{"id":27464,"date":"2021-11-27T05:45:59","date_gmt":"2021-11-27T04:45:59","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27464"},"modified":"2021-11-27T05:45:59","modified_gmt":"2021-11-27T04:45:59","slug":"subfotones-y-ondas-electromagneticas-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/11\/27\/subfotones-y-ondas-electromagneticas-2\/","title":{"rendered":"SUBFOTONES Y ONDAS ELECTROMAGNETICAS"},"content":{"rendered":"<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" src=\"http:\/\/www.monografias.com\/trabajos93\/foton-y-onda-particula-masa-y-energia\/image005.jpg\" alt=\"Monografias.com\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0<img decoding=\"async\" src=\"http:\/\/www.monografias.com\/trabajos93\/foton-y-onda-particula-masa-y-energia\/image006.jpg\" alt=\"Monografias.com\" \/><\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.monografias.com\/trabajos93\/foton-y-onda-particula-masa-y-energia\/image007.jpg\" alt=\"Monografias.com\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Conclusiones.<\/strong><\/p>\n<p style=\"text-align: justify;\">1.- Las ondas de REM\u00a0<strong>no<\/strong>\u00a0<strong>son<\/strong>\u00a0un continuo de energ\u00eda, se encuentran \u00a0discretizadas. Derivada de un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a>, cada onda va asociada a una part\u00edcula denominada\u00a0<strong>sub<a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a>.<\/strong>\u00a0\u00c9ste est\u00e1 configurado como dipolo el\u00e9ctrico de forma segmentaria a partir de energ\u00eda magn\u00e9tica de alta densidad, mostrando en cada uno de sus dos extremos un campo el\u00e9ctrico de forma lobular de diferente signo, como si de un im\u00e1n recto se tratara. Este conjunto unitario de onda-part\u00edcula en movimiento, exhibe un cuerpo tridimensional. Su superficie o\u00a0<strong>piel EM<\/strong>\u00a0para sentido pr\u00e1ctico suele esquematizarse con el contorno de una onda sinusoidal de interacci\u00f3n\u00a0<strong>EM<\/strong>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"2015 noviembre 26 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"SUBFOTONES Y ONDAS ELECTROMAGNETICAS : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">2.- Cuando oleadas de s<strong>ub<a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/strong>\u00a0y sus respectivas ondas en fase atacan una antena vertical receptora \u201cpein\u00e1ndola uniformemente\u201d, cada uno de ellos resulta guiado con su cresta el\u00e9ctrica positiva por delante. Esto es as\u00ed debido a que los\u00a0<strong>sub<a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/strong>\u00a0tienen que pasar entre las polarizantes cargas negativas de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> libres de un conductor-antena. Cada cresta positiva de los\u00a0<strong>sub<a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>\u00a0<\/strong>movi\u00e9ndose r\u00e1pidamente entre los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, desplaza en un sentido una corriente de ellos a lo largo del conductor. Direcci\u00f3n que va a cambiar cuando a continuaci\u00f3n pase entre ellos la cresta el\u00e9ctrica negativa correspondiente. Esto se debe a que las crestas positivas de las ondas atraen <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y las crestas negativas los repelen dentro del conductor. Repiti\u00e9ndose el ciclo oscilatorio electr\u00f3nico de manera global cuando grandes cantidades de\u00a0<strong>sub<a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/strong>\u00a0en fase atraviesan la antena. Esta corriente el\u00e9ctrica oscilatoria de antena se amplifica en el receptor y se puede llevar a un osciloscopio para observar la oscilaci\u00f3n electr\u00f3nica generada. El efecto sinusoidal observado en la pantalla, fue provocado por la modulaci\u00f3n de que fueron objeto los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en sus movimientos en el circuito de antena correspondiente, por parte de las ondas de REM que le estar\u00edan llegando.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Calculo de bobina para antena vertical de 160m. \u2013 T\u00e9cnico \u2013 Foro de URE\" \/><img decoding=\"async\" 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\" alt=\"Schaub lorenz kongress 10 reparacion de la bobina de antena parte 7\u00ba -  YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Nota: La bobina de antena es otro caso de recepci\u00f3n EM no descrito aqu\u00ed.<\/p>\n<p style=\"text-align: justify;\">3.- Si a lo largo de una l\u00ednea de desplazamiento de ondas EM se establece lateralmente frente a ellas un puesto de observaci\u00f3n, limitado por una delgada rendija vertical para observar (con posibilidad de movimiento en c\u00e1mara lenta) c\u00f3mo se mueven cada una de sus secciones, se puede observar a trav\u00e9s de ella s\u00f3lo un punto de una onda bajo escrutinio. Un aparente punto se desplaza r\u00edtmicamente a lo largo de la rendija vertical, subiendo y bajando a medida que ondas van desplaz\u00e1ndose alej\u00e1ndose de la fuente.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/15\/Wave_period.gif\/350px-Wave_period.gif\" alt=\"Per\u00edodo de oscilaci\u00f3n - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">Si adem\u00e1s de su desplazamiento horizontal a trav\u00e9s de la l\u00ednea de referencia, se usa la representaci\u00f3n de la onda como una cuerda que es agitada desde un extremo,\u00a0<strong>el observador no puede discernir mirando a trav\u00e9s de la rendija,<\/strong>\u00a0si el fen\u00f3meno de desplazamiento de ondas bajo observaci\u00f3n ocurre de manera oscilatoria. Ya que, pudiera ocurrir, sin que \u00e9l observador pudiera haberse enterado, de que la cuerda en cuesti\u00f3n pudo haberse congelado por un s\u00fabito descenso de temperatura. En este segundo caso, la cuerda se desplazar\u00eda ondulada como si de una sola pieza s\u00f3lida se tratara.<\/p>\n<p style=\"text-align: justify;\">Ser\u00eda una experimentaci\u00f3n de resultado ambiguo, ya que no se puede asegurar si se trata de un movimiento transversal de la onda en cuesti\u00f3n o de otro tipo de movimiento. Si este fuera verdaderamente transversal, la teor\u00eda que respalda el experimento mental de la cuerda que es agitada formando ondas,\u00a0<strong>no podr\u00eda deducir la existencia de un corp\u00fasculo de radiaci\u00f3n<\/strong>\u00a0con sus intr\u00ednsecos campos de interacci\u00f3n, entrando en conflicto con la hip\u00f3tesis del concepto dualidad onda-part\u00edcula que se podr\u00eda aplicar a los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> en movimiento a trav\u00e9s del espacio. Quedando bloqueado el camino que podr\u00eda ir m\u00e1s all\u00e1 del s\u00f3lo \u201ccomportamiento corpuscular\u201d que se entiende manifiestan las REM, al considerar <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> en su interacci\u00f3n con la materia.<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/blogmazuera.files.wordpress.com\/2012\/02\/raices_1.gif?w=460&amp;h=259\" alt=\"\" width=\"304\" height=\"171\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">4.- \u201cDe modo semejante a la onda que se propaga en una cuerda, el campo el\u00e9ctrico a lo largo de una l\u00ednea trazada en el espacio muestra la historia pasada de la perturbaci\u00f3n emitida por la fuente.\u201d<\/p>\n<p style=\"text-align: justify;\">Esta cita tomada de la obra Ciencias F\u00edsicas de F. Bueche de la Universidad de Dayton, p\u00e1ginas 185 y 186, permite evidenciar que una onda emitida por una fuente de radiaci\u00f3n se conserva de manera permanente (la perturbaci\u00f3n emitida). De otra manera no habr\u00eda historia que considerar de la radiaci\u00f3n indicada. Consecuentemente, cada onda de REM se traslada a trav\u00e9s del espacio como un todo hist\u00f3rico invariable, incluso numerable. Y, si cada onda no var\u00eda su configuraci\u00f3n en el espacio, la teor\u00eda moderna relativa est\u00e1 incompleta, pues no nos dice como se produce cada una de las ondas que hoy mismo viajan en cualquier parte del universo. La respuesta se da al considerar que cada onda se encuentra asociada a un corp\u00fasculo de REM, nombrado\u00a0<strong>subfot\u00f3n<\/strong>\u00a0en esta tesis. Particularmente cada uno de ellos puede ser emitido y\/o absorbido por la materia sin perder su identidad numerable.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.monografias.com\/trabajos93\/foton-y-onda-particula-masa-y-energia\/image006.jpg\" alt=\"SUBFOTONES Y ONDAS ELECTROMAGNETICAS : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Sub<a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> y onda electromagn\u00e9tica<\/p>\n<p style=\"text-align: justify;\">En alguna parte de la historia de un\u00a0<strong>subfot\u00f3n<\/strong>, podr\u00eda estar a tu lado formando parte de un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> cercano, m\u00e1s tarde en la Luna, o en alguna otra galaxia alejada formando parte de alg\u00fan <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> existente en ella. Este mismo\u00a0<strong>subfot\u00f3n<\/strong>\u00a0en cualquier momento dado podr\u00eda estar viajando con destino incierto a trav\u00e9s del espacio a velocidad c, acompa\u00f1ado de otros\u00a0<strong>sub<a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>,\u00a0<\/strong>cada uno con n\u00famero de identidad espec\u00edfico. Aun cuando individualmente no tienen ni firma ni huella, el hombre puede \u00a0predecir como cantidades importantes de ellos van modificando el entorno f\u00edsico del mundo y del universo en general, gracias a la comprensi\u00f3n de los procesos de absorci\u00f3n y emisi\u00f3n espont\u00e1nea y manipulada a que se pueden ver sujetos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/med.se-todo.com\/pars_docs\/refs\/10\/9030\/9030_html_59554ed5.png\" alt=\"\" name=\"graphics64\" width=\"363\" height=\"241\" align=\"bottom\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Interacci\u00f3n materia-REM<\/strong><\/p>\n<p style=\"text-align: justify;\">5.- En s\u00edntesis,\u00a0<strong>en el universo existe una cantidad exacta de<\/strong>\u00a0<strong>sub<a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/strong>\u00a0de REM, cada uno de ellos con una onda asociada. \u00a0Pueden estar en movimiento gracias a los procesos de emisi\u00f3n, o estacionados debido a la absorci\u00f3n a que son sujetos debido a la materia ya existente. Cada uno manifiesta un campo el\u00e9ctrico \u00a0de energ\u00eda h conocida (la <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a>). Su magnitud el\u00e9ctrica es independiente del componente magn\u00e9tico perpendicular que se le suma cuando se mueve\u00a0<strong>\u00a0<\/strong>al ser emitido al espacio. Fen\u00f3meno similar al campo magn\u00e9tico perpendicular que se genera alrededor de un alambre conductor recto cuando <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> se mueven a lo largo de su espacio at\u00f3mico interno donde se encuentran confinados. Si los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> libres no se mueven entrando en conducci\u00f3n, tampoco se genera el campo magn\u00e9tico alrededor del conductor. Subrayamos que los campos magn\u00e9ticos generados tanto por <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> como por\u00a0<strong>sub<a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>,\u00a0<\/strong>se producen cuando ellos\u00a0<strong>perturban la<\/strong>\u00a0<strong>energ\u00eda de vac\u00edo del universo<\/strong>\u00a0donde se encuentran inmersos, que no es otra cosa que la estructura magn\u00e9tica del espacio-tiempo, identificado en esta tesis como campo de gravedad primario.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/elserconciente.files.wordpress.com\/2011\/02\/mariposa.jpg\" alt=\"\" width=\"365\" height=\"274\" \/><\/p>\n<p style=\"text-align: justify;\">6.- La idea general est\u00e1 expuesta en mi tesis F\u00edsica Global.<\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/FISICA%20GLOBAL.pdf\">http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/FI<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>CA%20GLOBAL.pdf<\/a><\/p>\n<p style=\"text-align: justify;\">A la orden de las nuevas generaciones de f\u00edsicos. Sus pensamientos ser\u00e1n fundamentales para moldear de mejor manera estos nuevos conocimientos. A pesar de un estira y afloja que se ha dado en el desarrollo de la ciencia, incluidos aciertos y desaciertos, todos estamos coludidos hist\u00f3ricamente en un esfuerzo cient\u00edfico ya hecho. Como dijo Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>:\u00a0<strong>La f\u00edsica es un sistema l\u00f3gico de pensamiento en desarrollo.\u00a0<\/strong>De esta idea se desprende que el avance cient\u00edfico s\u00f3lo es posible con los esfuerzos humanos del pasado. El presente es s\u00f3lo confusi\u00f3n, el futuro ni siquiera existe. Existe arduo trabajo pendiente para los investigadores cient\u00edficos. Ellos son los que llevan la delantera en la brecha del trabajo hacia el porvenir.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"EL DETERIORO DEL ECOSISTEMA - ppt descargar\" \/><img decoding=\"async\" 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\" alt=\"Alertan sobre importante deterioro de los ecosistemas y extinci\u00f3n de  especies en colombia - +Verde Peri\u00f3dico Ecol\u00f3gico\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"ECOSISTEMA TERRESTRE - neoamericambiental\" \/><img decoding=\"async\" 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\" alt=\"PIEB: revelan acelerado deterioro de \u00e1reas clave de ecosistemas | Los  Tiempos\" \/><\/p>\n<p style=\"text-align: justify;\">Nadie ignora que el mundo ha entrado en el r\u00e1pido deterioro de sus ecosistemas. Si cient\u00edficamente no se domina la energ\u00eda de nuestro entorno mundial, con tecnolog\u00eda apropiada, pr\u00f3ximamente, la energ\u00eda de las l\u00e1grimas, podr\u00edan ser los \u00faltimos vestigios de nuestra incapacidad para mantener la energ\u00eda de la felicidad humana. No pocas de ellas, ya se derraman en diferentes regiones del planeta.<\/p>\n<p style=\"text-align: justify;\">\u00a1Saludos y buenos deseos para todos!<\/p>\n<p align=\"center\"><strong><br \/>\n<\/strong><\/p>\n<p align=\"center\">Jos\u00e9 Germ\u00e1n Vidal Palencia<\/p>\n<p align=\"center\">Investigador independiente<\/p>\n<p align=\"center\">M\u00e9xico, D.F., a 25 de noviembre de 2015<\/p>\n<p>&nbsp;<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F11%2F27%2Fsubfotones-y-ondas-electromagneticas-2%2F&amp;title=SUBFOTONES+Y+ONDAS+ELECTROMAGNETICAS' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F11%2F27%2Fsubfotones-y-ondas-electromagneticas-2%2F&amp;title=SUBFOTONES+Y+ONDAS+ELECTROMAGNETICAS' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=SUBFOTONES+Y+ONDAS+ELECTROMAGNETICAS&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F11%2F27%2Fsubfotones-y-ondas-electromagneticas-2%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a0 Conclusiones. 1.- Las ondas de REM\u00a0no\u00a0son\u00a0un continuo de energ\u00eda, se encuentran \u00a0discretizadas. Derivada de un fot\u00f3n, cada onda va asociada a una part\u00edcula denominada\u00a0subfot\u00f3n.\u00a0\u00c9ste est\u00e1 configurado como dipolo el\u00e9ctrico de forma segmentaria a partir de energ\u00eda magn\u00e9tica de alta densidad, mostrando en cada uno de sus dos extremos un campo el\u00e9ctrico de forma lobular [&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\/27464"}],"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=27464"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27464\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27464"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27464"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27464"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}