI09fhWzwma\/Db92V4vzEMxBPHSsr2OPrWVvqb3K6N1F6ubKX6aG362PX+daqF6tbLY9vD\/Fj+2tTGa93L7MePJ1h1pY+UL\/xl\/ir9l6a2FLPyhj\/tl\/ir9l68F4ZL\/VQrubJr4Wc7eoWjJOnGrGXW3G9TdjyGp5\/npXvnHUYNJWTiF9preRNdPR+NTtBplGt+P4VCIsno6ganxptLrcDR5CCTRnY+MWF1zXynVhx8r0NgcMfPXytr7hXkzZ7gGx46+BAtU6EVJbjniMaVYNxQ8Bx0\/Nq1bHMFOViL8PI8fdVLBt2uHA+sv5\/GoMNExUr42qJFTSsK4LaJLkE6ZNedrD\/j31ek3iIABIGnE21tSzJEQxA+F\/fUTwm978D0qOCYdhg\/6wXYSMBmXgeI8QNfPWqm1NpM1iLDrb86VThbQ3t6\/wA+dX9i7GGID3kCZRcXHE0HGMd2FSBsrs6kfk86t7FSx8+IquIHI7\/dt7fbRDZy2a9R8EbA8iH5wt\/9a\/aGtdDRaScegGIjNtC6+o5hT0BXnfHZ04fZmvA3QD32jvhwOsg+y1c5k2e8Rv6S8vEdLV0rfFisCkAH6Rbg8xlbh0NLUWSRdNRzB4jz\/GtXg6Ussm+7Bi\/NQtpIpGnvrKt7Q2ZY3XgfC\/tHXxrK69z7FJSAq5sn9PD\/ABY\/trVFWq7sj9PD\/Fj+2tJiyXu5V2Y8eTr5FLPyi6YZf4q\/ZemdjS7v7\/46k8pVt55X1r514TiXnIL\/AJG2a+FiHHDlFz6R4+A6VvlsL9eHl1rIFzHX0V1Pj0X1\/C9bzSfWOvQV9MMq2RXPd8z7h1\/P4VoY+Nb5CTc8TW5WwJo2I4p7nkcOhPko+J+4euqksIZiDfTQW99E2bJGCdbAk+f5FCsPiR43\/H8+6kbi3UiuUWkHd1WyuyHgb6fnxq7iYmViA1gdfXQTA4xVdbML3prxcJdVdQTzNheo2r2K3YPeFmAJcj1caqzYZj9Y28KuyTqdAaKqolhCqouvFvK2v561NVEtgLCYUac9edXdnkK1jwv91VPnCqTY3INrcj1H56VC+PvpYCjyJTYb2pIhtbThXuyMM0hIQcNDegGRmamfdjFdk2W\/H88aSaaWw0UktwTtPBn5winiHU+8H8+uncLS9vWqdrC6nXtEHqJH30yMOdeV9oZ08P7M3ZZ2mA99T\/26\/wARfsvSWU1zIbN8abvlAnCYdS3AyqL9O69JubpqOtdH2flqyu3di43zEyYu\/HQjiKyoGYN6V79RobdD1rK7tFVgdDVvZbgTwdTNFp\/+i60OaXL5\/nU1NsZicRB\/Gi\/\/AKLXOxp1hyX0Y0XudwIoDvxg5JcOFjQu3aKbDjYBtfeKYCK1tXzHLZmWXxlixVtO9zouNqjm6bAxKoB2D3Op4cTy48hp7aiG7uJJuYH8OH4102sr0cfavH\/SvUqeCjmo3exP6h\/d+NSx7v4jnC\/Lpyrote2q1e0+M\/yr1FeCjmu1Ng4koFEDm5F+HAa9fKhn+FMTbSB7nrauryca9y0y9o8SXMV6ivAXc5Mu6OKvfsn9g\/Gui7qo6Q5JYiDY6kdfLnRTLW8NR+0GJVKK9Rfw67ibi9iSs7kRMAWJHrqIbPxaBgiMB5DpT4Y9KitRXtJi\/pXqT8Ou5z9N3JzqUe58Bx51Zj2FNp9CRyNgPbTvavaL9pcb9K9QPKRfViKuxsQCPom59OX\/ANNW4dkzDjG16b62pJe02Mvyr1J+Di+rFKXZczMl42sGW\/gAwN\/VTUprc1pXF8R8VnnHFySVXx9TRh4Sw1SFj5SowcKo6yrbwOV7VznZ+KKMVb0T15HrXQ\/lQJGFUjj2y+vuvpXLnnDk8iw9\/Mev769P7PzrKJ9bZmzD+INTYmxsB7ayhmCxAYZXNivC+mnT1VlegWNZUlEpBrnWr+yZckqSEXEbo1uuVg33e8UMBongsXCkTo6FpGtkcH9F17v1r+q3LWsap7SFTofG+VGK9vm0n9a\/hViL5RIyAfm76\/tr5dK5giHlz4fjRPNawHAaezSufh+AZF8x9WaI40urH8fKBH+of+pfwrcb9p+pf+ofhSAjVYRtK0L2e8P\/AEerHWJJ9R0l3\/jH+Q5\/mH4VbxG+SJe8Tace8OXqrnEU15E\/eB9S94+4e+rG2MZ9Gerae3j7r0r8ByCtqPH1YvvZPexph+UeNm\/8d\/61\/Cph8ocf6h\/61\/Cuc4N9SegNWFNHB8DyLW8fVlTx59zoS7\/RkfoH\/qHD2V5sz5QYncqYmXxLA\/AUhq9gfL46VTw81pAfH46U2J4JkYtLT6snvp9zr+I3oQAEIWBHIiqx3xT9U39Q\/Cl7BOGjHhULINaP8ByK\/K\/NiLMYl02Mb75qP8lv6h+Fervmn6pv6h+FKjyaWqAyc\/zaj\/AMi\/yvzY3v59xwl30Qf5Lf1D8Kng3tRhpE39Q\/CkxWvYdTRyLZ4WMMDr76V+z+Q\/S\/NglmZrqF5d7EAJ7Jv6h+FDZflFiBI7ByR+0PwoZi9QfEGlDaRs9\/UaSfs\/kIxvR6saOPNrkYd8d81xUAiWJo2V1e5YH0QwI0H7XupOxC3GccDx8DU7nn7ar4aXKbHUHQircDL4WWj7uCqPnuV4k3J2z0DN0zc76X8a8rMRAVOmoPA+FZVrTXKEI1Nq9jW5rSpSbC1Kgomgk7w6A\/CrYlvr7KpolhbnzqQSVdCTQyLsb1LiJcqefwHGqcTVptKa7ZeQ7vs1Y+3T1Vd7yoj6qRvgZO\/fopPraw+F602pNcgdNfbWmCf0j1Pw\/+1XlkuxNUufwV3E1bUTQ8B4n3KLn7qaICwwCSYaESszzriXECztGFC9khDKxiQpmfMALkcdKU2Nh\/L9o2+FRIxF7Ei4sbEi46G3EeFLrcdkKzqu2sCgzLHCbfPUVuzw0cihBDgnKySEZoE77m68SzX4mq8OxsI8kksaRFXxfZrA1hkxEMONPYHpFJIsLAXsbhfq1zaKZte83A31OultfdUZfQjr\/zx9p9ppHJvkB1jdWKWSNjiouycSxF80CwEQqk7vdVRbA5CL21yga2qvvLAFmDoFySosi5PRGYWcLoNA6sBoNLUm7AxrHixJ53JN7cL38KPztwPKt+HHZSvknUpzPUKPU2JfnVIvrV6Hki2Gqwu0Htlvp76Hq1bBtaNCuNhSNswpY28lteh1piwsulqEbxx+l7fvqrFVwaIgFHJY9fvr1sITqLZTw\/A+NRQqW0AvVqElDZhoawQWpfFwTks4S2XKdbVle5aytStLglgyMVtHzPQ1lZWJdCHpOnnW6CsrKZchRZwpsQegJ\/pBI+FUZDqfAAe3n76ysqT4DI2iNlqEGvaykfQVm+I++3sFqiFZWVJcsBunPy+8VGaysoPggR2Ke9TauqCvayujl\/6aI+hSxCaVQtrWVlaIlkuESIa3rKyiL0LmCNQ7ZS9\/KsrKXqBAZEC6AWFbFARY8K8rKoYCPCtoQdbGsrKyhHgJ\/\/2Q==\" alt=\"La revoluci\u00f3n cu\u00e1ntica de Max Planck (NATGEO CIENCIAS) : P\u00e9rez Izquierdo,  Alberto: Amazon.es: Libros\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRr_e9CHUv7hQbF5-wzdvIKJqpp6_ZppTXE-chLRz9PNM_Y8FFRjbAzZQFW6spTLxqVGtI&amp;usqp=CAU\" alt=\"Linea de Tiempo Mecanica Cuantica - Docsity\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Planck lo empez\u00f3 y otros muchos lo construyeron (Todav\u00eda no se lleg\u00f3 al final)<\/p>\n<p style=\"text-align: justify;\">La revoluci\u00f3n cu\u00e1ntica ha sido penosa, pero tenemos que agradecerle que nos haya librado de varias de las ilusiones que afectaban a la visi\u00f3n cl\u00e1sica del mundo y que, en realidad, nos ten\u00eda inmersos en un mundo de irrealidades.<\/p>\n<p style=\"text-align: justify;\">Una de estas ilusiones es aquella ilusi\u00f3n de que el hombre es un ser aparte, el supuesto de que est\u00e1 separado por la Naturaleza y que los actos de observaci\u00f3n por ende, pueden efectuarse con completa objetividad.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Educar en valores - C\u00f3mo fomentar el amor de los ni\u00f1os por la naturaleza\" \/><img decoding=\"async\" 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\" alt=\"Pajaritos cantando en la rama de un \u00e1rbol | Foto Premium\" \/><\/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 \u00a0Somos Naturaleza como otras tantas criaturas<\/p>\n<p style=\"text-align: justify;\">Claro que, hoy sabemos que ni somos observadores pasivos detr\u00e1s de un cristal en un laboratorio, ni que estamos en un nivel diferente de todo lo dem\u00e1s. Nosotros y la Naturaleza somos una misma cosa, ya que, de la Naturaleza venimos y a ella, alg\u00fan d\u00eda, tendremos que volver.<\/p>\n<p style=\"text-align: justify;\">La F\u00edsica cu\u00e1ntica nos obliga a tomar en serio lo que antes era una consideraci\u00f3n puramente filos\u00f3fica: que no vemos las cosas en s\u00ed mismas, sino s\u00f3lo aspectos de las cosas.<\/p>\n<p style=\"text-align: justify;\">\u00a1Nos queda tanto por aprender!<\/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%2F2022%2F07%2F01%2Fde-lo-pequeno-a-lo-grande-todo-la-misma-cosa-atomos-3%2F&amp;title=De+lo+peque%C3%B1o+a+lo+grande+%28Todo+la+misma+cosa%29%3A+%C3%81tomos.' 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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Pondr\u00e9 la rese\u00f1a de uno de ellos Sus [&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":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28255"}],"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=28255"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28255\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28255"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28255"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28255"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}