{"id":26786,"date":"2021-07-08T06:17:03","date_gmt":"2021-07-08T05:17:03","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26786"},"modified":"2021-07-08T06:17:03","modified_gmt":"2021-07-08T05:17:03","slug":"la-fisica-y-el-tiempo-10","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/07\/08\/la-fisica-y-el-tiempo-10\/","title":{"rendered":"La F\u00edsica y el Tiempo"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Topologia\" \/><img decoding=\"async\" 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\" alt=\"Topologia\" \/><\/p>\n<p style=\"text-align: justify;\">Para el top\u00f3logo, un nudo es una curva continua, cerrada y sin puntos dobles. Esta curva est\u00e1 situada en un espacio de tres dimensiones y se admite que pueda ser deformada, estirada, comprimida, aunque est\u00e1 \u201c<em>prohibido<\/em>\u201d hacerle cortes. Cuando se puede, a trav\u00e9s de diversas manipulaciones, se pasa de un nudo a otro y se dice que son equivalentes. Claro que, algunos se abstraen en cuestiones con otras, al parecer, no relacionadas.<\/p>\n<p style=\"text-align: justify;\">Un viejo amigo bromeaba diciendo que el Andante en do menor de la Sinfon\u00eda Concertante de Mozart consegu\u00eda devolverle a su intimidad an\u00edmica de partida, y que por eso, en su opini\u00f3n,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>ba de forma inefable el tiempo c\u00edclico, o mejor a\u00fan, una CTC (\u201ccurva de g\u00e9nero de tiempo cerrada\u201d). Y transcurridos los doce minutos que dura ese movimiento, volv\u00edamos a escucharlo una vez m\u00e1s. Mientras, discut\u00edamos sin cesar sobre el tiempo, esa abstracci\u00f3n de la Mente que nadie ha sabido explicar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cuando te quedas pasmado mirando al retrovisor \u2013 De Barbas y Boinas\" \/><img decoding=\"async\" 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\" alt=\"Mirando por el Retrovisor, Cual sera mi Reacci\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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 No es bueno perder la perspectiva<\/p>\n<p style=\"text-align: justify;\">Hay un tiempo para cada cosa. Un tiempo para so\u00f1ar, inconmensurable, un tiempo para vivir, siempre corto, un tiempo para filosofar, misterioso,\u2026, y un tiempo para la ciencia, sujeto a n\u00famero.<\/p>\n<p style=\"text-align: justify;\">Me gustar\u00eda empezar definiendo el Tiempo, pero no s\u00e9. Sesudos pensadores, como Plat\u00f3n y Arist\u00f3teles, lo ensayaron con brillantez.\u00a0<em>El tiempo es una imagen m\u00f3vil de la eternidad. Esta imagen es eterna, pero se mueve seg\u00fan n\u00famero,\u00a0<\/em>dir\u00e1 Plat\u00f3n en el TIMEO.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Timeo (di\u00e1logo) - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Filosof\u00eda) El Timeo de Plat\u00f3n (I) - Ciencia y educaci\u00f3n en Taringa!\" \/><\/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 &#8220;El Tiempo es la imagen m\u00f3vil de la Eternidad&#8221;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">El Timeo lo escribe Plat\u00f3n (428\/427-347 a. C.) al final de su vida, entre 358-356 a. C. Este di\u00e1logo relata una discusi\u00f3n que se produce entre 430 y 425 a. C.; junto con el Critias y el Herm\u00f3crates, debiera formar parte de una trilog\u00eda que describe el origen del universo, del hombre y la sociedad.<\/p>\n<p style=\"text-align: justify;\">El \u201cfil\u00f3sofo\u201d que pretende describir el origen del universo, del hombre y de la sociedad se encuentra tan limitado como el poeta Hes\u00edodo, que en su Teogon\u00eda invoca a las musas para saber a qu\u00e9 atenerse sobre el origen de los dioses. A semejanza de lo que dice el poeta, lo que expresa Plat\u00f3n no puede afirmarse ni verdadero ni falso, pues ni uno ni otro fueron testigos del origen de la humanidad y del universo. Este tipo de discursos, sin duda, entra en la categor\u00eda del mito.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/juancarrion.files.wordpress.com\/2010\/03\/reloj_dali11.jpg\" alt=\"Qu\u00e9 es el Tiempo? | Jano 2.0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Nos queremos aferrar a \u00e9l pero, se escurre entre nuestros dedos<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><em>&#8220;El tiempo es el n\u00famero de movimiento seg\u00fan el antes y el despu\u00e9s\u2026El tiempo no es movimiento, sino movimiento en tanto en cuanto admite enumeraci\u00f3n. El tiempo es una especie de n\u00famero. El tiempo es obviamente aquello que se cuenta, no aquello con lo cual contamos.&#8221; E<\/em>scribir\u00e1 Arist\u00f3teles en su F\u00cd<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a><\/a>CA.<\/p>\n<\/blockquote>\n<blockquote><p><img decoding=\"async\" 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\" alt=\"Puesta de sol, Las mejores citas del atardecer de todos los tiempos.\" \/><img decoding=\"async\" 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\" alt=\"Los 10 mejores atardeceres de Espa\u00f1a | Blog Paco Nadal | EL PA\u00cdS\" \/><img decoding=\"async\" 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\" alt=\"Carta para ti, que me cuidas desde el cielo - La Mente es Maravillosa\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Alguna vez, en simbiosis con la Naturaleza, podemos sentir como se ha parado el Tiempo<\/p>\n<blockquote><p><img decoding=\"async\" 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\" alt=\"Tiempo\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Son definiciones muy sugestivas, aunque te\u00f1idas de circularidad: movimiento en el Tiempo, Tiempo a trav\u00e9s del movimiento. Agust\u00edn de Hipona vio esto claramente. C\u00e9lebre es asimismo su declaraci\u00f3n:\u00a0<em>Si nemo a me quaerat, scio; si quaerenti explicari velim, nescio (<\/em>CONFE<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a><\/a>ONES). En uno de los an\u00e1lisis m\u00e1s penetrantes del tema, sugiri\u00f3 Agust\u00edn la Mente como fuente de Tiempo:\u00a0<em>En ti es, mente m\u00eda, donde mido los tiempos.<\/em><\/p>\n<p style=\"text-align: justify;\"><em>Time is what happens when nothing else happens,\u00a0<\/em>afirma Feynman; para a continuaci\u00f3n advertir que toda definici\u00f3n del Tiempo es necesariamente circular, y que lo importante no es decir qu\u00e9 es el Tiempo, sino decir c\u00f3mo se mide lo que llamamos Tiempo. En su enciclop\u00e9dico tratado sobre la gravitaci\u00f3n, Misner, Thorne y Wheeler nos recuerdan de forma sencilla y profunda lo que toda medida del Tiempo f\u00edsico debe cumplir:\u00a0<em>Time is defined so that motion looks simple.<\/em><\/p>\n<p style=\"text-align: justify;\">El Tiempo es un concepto inventado por el hombre para ordenar, primero, sus sensaciones y actos, y luego, los fen\u00f3menos. Dec\u00edan los escol\u00e1sticos:\u00a0<em>Tempus est ens rationis cum fundamento in re.\u00a0<\/em>La primera unidad natural debi\u00f3 ser el d\u00eda, por la ciclidad conspicua de las salidas del Sol. Los grandes avances cient\u00edficos y tecnol\u00f3gicos a lo largo de los siglos han estado vinculados a los adelantos en la precisi\u00f3n con que se ha ido midiendo el Tiempo. Hoy disponemos de relojes que aseguran un segundo en 20 millones de a\u00f1os, y el paso de la femtoqu\u00edmica a la attof\u00edsica empieza a ser una realidad.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-aSmZLguqykM\/TZ3b9Z4xTQI\/AAAAAAAADMA\/DSpM0K3ieN8\/s1600\/aEspiral.jpg\" alt=\"\" width=\"614\" height=\"461\" \/><\/p>\n<p style=\"text-align: justify;\">No pocas veces nos podemos ver perdidos en la vor\u00e1gine de lo que llamamos Tiempo, algo tan enorme que, en realidad, no sabemos lo que es. No lo hemos llegado a comprender, y, por si fuera poco, tampoco sabemos, si en realidad existe.<\/p>\n<p style=\"text-align: justify;\"><strong>El tiempo antes de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>.<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Albert Einstein: La \u00fanica raz\u00f3n para que el tiempo exista es que no ocurra  todo a la vez...\" \/><\/p>\n<p style=\"text-align: justify;\">La f\u00edsica naci\u00f3 en torno al tiempo. Las regularidades en los ciclos astrales permitieron al acierto en las predicciones apoyadas en esta periodicidad, y con ello despert\u00f3 sin duda la confianza del hombre en la racionalidad, inclin\u00e1ndole a escoger el cosmos frente al caos.<\/p>\n<p style=\"text-align: justify;\"><strong>Breve historia de la medida del tiempo<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/56\/RelojSolar.JPG\/320px-RelojSolar.JPG\" alt=\"Resultado de imagen de En la segunda mitad del siglo XIII aparecen los primeros relojes mec\u00e1nicos\" width=\"304\" height=\"228\" \/><\/p>\n<p style=\"text-align: justify;\">La longitud de las sombras fue uno de los primeros m\u00e9todos usados para fijar las horas. En el Museo Egipcio de Berl\u00edn hay un fragmento de piedra que posiblemente sea de un reloj de Sol de alrededor de 1500 a.C. Los babilonios desarrollaron los relojes de Sol, y se dice que el astr\u00f3nomo Anaximandro de Mileto los introdujo en Grecia en el siglo VI a.C.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/_X3G3U0J-6_M\/Sc5KLwTKs4I\/AAAAAAAAAKs\/-4E8FKZocuI\/s1600\/2.JPG\" alt=\"\" width=\"672\" height=\"504\" \/><\/p>\n<p style=\"text-align: justify;\">En el siglo II a C, Erat\u00f3stenes, de la Biblioteca de Alejandr\u00eda, concibi\u00f3 y llev\u00f3 a cabo la primera medida de las dimensiones de la Tierra de la que se tiene noticia. En el A\u00f1o Internacional de la Astronom\u00eda, una de las actividades que se llevaron a cabo fue, precisamente averiguar el radio terrestre por el mismo m\u00e9todo.<\/p>\n<p style=\"text-align: justify;\">Aparte de relojes de Sol, en la antig\u00fcedad se usaron tambi\u00e9n relojes de arena, de agua, cirios y l\u00e1mparas de aceite graduadas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.desdelaplaza.com\/wp-content\/uploads\/2016\/05\/inventos-de-la-Edad-Media4.jpg\" alt=\"Resultado de imagen de En la segunda mitad del siglo XIII aparecen los primeros relojes mec\u00e1nicos\" width=\"246\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">En la segunda mitad del siglo XIII aparecen los primeros relojes mec\u00e1nicos. Su precisi\u00f3n era muy baja (10-20%). En el XIV se mejoran, con el invento del escape de rueda catalina, y ya se alcanzan precisiones de 20 a 30 minutos por d\u00eda (1-2%). Por all\u00e1 al a\u00f1o 1345 se empieza a dividir las horas en minutos y segundos.<\/p>\n<p style=\"text-align: justify;\">El Tiempo f\u00edsico asoma en el siglo XIV, en el Merton College Oxford y luego en la Universidad de Par\u00eds, con Oresme. Se representa en una l\u00ednea horizontal, mientras en vertical se disponen las cualidades variables. Son los primeros gr\u00e1ficos de funci\u00f3n (en este caso, funci\u00f3n del Tiempo). La cinem\u00e1tica celeste brinda un buen reloj a trav\u00e9s de la segunda ley de Kepler, midiendo Tiempos mediante \u00e1reas. La ley arm\u00f3nica de Kepler permitir\u00e1 medirlos a trav\u00e9s de longitudes. Galileo desarroll\u00f3 la cinem\u00e1tica terrestre, y sugiri\u00f3 el reloj de p\u00e9ndulo. A Huygens debemos la t\u00e9cnica de medida del tiempo que ha llegado a nuestros d\u00edas, y que suministr\u00f3 relojes m\u00e1s precisos y transportables mediante volantes oscilatorios acoplados a resortes de calidad.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Historia de la relojer\u00eda - Wikipedia, la enciclopedia libre\" \/><br \/>\n<em><\/em><\/p>\n<p style=\"text-align: justify;\"><em>Dise\u00f1o del reloj de p\u00e9ndulo de Huygens, 1656 (imagen de dominio p\u00fablico).<\/em><\/p>\n<p style=\"text-align: justify;\">La importancia, no s\u00f3lo cient\u00edfica sino econ\u00f3mica, de disponer de relojes precisos y estables, queda reflejada en el premio ofrecido por el gobierno ingl\u00e9s de la reina Ana en 1714, que dispuso\u00a0<em>that a reward be settled by Parliament upon such person o persons as shall discover a more certain and practicable method of ascertainig longitude that any yet in practice.<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"John Harrison (1693-1776) fue un carpintero ingl\u00e9s autoeducado y fabricante  de relojes. \u00c9l invent\u00f3 el cron\u00f3metro marino, un dispositivo buscado desde  hace mucho tiempo para resolver el problema de establecer la posici\u00f3n\" \/><img decoding=\"async\" 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\" alt=\"John Harrison (1693-1776)\" \/><\/p>\n<p style=\"text-align: justify;\"><em><\/em>La recompensa era de 20, 000 libras para el que presentara un cron\u00f3metro capaz de determinar la longitud con error menor de 30\u00b4 de arco al t\u00e9rmino de un viaje a las Indias occidentales, equivalente a mantener el tiempo con error menor de 2 minutos tras seis semanas de viaje. Se la llev\u00f3 casi medio siglo despu\u00e9s el relojero brit\u00e1nico John Harrison (1693-1776), con un reloj, conocido como H4, que incorporaba correcciones por variaci\u00f3n en la temperatura, y que en un primer viaje de 81 d\u00edas desde Porstmouth a Puerto Real (Jamaica) en 1761-62 se retras\u00f3 5 s, esto es, de precisi\u00f3n 10\u207b\u2076 (10; 44).<\/p>\n<p style=\"text-align: justify;\">Despu\u00e9s se pas\u00f3 a los de diapas\u00f3n, de aqu\u00ed a los de cuarzo, y hoy los at\u00f3micos ofrecen precisiones desde 10\u207b\u00b9\u00b2 \u2013 10\u207b\u00b9\u2075 (Cs) hasta 10\u207b\u00b9\u2076 (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\">m\u00e1ser<\/a>\u00a0de H).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/_W15T4a6NlZk\/TJkG_RglnpI\/AAAAAAAAAn0\/9M-IjUSOlis\/s1600\/AOSLUZ%7E1.JPG\" alt=\"\" width=\"644\" height=\"333\" \/><\/p>\n<p style=\"text-align: justify;\">Una red de relojes at\u00f3micos de cesio, sincronizados mediante ondas de radio, velan actualmente por la exactitud de la hora sobre el planeta. Como se\u00f1ala Davies (10), ya no nos sirve como cron\u00f3metro el giro de la Tierra alrededor de su eje. Aunque durante siglos ha sido este viejo trompo un magn\u00edfico reloj de referencia, la falta de uniformidad de su giro (las mareas, por ejemplo, lo frenan incesantemente y alargan con ello el d\u00eda en un par de mil\u00e9simas de segundo por siglo, perceptible para los finos cron\u00f3metros actuales), y otras desviaciones estacionales, cuantitativamente similares a estos retrasos seculares, pero irregulares y de signo variable, son circunstancias que en conjunto obligan a a\u00f1adir al tiempo civil un segundo intercalar cada uno o dos a\u00f1os (el \u00faltimo lo fue el 1 de enero de 1999, a las cero horas) con el fin de remediar la asincron\u00eda entre los tiempos at\u00f3micos y los d\u00edas astron\u00f3micos. El d\u00eda no tiene 86 400 s justos (donde el segundo se define como la duraci\u00f3n de 9 192 631 770 per\u00edodos de una determinada vibraci\u00f3n de los \u00e1tomos de Cs. Hoy la tecnolog\u00eda alcanza precisiones fabulosas: relojes que en treinta millones de a\u00f1os se desviar\u00edan a lo sumo en un diminuto segundo, como el NIST-F1 (Boulder, Colorado).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u1405 \u00bfC\u00f3mo funciona el Reloj At\u00f3mico? \u26a1\ufe0f \u00bb C\u00f3mo Funciona\" \/><\/p>\n<p style=\"text-align: justify;\">El reloj at\u00f3mico<\/p>\n<p style=\"text-align: justify;\">Por norma general y para mayor exactitud del sistema, dentro del campo visual de cualquier receptor GPS siempre hay por lo menos 8 sat\u00e9lites presentes. Cada uno de esos sat\u00e9lites mide 5 m de largo y pesa 860 kg . La energ\u00eda el\u00e9ctrica que requieren para su funcionamiento la adquieren a partir de dos paneles compuestos de celdas solares adosadas a sus costados. Est\u00e1n equipados con un transmisor de se\u00f1ales codificadas de alta frecuencia, un sistema de computaci\u00f3n y un reloj at\u00f3mico de cesio, tan exacto que solamente se atrasa un segundo cada 30 mil a\u00f1os.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.asifunciona.com\/electronica\/af_gps\/img_gps\/00020017.jpg\" alt=\"\" width=\"200\" height=\"200\" border=\"0\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Receptor GPS eTrex 10 - Garmin - Inversiones Riguero S.A.\" \/><\/p>\n<p style=\"text-align: justify;\">La posici\u00f3n que ocupan los sat\u00e9lites en sus respectivas \u00f3rbitas facilita que el receptor GPS reciba, de forma constante y simult\u00e1nea, las se\u00f1ales de por lo menos 6 u 8 de ellos, independientemente del sitio donde nos encontremos situado. Mientras m\u00e1s se\u00f1ales capte el receptor GPS, m\u00e1s precisi\u00f3n tendr\u00e1 para determinar las coordenadas donde se encuentra situado.<\/p>\n<p style=\"text-align: justify;\">Incluso hay relojes de pulsera comerciales (receptores de se\u00f1ales de radio) con precisi\u00f3n de un segundo por mill\u00f3n de a\u00f1os garantizada por un reloj at\u00f3mico en una lejana estaci\u00f3n. La naturaleza de alt\u00edsima precisi\u00f3n: la estabilidad del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\">p\u00falsar<\/a>\u00a0binario b1855+09 puede ser de unas partes en 10\u00b9\u2075 o incluso mejor.<\/p>\n<p style=\"text-align: justify;\"><strong>El tiempo en\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>:<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/17\/Prinicipia-title.png\/220px-Prinicipia-title.png\" alt=\"Prinicipia-title.png\" \/><\/p>\n<p style=\"text-align: justify;\">En los PRINCIPIA,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0empieza con una renuncia a definir el tiempo:\u00a0<em>El tiempo, el espacio, el lugar y el movimiento son de todos bien conocidos. Y no los defino. Pero digo que el vulgo no concibe esas cantidades m\u00e1s que por su relaci\u00f3n a cosas sensibles. Para evitar ciertos prejuicios que de aqu\u00ed se originan, es conveniente<\/em>\u00a0<em>distinguirlas en absolutas y relativas, verdaderas y aparentes, matem\u00e1ticas y vulgares.<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcTK1JiMykkyvT5xJvH55oM8-yWJHq-iFO_9p8IufAlDEPpPytsXkw\" alt=\"Resultado de imagen de El Tiempo absoluto de newton\" name=\"Vnsvx3Rmp7-rZM:\" data-src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcTK1JiMykkyvT5xJvH55oM8-yWJHq-iFO_9p8IufAlDEPpPytsXkw\" data-sz=\"f\" \/><img decoding=\"async\" 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\" alt=\"Conferencia: El concepto de 'Tiempo Absoluto' de Newton a Kant. - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">A continuaci\u00f3n, sin embargo,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0se arrepiente de su primer impulso y aclara:\u00a0<em>El Tiempo absoluto, verdadero y matem\u00e1tico, de suyo y por su propia naturaleza fluye uniformemente sin relaci\u00f3n a nada externo y se llama tambi\u00e9n duraci\u00f3n: el tiempo relativo, aparente y vulgar es cualquier medida sensible y externa (exacta o no uniforme) de la duraci\u00f3n por medio del movimiento y se usa vulgarmente en lugar del tiempo verdadero: tal como la hora, el d\u00eda, el mes, el a\u00f1o.<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Consiguen en laboratorio que el tiempo fluya hacia atr\u00e1s\" \/><img decoding=\"async\" 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\" alt=\"Logran, por primera vez, que el tiempo fluya hacia atr\u00e1s\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Un grupo de f\u00edsicos logra por primera vez que el tiempo fluya hacia atr\u00e1s |  Ciencia y tecnolog\u00eda | Cadena SER\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR4mqLgiMXf85_DkY0dNVF7oZe2Ym6ifLAGMTCpQIzgDUe5COsIqFE1LNJd8xpKqmBil60&amp;usqp=CAU\" alt=\"Preguntas que no dejan dormir a la humanidad | UMCentral\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El Tiempo siempre fluye e inexorable camina hacia el futuro sin mirar atr\u00e1s<\/p>\n<p style=\"text-align: justify;\">Sabemos del fluir del Tiempo por el cambio que se produce en nuestro Universo, en el Mundo, en Nuestras Vidas. Con el paso del Tiempo las cosas cambian y nada permanece. Por eso sabemos que est\u00e1 ah\u00ed<\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 significa que el Tiempo fluye? \u00bfQu\u00e9 el tiempo \u201cse mueve en el tiempo\u201d? De nuevo la pescadilla mordi\u00e9ndose la cola. El absolutismo del tiempo newtoniano recibi\u00f3 encendidas cr\u00edticas. Leibniz opuso su idea de espacio y tiempos puramente relativos, el primero como un orden de coexistencia, el segundo como un orden de sucesiones de las cosas; ambos, espacio y tiempo, son\u00a0<em>ph<em>\u0153<\/em>nomena bene fundata.<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Viajes en el tiempo y otros fen\u00f3menos: la teor\u00eda de la relatividad - La  Soga | Revista Cultural\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRqgZ8-8nzPoqWutIC-7zeiadKpa_zCFkgIET94Dm2pZpk75zyZN2C_O1uczSmL977arRA&amp;usqp=CAU\" alt=\"El infinito est\u00e1 muy lejos. De la mano de Penrose no tanto. | Cuentos  Cu\u00e1nticos\" \/><\/p>\n<blockquote><p>\u00a0El Tiempo puede ser &#8220;relativo&#8221; dependiendo de las circunstancias en la que se encuentre cada cual: El Tiempo de los enamorados es ef\u00edmero, el del enfermo en un hospital eterno, el del viajero a la velocidad de la luz se ralentiza&#8230;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><em><\/em>Los argumentos din\u00e1micos con que\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0arropa su tesis de la naturaleza absoluta de la rotaci\u00f3n y con ello la de un espacio absoluto, apoyo posterior para el tiempo absoluto, tambi\u00e9n hallan fuertes objeciones. Para Berkeley esas razones de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0lo \u00fanico que muestran es la importancia del giro respecto de las masas lejanas del Universo y no respecto de un espacio absoluto, que \u00e9l no acepta. Ernst Mach, en la segunda mitad del XIX, insistir\u00e1 decididamente en este punto de vista, y desde su positivismo acosar\u00e1 los absolutos newtonianos. De \u201cmedieval\u201d, \u201cno cient\u00edfico\u201d, \u201cmetaf\u00edsico\u201d, tilda Mach a\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>:\u00a0<em>No tenemos derecho a hablar de un tiempo \u201cabsoluto\u201d: de un tiempo independiente de todo cambio. Tal tiempo absoluto no puede medirse por comparaci\u00f3n con ning\u00fan movimiento; por tanto no tiene valor pr\u00e1ctico ni cient\u00edfico, y nadie tiene derecho a decir que sabe algo de \u00e9l. Es una concepci\u00f3n metaf\u00edsica vana.<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/img.webme.com\/pic\/v\/vichadasiaprende\/ab23.gif\" alt=\"\" width=\"382\" height=\"299\" \/><\/p>\n<p style=\"text-align: justify;\"><em><\/em><strong>El tiempo en\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>:<\/strong><\/p>\n<p style=\"text-align: justify;\">El tiempo newtoniano, absoluto, tuvo que dejar paso al tiempo einsteniano, mutable y relativo, con tantos \u201cahora\u201d por suceso cuantos estados de movimiento mutuo imaginemos.<\/p>\n<p style=\"text-align: justify;\">El tercero de los trabajo enviados por Albert\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0(AE) en su\u00a0<em>Annus Mirabilis de 1905\u00a0<\/em>a Annalen der Physik lleva por t\u00edtulo \u201c<em>Zur Elektrodynamik Bewegter K\u00f6rper\u201d\u00a0<\/em>(\u201cSobre la electrodin\u00e1mica de los cuerpos en movimiento\u201d). Junto con el quinto, titulado \u201c<em>Ist der Tr\u00e4gheit eines K\u00f6rpers von seinem Energieinhalt abh\u00e4ngig?\u201d\u00a0<\/em>(\u201c\u00bfDepende la inercia de un cuerpo de su contenido de energ\u00eda?\u201d), constituyen lo que hoy se llama TEOR\u00cdA ESPECIAL DE LA RELATIVIDAD.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/60\/Speed_of_light_from_Earth_to_Moon.gif\/700px-Speed_of_light_from_Earth_to_Moon.gif\" alt=\"\" width=\"700\" height=\"63\" data-file-width=\"1024\" data-file-height=\"92\" \/><\/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 Velocidad de la luz desde la\u00a0<a title=\"Tierra\" href=\"https:\/\/es.wikipedia.org\/wiki\/Tierra\">Tierra<\/a>\u00a0a la\u00a0<a title=\"Luna\" href=\"https:\/\/es.wikipedia.org\/wiki\/Luna\">Luna<\/a>, situada a m\u00e1s de 380.000 km.<\/p>\n<p style=\"text-align: justify;\">Da Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> un par de razones para justificar su tercer trabajo:<\/p>\n<ol style=\"text-align: justify;\">\n<li>La insatisfacci\u00f3n que le produce la asimetr\u00eda en la descripci\u00f3n maxwelliana de los fen\u00f3menos electromagn\u00e9ticos: la acci\u00f3n entre un conductor y un im\u00e1n depende solo del movimiento relativo entre ambos, pero la teor\u00eda de Maxwell distingue entre el caso de conductor en reposo y el caso de im\u00e1n en reposo: a) En el primer caso el campo magn\u00e9tico m\u00f3vil engendra un campo el\u00e9ctrico, con una energ\u00eda determinada, que a su vez produce corrientes en el conductor en reposo. b) En el segundo caso, no se produce ning\u00fan campo electr\u00f3nico, sino una fuerza electromotriz en el conductor, sin energ\u00eda asociada, que engendra una corriente como en el caso anterior.<\/li>\n<li>La incapacidad de la \u00f3ptica y del electromagnetismo (EM) para detectar el movimiento respecto del\u00a0<em>lichtmedium,\u00a0<\/em>es decir, de un inercial privilegiado. Esto le sugiere que la \u00f3ptica y el EM tienen las mismas ecuaciones en todos los inerciales (sistemas en los que las leyes de la mec\u00e1nica de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0son las mismas). Y AE eleva esto a un principio, que llama \u201c<em>Prinzip der Relativit\u00e4t\u201d,\u00a0<\/em>y le a\u00f1ade un compa\u00f1ero, aparentemente incompatible con \u00e9l: \u201cLa velocidad de la luz en vac\u00edo es siempre la misma, con independencia del estado de movimiento del cuerpo emisor\u201d<\/li>\n<\/ol>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRWzUtONU4tF70O-b-d0Xq_ffY5Oc0b3lczo9rZgfcmxMqnwCMhTb2aDR53-IwG__on2Ns&amp;usqp=CAU\" alt=\"Pin en Random\" \/><\/div>\n<p style=\"text-align: justify;\">\u00bfSer\u00e1 ese de arriba el rayo de luz de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, o, por el contrario, ser\u00e1 un asteroide que se nos viene encima?<\/p>\n<p style=\"text-align: justify;\">Siendo todav\u00eda muy joven, en 1895-1896, ya le preocupaba el EM y la luz, como recordaba en 1955: \u201cSi persigui\u00e9ramos a la velocidad de la luz un rayo de luz, ver\u00edamos una onda independiente del tiempo. \u00a1Tal cosa, sin embargo, no existe! Este fue el primer experimento mental, infantil, en relaci\u00f3n con la teor\u00eda especial de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u201d.<\/p>\n<p style=\"text-align: justify;\">Este tercer trabajo de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0en 1905 no contiene ninguna referencia a otros trabajos, ni suyos ni de otros (como Lorentz o Poincar\u00e9).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_AZo6L7G2Bcw\/SjzHuyRWxZI\/AAAAAAAABr8\/-bTixuX-ePk\/s320\/lorentz05.gif\" alt=\"ISEO: Una mirada a la Relatividad: Lorentz-Poincar\u00e9-Einstein (I)\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Teor\u00eda de la relativid\u00e1 especial - Wikipedia\" \/><\/p>\n<p style=\"text-align: justify;\">Consciente de que su postulado de la constancia de la velocidad de la luz choca frontalmente con la ley galileana de adici\u00f3n de velocidades, Albert\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0revisa los cimientos de la F\u00edsica, empezando por definir f\u00edsicamente y con sumo cuidado el concepto de Gleichzeitigkeit o simultaneidad entre sucesos. Considera un sistema inercial, para el que supone v\u00e1lida la geometr\u00eda euclidiana para calcular distancias entre objetos estacionarios a trav\u00e9s de sus coordenadas respecto de sus ejes cartesianos. Si A, B son dos observadores estacionarios, provistos de relojes iguales, y A (B) manda una se\u00f1al luminosa a B (A), quien la devuelve sin tardanza a A (B), diremos que el reloj de A est\u00e1 sincronizado con el reloj de B si<\/p>\n<p style=\"text-align: justify;\">t(B) \u2013 t(A) = t\u2019(A) \u2013 t(B),<\/p>\n<p style=\"text-align: justify;\">donde t(A) es el tiempo marcado por el reloj de A cuando env\u00eda la se\u00f1al a B, t(B) lo que marca el reloj de B al llegarle la se\u00f1al de A y reemitirla, y t\u2019(A) la lectura del reloj de A al recibir la devoluci\u00f3n de B.<\/p>\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La medida de la velocidad de la luz por Galileo. Museo Virtual de la  Ciencia del CSIC\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La medida de la velocidad de la luz por Galileo. Museo Virtual de la  Ciencia del CSIC\" \/><\/p>\n<p style=\"text-align: justify;\">No parece el mejor m\u00e9todo para medir la velocidad de la luz, el empleado por Galileo. Claro que, en aquellos tiempos\u2026\u00bfQu\u00e9 se pod\u00eda hacer?<\/p>\n<p style=\"text-align: justify;\">Supone Albert\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0que esta definici\u00f3n no lleva a contradicciones, que es en principio posible entre cualquier par de observadores estacionarios en el inercial, y que la relaci\u00f3n de sincronizaci\u00f3n anterior es de equivalencia: Si A est\u00e1 sincronizada con B, tambi\u00e9n B lo est\u00e1 con A, y si adem\u00e1s B lo est\u00e1 con C, tambi\u00e9n A y C lo est\u00e1n. A esto le siguen ecuaciones que quiero obviar para no dar complejidad al trabajo.<\/p>\n<p style=\"text-align: justify;\"><strong>No existe \u201cel\u201d presente<\/strong><\/p>\n<p style=\"text-align: justify;\">Pasa Albert\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0a enunciar con precisi\u00f3n el principio de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0y el postulado de la constancia de la velocidad de la luz en el vac\u00edo:<\/p>\n<ol style=\"text-align: justify;\">\n<li>Las leyes que rigen los cambios de los sistemas f\u00edsicos son las mismas en todos los inerciales.<\/li>\n<li>Todo rayo de luz se mueve en cualquier inercial con una misma velocidad, c, independientemente del movimiento de su fuente.<\/li>\n<\/ol>\n<p style=\"text-align: justify;\">Como consecuencia, demuestra que el concepto de sincron\u00eda, y por ende de simultaneidad, es relativo, no absoluto. La noci\u00f3n de \u201cpresente\u201d, \u201cahora\u201d o cualquier instante determinado depende del referencial inercial.<\/p>\n<p style=\"text-align: justify;\"><strong><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.planetaholistico.com.ar\/Secciones\/Taquion0.jpg\" alt=\"Energ\u00eda Taqui\u00f3nica\" width=\"397\" height=\"397\" \/><\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Algunos incluso hablaron de energ\u00eda taqui\u00f3nica<\/p>\n<p style=\"text-align: justify;\"><strong>\u00bfM\u00e1s r\u00e1pido que la luz?<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Puede haber algo m\u00e1s r\u00e1pido que la luz? | Las cient\u00edficas responden | EL  PA\u00cdS\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Dos maneras de viajar 'm\u00e1s r\u00e1pido' que la luz\" \/><\/p>\n<p style=\"text-align: justify;\">Parece que en nuestro Universo no es posible que algo vaya m\u00e1s r\u00e1pido que la luz en el vac\u00edo<\/p>\n<p style=\"text-align: justify;\">\u00bfExisten part\u00edculas que se muevan con velocidad superior a la de la luz? S\u00ed; por ejemplo, cualquier part\u00edcula que lleve en agua, a temperatura entre 0 y 50 \u00baC, una velocidad \u03bd &gt; c \/ n, n = 1.3, ir\u00e1 m\u00e1s deprisa en ese medio que los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>\u00a0del espectro visible. Lo mismo ocurre con la mayor\u00eda de los rayos c\u00f3smicos que llegan a la atm\u00f3sfera; son super-lum\u00ednicos en relaci\u00f3n con la velocidad de la luz en el aire. Precisamente en esta posibilidad de rebasar la velocidad de la luz en un medio reside el efecto Cherenkov.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/t1.kn3.net\/taringa\/C\/5\/0\/8\/3\/2\/HomeroCubito\/22D.jpg\" alt=\"Resultado de imagen de el efecto cherenkov\" width=\"304\" height=\"228\" \/><\/p>\n<p style=\"text-align: justify;\">Lo que no se conocen son taquiones, o part\u00edculas que se muevan m\u00e1s deprisa que la luz en el vac\u00edo. Si existieran, podr\u00edan utilizarse para mandar informaci\u00f3n al pasado. Violando el orden causa-efecto. Por ello se \u201cdecreta\u201d su inexistencia.<\/p>\n<p style=\"text-align: justify;\">En fin, que la velocidad de la luz en el vac\u00edo, al menos que sepamos, es infranqueable. Es un l\u00edmite impuesto por la Naturaleza al que habr\u00e1 que vencer, no super\u00e1ndolo (que no se puede), sino mediante una artima\u00f1a f\u00edsica inteligente que logre burlar dicho l\u00edmite.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Enroque de ciencia: 2005 A\u00f1o Mundial de la F\u00edsica\" \/><img decoding=\"async\" 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\" alt=\"El campo magn\u00e9tico de Marte: implicaciones evolutivas \u2022 Asociaci\u00f3n Espa\u00f1ola  de Cient\u00edficos\" \/><\/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 \u00a0A\u00f1o mundial de la F\u00edsica<\/p>\n<p style=\"text-align: justify;\">En realidad, un Homenaje a\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0por haber pasado m\u00e1s de un siglo desde aquel acontecimiento memorable de la Relatividad Especial en el a\u00f1o 1.905 y estar a punto de cumplirse otro siglo desde su\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-tiempo-en-la-fisica\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0general de 1905. Dos acontecimientos que marcaron el camino de la F\u00edsica y la Cosmolog\u00eda. Precisamente ahora, se cumplen los 100 a\u00f1os desde que <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> diera al mundo la segunda parte de su Teor\u00eda.<\/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%2F2021%2F07%2F08%2Fla-fisica-y-el-tiempo-10%2F&amp;title=La+F%C3%ADsica+y+el+Tiempo' 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%2F07%2F08%2Fla-fisica-y-el-tiempo-10%2F&amp;title=La+F%C3%ADsica+y+el+Tiempo' 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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Esta curva est\u00e1 situada en un espacio de tres dimensiones y se admite que pueda ser deformada, estirada, comprimida, aunque est\u00e1 \u201cprohibido\u201d hacerle cortes. Cuando se puede, a trav\u00e9s de diversas manipulaciones, se pasa de un nudo a otro y se [&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\/26786"}],"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=26786"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26786\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26786"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26786"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26786"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}