{"id":27185,"date":"2025-07-01T08:57:47","date_gmt":"2025-07-01T07:57:47","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27185"},"modified":"2025-07-01T08:59:46","modified_gmt":"2025-07-01T07:59:46","slug":"%c2%a1tiempo-%c2%bfque-es-eso-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/07\/01\/%c2%a1tiempo-%c2%bfque-es-eso-2\/","title":{"rendered":"\u00a1Tiempo! \u00bfQu\u00e9 es eso?"},"content":{"rendered":"<p style=\"text-align: justify;\">Qu\u00e9 es el Tiempo? Los mejores fil\u00f3sofos se hicieron la misma pregunta pero&#8230; \u00a1No supieron contestarla! As\u00ed que, nosotros, sencillos ciudadanos del mundo, \u00bfC\u00f3mo podemos responderla? Aunque eso s\u00ed, podemos elucubrar y emitir opiniones sobre lo que creemos que el Tiempo es que, sin embargo, no ser\u00e1 -seguramente- lo que es el Tiempo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Crean el im\u00e1n de un solo polo, un sue\u00f1o de la F\u00edsica\" width=\"186\" height=\"186\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQZCXQwZmrHKjguVUMkZLV-5XqW7Fv_m7MsLn1sMnOkHVoM4P8DU4IZNZ-2TdCxPdOkKFg&amp;usqp=CAU\" alt=\"Crean y fotograf\u00edan un polo norte aislado, un monopolo, en un campo magn\u00e9tico simulado - PDM Productos Digitales M\u00f3viles\" width=\"254\" height=\"192\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/supermagnete.imgix.net\/faqs\/orig\/UpB9bkLRlaW7.jpg?auto=format&amp;w=457&amp;s=2623da8088ab88e92ec1eda594fe9373\" alt=\"D\u00f3nde est\u00e1 el polo norte en un im\u00e1n? - supermagnete.es\" width=\"292\" height=\"214\" \/><\/p>\n<figure><figcaption dir=\"ltr\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Los imanes tienen dos polos, uno norte y otro sur.<\/strong><\/figcaption><div dir=\"ltr\">\n<div dir=\"ltr\"><\/div>\n<\/div>\n<\/figure>\n<div dir=\"ltr\" style=\"text-align: justify;\">\n<blockquote>\n<p dir=\"ltr\">Es decir, los polos nunca podr\u00e1n separarse en monopolos magn\u00e9ticos. Sin embargo, el f\u00edsico brit\u00e1nico Paul Dirac enunci\u00f3 la existencia de imanes de un solo polo en 1931, aunque hasta ahora el monopolo magn\u00e9tico de Dirac ha probado ser muy elusivo. ser muy elusivo.<\/p>\n<\/blockquote>\n<\/div>\n<p dir=\"ltr\">\n<p dir=\"ltr\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/estaticos-cdn.prensaiberica.es\/clip\/89ac286e-4451-4ff7-bc70-e1d1aecd5a83_16-9-aspect-ratio_default_0.jpg\" alt=\"Nuevos indicios de que los monopolos magn\u00e9ticos realmente existen\" width=\"637\" height=\"358\" \/><\/p>\n<div dir=\"ltr\" style=\"text-align: justify;\">\n<blockquote>\n<div dir=\"ltr\">\n<p dir=\"ltr\">Pero en un estudio que publica la revista\u00a0<em>Nature<\/em>, cient\u00edficos de la Universidad de Aalto, en Finlandia y del Amherst College, en Estados Unidos, afirman haber creado y visto al famoso monopolo en un sistema cu\u00e1ntico, es decir de part\u00edculas subat\u00f3micas, por primera vez.<\/p>\n<p dir=\"ltr\">&#8220;Detectar un monopolo magn\u00e9tico natural ser\u00eda un evento revolucionario comparable al descubrimiento del electr\u00f3n&#8221;, dicen en su trabajo los investigadores.<\/p>\n<div dir=\"ltr\">\n<p dir=\"ltr\">&#8220;Nuestro trabajo ofrece evidencia experimental conclusiva y muy esperada de la existencia de los monopolos de Dirac&#8221;.<\/p>\n<p dir=\"ltr\">\n<\/div>\n<\/div>\n<\/blockquote>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Hiperespacio \u2013 Astrocuriosidades\" width=\"446\" height=\"348\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0\u00bfC\u00f3mo transcurrir\u00eda el tiempo si viaj\u00e1ramos por los t\u00faneles del hiperespacio?<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">La idea que tenemos del Hiperespacio es como si se tomara como atajo,\u00a0 arriba el\u00a0 hiperespacio es representado como un trayecto (Una ventana que se abre ) que sale del espacio normal y conecta otro punto con menos espacio recorrido (y por ende menos tiempo&#8230;m\u00e1s velozmente). ser\u00eda un atajo para desplazarnos a lugares muy lejanos por un medio no convencional.<\/p>\n<p style=\"text-align: justify;\">Si alg\u00fan d\u00eda encontramos ese &#8220;camino&#8221;, realmente no se habr\u00eda superado la velocidad de\u00a0<strong>c<\/strong>\u00a0sino que simplemente habr\u00edamos encontrado la manera de &#8220;burlarla&#8221; viajando por una especie de\u00a0<strong>Agujero de Gusano.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">D\u00e1ndole vueltas a todo esto\u00a0 pensamos que no dejamos de dar vuelta a la imaginaci\u00f3n para tratar de idear la manera de viajar a las estrellas de una manera factible\u00a0 que no tengamos que estar viajando decenas de a\u00f1os para recorrer distancias inconmensurables, y, todo ello debido a que no dejamos de preguntarnos: Qu\u00e9 es el tiempo?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es el Tiempo? | Jano 2.0\" width=\"458\" height=\"590\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Qu\u00e9 es el tiempo | Portal Acad\u00e9mico del CCH\" width=\"460\" height=\"387\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Desde siempre hemos querido explicar lo que el tiempo es. Ninguna de esas explicaciones ha sido satisfactoria ni nos dice lo que realmente pueda ser eso que llamamos Tiempo, que est\u00e1 ah\u00ed, no se deja ver, no lo podemos tocar, ni se vende ni se compra, y, sin embargo, deja sentir los efectos de su transcurrir, todo cambia con el paso del Tiempo<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.clarin.com\/img\/2015\/03\/19\/SJbIGY4C7g_312x240.jpg\" alt=\"\u00bfC\u00f3mo cambia el cuerpo con el paso del tiempo?\" width=\"445\" height=\"342\" \/><\/p>\n<p><strong>Del Tiempo hay muchas definiciones pero para para m\u00ed, la mejor es aquella que dice:<\/strong><\/p>\n<p><strong>El Tiempo es aquel fen\u00f3meno de la Naturaleza que, con su inexorable transcurrir nos permite ver como todo cambia.<\/strong><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/2\/2c\/Rotating_earth_%28large%29.gif\" alt=\"Movimiento de rotaci\u00f3n - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 Un giro un d\u00eda, 24 horas, el d\u00eda y la noche<\/strong><\/p><\/blockquote>\n<p style=\"text-align: justify;\">Bueno, se podr\u00eda decir que es la dimensi\u00f3n que permite distinguir entre dos sucesos que ocurren en el mismo punto del espacio y que de otra forma ser\u00edan id\u00e9nticos. El intervalo entre dos de esos sucesos constituye la base de la realidad del Tiempo. Claro que, para prop\u00f3sito m\u00e1s generales, nos agarramos a la rotaci\u00f3n de la Tierra sobre su eje que nos sirve para definir las unidades del reloj, es decir, el d\u00eda. Tambi\u00e9n la \u00f3rbita de la Tierra alrededor del Sol es utilizada por nosotros para definir las unidades del calendario que conforma un a\u00f1o. Para fines cient\u00edficos, los intervalos de tiempo son ahora definidos mediante la frecuencia de una radiaci\u00f3n electromagn\u00e9tica especificada (ya hemos hablado aqu\u00ed del reloj de Cesio).<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcSrwAadFET6D6lgZO1mlyrZKVXIHJnedrZa-TPuTYBNEgMQzL8Q\" alt=\"\" width=\"293\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/kotorra.files.wordpress.com\/2011\/04\/madre-e-hija.jpg\" alt=\"\" width=\"262\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Se nos escurre entre las manos, no sabemos si es el Tiempo el que pasa o somos nosotros y, en su transcurrir, unos se van para que otros vengan y, el tiempo, se transforma de Presente en Pasado, ya que, eso que llamamos Futuro, en realidad nunca estar\u00e1, es lo que siempre estar\u00e1 estar\u00e1 por venir pero, cuando llega&#8230; Ya es Presente. Estamos confinados en un eterno Presente que a medida que transcurre viaja al Pasado que solo podemos recordar.<\/p>\n<p style=\"text-align: justify;\">Claro que, en esto del Tiempo, no podemos estar seguros de nada, se nos puede acabar en cualquier momento y por cualquier causa inesperada. Los f\u00edsicos se refieren al tiempo de generaci\u00f3n para expresar el promedio transcurrido entre la emisi\u00f3n de un <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> por fisi\u00f3n y la fisi\u00f3n producida por ese <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Logran, por primera vez, ralentizar la velocidad de la luz\" width=\"461\" height=\"345\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRJdRmDo2XjQitNEEGbrXEV2CPNf4fkyuwZMQ&amp;usqp=CAU\" alt=\"Puede haber algo m\u00e1s r\u00e1pido que la luz? | Las cient\u00edficas responden | EL PA\u00cdS\" \/><\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n tenemos el Tiempo que necesita un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> (viajando a la velocidad de la luz, c) para moverse a trav\u00e9s de una distancia igual a la Longitud de Planck, es decir que es = \u221a(G<em>\u045b<\/em>\/h<sup>5<\/sup>), el valor de este Tiempo de Planck es del orden de <strong>10<sup>-43<\/sup> segundos.<\/strong> En la cosmolog\u00eda del Big-Bang , hasta un<strong> T<sub>p<\/sub><\/strong>\u00a0despu\u00e9s del instante inicial, es necesario usar una teor\u00eda cu\u00e1ntica de la Gravedad para describir la evoluci\u00f3n del universo.<\/p>\n<p style=\"text-align: justify;\">El Tiempo de reverberaci\u00f3n se refiere al Tiempo necesario para que la densidad de energ\u00eda de un sonido que es 10<sup>6<\/sup>\u00a0veces m\u00e1s potente que el umbral de audici\u00f3n disminuya hasta el propio umbral de audici\u00f3n, es decir,\u00a0 una disminuci\u00f3n de 60 decibelios. Es una caracter\u00edstica importante de un auditorio. El valor \u00f3ptimo es proporcional a las dimensiones lineales del auditorio.<\/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<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.elmundo.es\/ciencia\/pendulo\/imagenes\/tierra.gif\" alt=\"Anomal\u00edas en el p\u00e9ndulo de Foucault\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/a\/a1\/Foucault_pendulum_animated.gif\" alt=\"Archivo:Foucault pendulum animated.gif\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Animaci\u00f3n del P\u00e9ndulo de Foucault\u00a0mostrando el sentido de rotaci\u00f3n del hemisferio sur de la Tierra<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/idweb.es\/imagenes\/noticias\/la-inteligencia-artificial-un-viaje-hacia-el-futuro-de-la-tecnologia.jpeg\" alt=\"La Inteligencia Artificial: Un Viaje hacia el Futuro de la Tecnolog\u00eda\" width=\"479\" height=\"272\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.azumuta.com\/wp-content\/uploads\/2024\/06\/future-ai-manufacturing-scaled.jpeg\" alt=\"El futuro de la IA en la fabricaci\u00f3n\" width=\"482\" height=\"250\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El tiempo, inexorable transcurre y las Sociedades cambian, llegan otras costumbres y tecnolog\u00edas que hace de nuestro mundo algo distinto, diferente de lo que nuestros ancestros conocieron y, as\u00ed, en alguna ocasi\u00f3n hemos dicho, por ejemplo: &#8220;Si <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> levantara la cabeza y viera la F\u00edsica de hoy&#8230;&#8221;<\/p>\n<p style=\"text-align: justify;\">Podemos hablar, en otra variedad del Tiempo de efem\u00e9rides en referencia a un sistema de tiempos que tiene un ritmo uniforme, al contrario de otros sistemas que se basan en la velocidad de rotaci\u00f3n de la Tierra que tiene irregularidades inherentes. Comienza a contar en un instante de 1900 cuando la longitud media del Sol era 279,696 677 8\u00ba. La unidad en la que se mide el Tiempo de efem\u00e9rides es el a\u00f1o tr\u00f3pico, que contiene 31 556 925,9747 segundos efem\u00e9rides. Esta definici\u00f3n fundamental del segundo fue reemplaza en 1964 por el segundo de Tiempo at\u00f3mico basado en el cesio.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTtIdrHnMCPrUA6N2kfzZJigOL1AgkTqW8KW7qO68DcOMfiF7DgmMp85zL1C8Ce_WC3u-s&amp;usqp=CAU\" alt=\"Notas acerca del desastre \u2013 Opini\u00f3n a la Plaza\" width=\"335\" height=\"223\" \/><img decoding=\"async\" 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\" alt=\"La magn\u00edfica Nebulosa Cabeza de Caballo |\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 \u00a0 Una toma cercana y otra lejana del lugar<\/strong><\/p>\n<p style=\"text-align: justify;\">IC-434 Nebulosa de la Cabeza de Caballo. \u00bfObserv\u00e1is la enorme cantidad de estrellas nuevas masivas y azuladas que radian con fuerza en el ultravioleta ionizando todo el material de la regi\u00f3n. Es un lugar de incre\u00edble fuerza para la formaci\u00f3n de estrellas nuevas. \u00bfQui\u00e9n sabe lo que podr\u00e1 existir ah\u00ed dentro de unos millones de a\u00f1os. Lo que s\u00ed sabemos es que, las estrellas necesitaron diez mil millones de a\u00f1os para hacer posible que seres vivos, puedan estar aqu\u00ed, ahora, pregunt\u00e1ndose sobre\u00a0 lo que el Tiempo es.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Mean Free Path, Molecular Collisions\" \/><img decoding=\"async\" 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\" alt=\"Teor\u00eda de las colisiones (video) | Cin\u00e9tica | Khan Academy\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Algunos hablan del Tiempo libre promedio transcurrido entre colisiones de mol\u00e9culas en un gas, <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en un cristal, <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> en un moderador, etc. Sin embargo, en realidad se est\u00e1n refiriendo al recorrido libre medio que, de acuerdo con la teor\u00eda cin\u00e9tica, el recorrido libre medio entre colisiones de mol\u00e9culas de gas (asumiendo que son esferas r\u00edgidas) es 1 \u221a2n\u03c0 d<sup>2<\/sup>, como en n es proporcional a la presi\u00f3n del gas, el recorrido libre medio es inversamente proporcional a la presi\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/basadoenhechosreales.com.ar\/wp-content\/uploads\/que-paso-en-la-fisica-en-el-periodo-clasico.webp\" alt=\"F\u00edsica Cl\u00e1sica: Un Viaje A Trav\u00e9s Del Tiempo | Basado En Hechos Reales\" width=\"612\" height=\"344\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En la f\u00edsica cl\u00e1sica de Galileo y <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, el Tiempo ten\u00eda un significado absoluto y pod\u00eda adoptarse en principio una escala de tiempo de manera que todos los observadores estuvieran de acuerdo con el instante en que ocurre cualquier suceso. Diferentes observadores ver\u00edan que el suceso ocurre en &#8220;tiempos&#8221; distintos, pero estas diferencias pod\u00edan explicarse por el tiempo de viaje de la luz desde el evento hasta el observador. Es m\u00e1s, en f\u00edsica cl\u00e1sica, esta escala de tiempo com\u00fan estaba sincronizada con la medida local del tiempo de cada observador, el &#8220;tiempo propio&#8221;. Todos los observadores estar\u00edan de acuerdo en que el tiempo de cualquier evento es el tiempo registrado por el reloj local.<\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" 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\" alt=\"Vista de Teor\u00edas de la luz y el color en la \u00e9poca de las Luces. De Newton a Goethe | Arbor\" \/><\/div>\n<div style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">Dedujo <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> (al contemplar el efecto de la luz que pasa por un prisma) que la luz blanca corriente era una mezcla de varias luces que excitaban por separado nuestros ojos para producir las diversas sensaciones de colores.\u00a0 La amplia banda de sus componentes se denomin\u00f3 spectrum (palabra latina que significa \u201cespectro\u201d fantasma). Tambi\u00e9n nos habl\u00f3 de la Gravedad pero, del Tiempo, se qued\u00f3 en silencio al no saber que decir.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Diagrama De La Infograf\u00eda De La Ley Universal De La Gravedad De Newton Con F\u00f3rmula Y Ejemplo De La Atracci\u00f3n De La Tierra Y La Luna Entre S\u00ed Seg\u00fan Sus Masas Para\" width=\"269\" height=\"217\" \/><img decoding=\"async\" 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\" alt=\"Orgonitas y Pir\u00e1mides | Fuerza de gravedad, Isaac newton, Orgonitas\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La teor\u00eda de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> de la Gravedad aporta una descripci\u00f3n muy precisa del movimiento orbital dentro del Sistema Solar, permitiendo el c\u00e1lculo de la posici\u00f3n de un cuerpo en cualquier instante de Tiempo. Ya hemos hablado del Tiempo de Efem\u00e9rides que se contrapone al Tiempo Universal, que, como el Tiempo Sidereo se basa en la rotaci\u00f3n de la Tierra.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/png;base64,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alt=\"Tiempo sid\u00e9reo - Wikipedia, la enciclopedia libre\" width=\"356\" height=\"184\" \/><img decoding=\"async\" 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alt=\"El MIT dice tener el reloj at\u00f3mico m\u00e1s preciso jam\u00e1s hecho: se desfasa una d\u00e9cima de segundo cada 14 mil millones de a\u00f1os\" \/><\/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 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Reloj at\u00f3mico del MIT<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Los relojes at\u00f3micos son los m\u00e1s precisos que existen, capaces de\u00a0detectar periodos de tiempo extremadamente cortos\u00a0y por lo tanto aumentar su precisi\u00f3n de una forma espectacular. Pero a\u00fan no se ha dado con el l\u00edmite, un nuevo reloj at\u00f3mico desarrollado por el MIT dice ser mucho m\u00e1s preciso que todos los actuales, para ello utiliza \u00e1tomos de iterbio en vez de cesio.<\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/news.mit.edu\/2020\/atomic-clock-time-precise-1216\">Seg\u00fan indican<\/a>\u00a0los investigadores, este es el reloj at\u00f3mico m\u00e1s preciso hasta la fecha. Adem\u00e1s de, bueno, medir el tiempo, tambi\u00e9n\u00a0sirve para la b\u00fasqueda de ondas gravitacionales y <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>. Para conseguir que sea m\u00e1s preciso que los actuales, se han basado en una nueva t\u00e9cnica de medici\u00f3n y tambi\u00e9n han cambiado el tipo de \u00e1tomos utilizados.&#8221;<\/p>\n<p>Se desfasa una d\u00e9cima de segundo cada 14.000 millones de a\u00f1os.<\/p><\/blockquote>\n<p style=\"text-align: justify;\">As\u00ed el tiempo at\u00f3mico es finalmente el escogido por la Ciencia para tener una\u00a0m\u00e1s exacta noci\u00f3n de eso que hemos conformado como Tiempo para poder regir nuestras vidas cotidianas en el devenir del planeta Tierra.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/img.desmotivaciones.es\/201111\/aburr_5.jpg\" alt=\"\" width=\"500\" height=\"319\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Claro que nuestro Tiempo es relativo dependiendo de lo que estemos haciendo. Si estamos con la persona amada pasar\u00e1 volando y un d\u00eda nos parecer\u00e1 un segundo. Si vives con tu suegra, ese mismo d\u00eda te parecer\u00e1 un siglo (Bueno, es un ejemplo que viene a decir que todos queremos nuestra propia intimidad. \u00a1Pobres suegras! que, a veces, son un ejemplo de bondad.)<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Especial Teor\u00eda de la Relatividad\" width=\"490\" height=\"367\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Lleg\u00f3 <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y en su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, el Tiempo aparece en las ecuaciones de la misma manera que las dimensiones espaciales. Incluso en la F\u00edsica newtoniana, estas dimensiones espaciales son relativas y tienen diferentes significados para distintos observadores. En <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, el Tiempo\u00a0tambi\u00e9n es relativo, de manera que cada observador mide su propio Tiempo propio, perdiendo el Tiempo su significado absoluto. Es todav\u00eda necesario, sin embargo, tener una versi\u00f3n global del Tiempo como medio de etiquetar sucesos acontecidos a lo largo del espacio y del tiempo. Esto lo suministra el Tiempo coordinado, que es el tiempo propio de un observador espec\u00edficamente seleccionado.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/lasoga.org\/wp-content\/uploads\/2020\/09\/Einstein-1-780x470.jpg\" alt=\"Viajes en el tiempo y otros fen\u00f3menos: la teor\u00eda de la relatividad - La  Soga | Revista Cultural\" width=\"602\" height=\"363\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Algunos hablan de viajes en el Tiempo<\/strong><\/p>\n<p style=\"text-align: justify;\">Con el fin de contemplar la existencia de efectos relativistas como la deflexi\u00f3n gravitacional de la luz, el TE (Tiempo de Efem\u00e9rides) fue reemplazado en 1984 por dos nuevas escalas din\u00e1micas de Tiempo. La primera de ellas es el Tiempo Terrestre (TT, conocido originalmente como tiempo Din\u00e1mico Terrestre). Se utiliza para calcular posiciones geoc\u00e9ntricas de los cuerpos del Sistema Solar, como las publicadas en The Astronomical Almanac. Es esencialmente el tiempo propio para cualquier observador al nivel del mar medio.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Las ciudades m\u00e1s antiguas del mundo (que a\u00fan puedes visitar)\" \/><img decoding=\"async\" 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\" alt=\"Las 10 ciudades m\u00e1s modernas del mundo | Abreu Express\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Con el paso del tiempo todo cambia: nosotros, las ciudades y los mundos&#8230; Tambi\u00e9n nosotros<\/strong><\/p>\n<p style=\"text-align: justify;\">El Tiempo at\u00f3mico hemos dicho que son escalas de Tiempo utilizadas para medir de manera m\u00e1s precisa. Se basa en la frecuencia at\u00f3mica y es la m\u00e1s precisa y consistente disponible hoy en d\u00eda. La unidad fundamental es el segundo del <a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a> (Sistema Internacional) que se define a partir de una l\u00ednea espectral particular del \u00e1tomo de cesio-133. La frecuencia de esta l\u00ednea de microondas se adopta como 9 192 631 770 Hz y fue adoptado en enero de 1972.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/relojesdesol.wordpress.com\/wp-content\/uploads\/2012\/05\/solver.jpg\" alt=\"El tiempo | Relojes de Sol\" width=\"550\" height=\"622\" \/><\/p>\n<p><strong>El Tiempo Solar est\u00e1 basado en la posici\u00f3n aparente del Sol en el cielo<\/strong><\/p>\n<p style=\"text-align: justify;\">Claro que, adem\u00e1s, existen muchas otras &#8220;clases&#8221; de Tiempo y, podr\u00edamos hablar del Tiempo at\u00f3mico Internacional, de Tiempo civil, de Tiempo coordinado, de crecimiento, de cruce, de integraci\u00f3n, de relajaci\u00f3n (en relaci\u00f3n a la \u00f3rbita de una estrella en un c\u00famulo), din\u00e1mico, din\u00e1mico bericentro, din\u00e1mico terrestre, tiempo de uso horario, est\u00e1ndar, tiempo local, Tiempo luz, tiempo medio, medio local, tiempo propio, sidereo (basado en la rotaci\u00f3n de la Tierra),\u00a0 aparente, sidereo local, sidereo medio, Tiempo Solar, solar aparente, solar medio, tiempo terrestre, Tiempo Universal, Tiempo Universal Coordinado&#8230;<\/p>\n<p style=\"text-align: justify;\">Cada uno de estos &#8220;Tiempos&#8221; tienen sus propios significados que, en realidad, son aquellos que le ha querido dar el hombre para de esa manera, saber a qu\u00e9 Tiempo se est\u00e1n refiriendo en cada momento y en cada cuesti\u00f3n que se est\u00e9 tratando, pero, \u00bfQu\u00e9 es, en realidad el Tiempo?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/_D14xuoFVbrQ\/TDcgs6hffAI\/AAAAAAAAACo\/Ur1yaDqjNEk\/s1600\/16331.jpg\" alt=\"\" width=\"614\" height=\"461\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Conforme a la pregunta que formulamos, y\u00a0 a lo que arriba decimos, con el paso del Tiempo se producen fen\u00f3menos y se ponen en marcha mecanismos que hacen posible que, la imagen que vemos, pueda ser posible gracias a la presencia de fuerzas que, aunque no las podamos ver, su presencia se hace patente por los resultados. Adem\u00e1s, \u00bfEn qu\u00e9 lugares estaremos en ese futuro lejano?<\/p>\n<p style=\"text-align: justify;\">El Tiempo es algo de la Naturaleza, no es nada que hayan inventado los hombres, y, ese es, el verdadero Tiempo que me gustar\u00eda conocer. Sin embargo, de ese Tiempo, siempre hemos o\u00eddo vaguedades y explicaciones escurridizas que nunca han explicado de manera satisfactoria, lo que el Tiempo es.<\/p>\n<p style=\"text-align: justify;\">Para nosotros, a nivel propio, nuestro Tiempo comienza cuando nacemos y finaliza cuando morimos y, en ese trayecto, en ese corto espacio de &#8220;Tiempo&#8221; que se nos da a cada uno de nosotros, tenemos que <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>r una sucesiones de hechos que conformaran nuestra propia historia.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El fondo del Mar&quot;, Monta\u00f1as, Volcanes y Ciudades subacu\u00e1ticas. | La Verdad Noticias\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRSPlnIGXKQP5Hc80G9zwzeDx0gA2Ny5B1tRw&amp;usqp=CAU\" alt=\"As\u00ed es la ciudad flotante que ha encargado construir la ONU \u2014 idealista\/news\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 Ya se ha pensado en construir ciudades flotantes y otras sumergidas en los fondos marinos<\/strong><\/p>\n<p style=\"text-align: justify;\">El tiempo, posiblemente, posibilita construir ciudades en medio de los oc\u00e9anos e incluso, en otros planetas. Los campos de fuerza de Faraday han dado lugar a que, la imaginaci\u00f3n se desboque y corriendo hacia el Futuro, haya imaginado inmensas ciudades que, situadas en lugares imposibles, sostienen sin problema a sus habitantes que, resguardados por un \u201ccampo de fuerza\u201d est\u00e1n al resguardo de cualquier peligro que del exterior les pueda venir<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"pelis y novela turcas de beahm15 - Dailymotion\" \/><img decoding=\"async\" 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\" alt=\"Importancia del tiempo en familia para los ni\u00f1os - VIX\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cuando Alguien a Quien Ama Est\u00e1 Muriendo: Prepararse para Enfrentar una P\u00e9rdida Dif\u00edcil\" \/><img decoding=\"async\" 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\" alt=\"El mito del trauma infantil y la separaci\u00f3n - Club de Malasmadres\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Claro que, aunque en realidad el Tiempo siempre sea el mismo, en &#8220;nuestra realidad&#8221; siempre ser\u00e1 un Tiempo diferente para cada uno de nosotros y, depender\u00e1 su transcurrir de \u00a1tantas cosas! En momento felices veremos pasar el Tiempo como un rayo, y, en los de dolor y tristeza, el Tiempo ser\u00e1 eterno, nos parecer\u00e1 que no pasa, que no fluye, que est\u00e1 est\u00e1tico y congelado.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/static.guiainfantil.com\/uploads\/Familia\/felizG.jpg\" alt=\"Los mejores momentos que vivimos en familia\" \/><\/p>\n<p><strong>Tiempo transcurre velos, cuando queremos darnos cuenta&#8230;. \u00a1Son mayores y se van de casa!<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.psicologaevelynzuniga.com\/wp-content\/uploads\/2025\/04\/los-ocho-tipos-de-familiares-toxicos-que-no-vale-la-pena-mantener-contacto-segun-la-psicologia-foto-ilustrativa-adobe-stock-BGVJFLI3TFAW5LBQJCPJRMDLEY.jpeg\" alt=\"Cuando el v\u00ednculo con tu familia duele. - Psic\u00f3loga Evelyn Z\u00fa\u00f1iga\" width=\"703\" height=\"395\" \/><\/p>\n<blockquote><p><strong>El Tiempo en el que suceden cuestiones negativas y dif\u00edciles, se comporta con lentitud, parece que no se mueve. se congela para que la agon\u00eda perdure.<\/strong><\/p><\/blockquote>\n<p style=\"text-align: justify;\">Para resumir, al menos a m\u00ed me pasa, despu\u00e9s de hablar largamente del Tiempo y de muchas clases de &#8220;tiempos&#8221; que los humanos nos hemos inventado para cada cosa u ocasi\u00f3n, la \u00fanica verdad es que, el &#8220;verdadero Tiempo&#8221; sigue su discurrir oculto, no quiere que sepamos lo que es, y, lo \u00fanico que deja ver es que, siempre va acompa\u00f1ado por eso que hemos dado en llamar Entrop\u00eda, y, ese compa\u00f1ero, nos destruye, lo destruye todo a su paso.<\/p>\n<p><strong><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/474x\/b5\/b2\/61\/b5b26101191026a7d16bfcbb21d004cf.jpg\" alt=\"L\u00ednea de tiempo del Big Bang\" \/><\/strong><\/p>\n<p><strong>El Universo naci\u00f3 acompa\u00f1ado del Tiempo y de la Entrop\u00eda<\/strong><\/p>\n<p style=\"text-align: justify;\"><span data-huuid=\"10918151727833112996\">La frase &#8220;El Tiempo ha sido el \u00fanico testigo de lo que pas\u00f3 desde el comienzo&#8221; nos viene a decir que el Tiempo es la \u00fanica Entidad en el Universo que ha presenciado todos los eventos desde el principio de todo, con una implicaci\u00f3n de inmutabilidad\u00a0 y constancia. <\/span><span data-huuid=\"10918151727833112996\">\u00a0<\/span><span data-huuid=\"10918151727833113057\">Esta frase evoca una sensaci\u00f3n de antig\u00fcedad y la idea de que el tiempo es un observador silencioso de la historia.<\/span><\/p>\n<p style=\"text-align: justify;\">El Tiempo transcurre inexorable para siempre mientras que, todo lo dem\u00e1s, en el Universo que conocemos, se transforma y cambia, nace, vive y muere, mientras que \u00e9l, el Tiempo, nos mira y sonr\u00ede con esa mirada del sabio que sabe lo que todo es, siempre, desde el principio ha estado aqu\u00ed y, estar\u00e1 hasta el final, mientras que todo lo dem\u00e1s, habr\u00e1 desaparecido.<\/p>\n<p style=\"text-align: justify;\"><strong>\u00a1El Tiempo!\u00a0Un misterio por desvelar. Pasado, Presente y Futuro \u00bfSer\u00e1 una ilusi\u00f3n llamada Tiempo!<\/strong><\/p>\n<p>&nbsp;<\/p>\n<div class=\"render-container po8t7s9\">\n<div class=\"srnoiv7 s1a75hd4 lazy-load-container\"><img decoding=\"async\" loading=\"lazy\" class=\"hq-img loaded\" title=\"Las bolas dispersas en un cubo ilustran la segunda ley de la termodin\u00e1mica: una vez que se alcanza el estado de m\u00e1ximo desorden, es imposible que vuelvan a ordenarse por s\u00ed solas.\" src=\"https:\/\/static.dw.com\/image\/71687920_906.jpg\" alt=\"Las bolas dispersas en un cubo ilustran la segunda ley de la termodin\u00e1mica: una vez que se alcanza el estado de m\u00e1ximo desorden, es imposible que vuelvan a ordenarse por s\u00ed solas.\" width=\"641\" height=\"360\" \/><\/div>\n<\/div>\n<p>Las bolas dispersas en un cubo ilustran la segunda ley de la termodin\u00e1mica: una vez que se alcanza el estado de m\u00e1ximo desorden, es imposible que vuelvan a ordenarse por s\u00ed solas.<\/p>\n<p style=\"text-align: justify;\">&#8220;Una fruta madura que se pudre en el frutero, las hojas de los \u00e1rboles que se tornan marrones en oto\u00f1o, nuestra capacidad de recordar el pasado pero no el futuro. Estos fen\u00f3menos cotidianos comparten un enigma fundamental: <a class=\"internal-link\" href=\"https:\/\/www.dw.com\/es\/asombroso-experimento-revela-pruebas-de-que-el-tiempo-es-reversible-en-el-vidrio\/a-70112845\">nunca ocurren al rev\u00e9s.<\/a>\u00a0Jam\u00e1s veremos una manzana podrida que se recompone espont\u00e1neamente, ni hojas secas que recuperan su verdor sin intervenci\u00f3n, ni humo disperso que regresa por s\u00ed solo a la llama.<\/p>\n<p style=\"text-align: justify;\">Este flujo inexorable del tiempo en una \u00fanica direcci\u00f3n,\u00a0<a class=\"internal-link\" href=\"https:\/\/www.dw.com\/es\/por-qu%C3%A9-el-tiempo-avanza-cient%C3%ADficos-est%C3%A1n-desvelando-el-misterio-de-la-flecha-del-tiempo\/a-63109188\">conocido como la &#8220;flecha del tiempo&#8221;,<\/a>\u00a0parece ser una ley inmutable\u00a0<a class=\"internal-link\" href=\"https:\/\/www.dw.com\/es\/f%C3%ADsicos-simulan-en-laboratorio-una-inquietante-forma-en-que-podr%C3%ADa-terminar-el-universo\/a-71564204\">de nuestro universo.<\/a>\u00a0Sin embargo,\u00a0<a class=\"external-link\" title=\"Enlace externo \u2014 una investigaci\u00f3n publicada en Scientific Reports\" href=\"https:\/\/www.nature.com\/articles\/s41598-025-87323-x\" target=\"_blank\" rel=\"noopener follow\">una investigaci\u00f3n publicada en\u00a0<em>Scientific Reports<\/em><\/a>\u00a0sugiere que, en\u00a0<a class=\"internal-link\" href=\"https:\/\/www.dw.com\/es\/mec%C3%A1nica-cu%C3%A1ntica\/t-63718236\">el misterioso reino de la f\u00edsica cu\u00e1ntica,<\/a> el tiempo podr\u00eda no estar tan atado a esta direcci\u00f3n \u00fanica como siempre hemos cre\u00eddo.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<picture class=\"s9gezr6\"><img decoding=\"async\" loading=\"lazy\" class=\"\" title=\"En el extra\u00f1o mundo de la f\u00edsica cu\u00e1ntica, el tiempo parece comportarse de formas inexplicables.\" src=\"https:\/\/www.dw.com\/es\/el-tiempo-no-tiene-direcci%C3%B3n-fija-f%C3%ADsicos-descubren-que-puede-ir-hacia-atr%C3%A1s-a-nivel-cu%C3%A1ntico\/a-71692531\" srcset=\"https:\/\/static.dw.com\/image\/71687890_600.jpg 78w, https:\/\/static.dw.com\/image\/71687890_601.jpg 201w, https:\/\/static.dw.com\/image\/71687890_602.jpg 379w, https:\/\/static.dw.com\/image\/71687890_603.jpg 545w, https:\/\/static.dw.com\/image\/71687890_604.jpg 767w, https:\/\/static.dw.com\/image\/71687890_605.jpg 1199w\" alt=\"En el extra\u00f1o mundo de la f\u00edsica cu\u00e1ntica, el tiempo parece comportarse de formas inexplicables.\" width=\"524\" height=\"295\" \/><\/picture>\n<p><strong>En el extra\u00f1o mundo de la f\u00edsica cu\u00e1ntica, el tiempo parece comportarse de formas inexplicables.<\/strong><\/p>\n<h2><strong>La f\u00edsica cu\u00e1ntica desaf\u00eda la direcci\u00f3n del tiempo<\/strong><\/h2>\n<p style=\"text-align: justify;\">En concreto, esta investigaci\u00f3n, realizada por un equipo de cient\u00edficos de la Universidad de Surrey, y liderados por el profesor asociado de F\u00edsica y Biolog\u00eda Matem\u00e1tica Andrea Rocco, propone algo extraordinario: en el mundo microsc\u00f3pico de las part\u00edculas cu\u00e1nticas, el tiempo no est\u00e1 obligado a seguir una \u00fanica direcci\u00f3n. Por el contrario, puede fluir simult\u00e1neamente hacia adelante y hacia atr\u00e1s, una idea que contradice todo lo que nuestra experiencia cotidiana nos ha ense\u00f1ado sobre\u00a0<a class=\"internal-link\" href=\"https:\/\/www.dw.com\/es\/f%C3%ADsicos-cu%C3%A1nticos-acaban-de-encontrar-pruebas-del-tiempo-negativo\/a-71148248\">el funcionamiento del tiempo.&#8221;<\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a class=\"internal-link\" href=\"https:\/\/www.dw.com\/es\/f%C3%ADsicos-cu%C3%A1nticos-acaban-de-encontrar-pruebas-del-tiempo-negativo\/a-71148248\"><img decoding=\"async\" src=\"https:\/\/www.nuevaalcarria.com\/images\/canal_ciencia\/2011\/03.MARZO\/SEMANA3\/homofuego_portada.jpg\" alt=\"El hombre tard\u00f3 m\u00e1s tiempo en controlar el fuego | NuevaAlcarria -  Guadalajara\" \/><\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><span data-huuid=\"10577583950148975878\">Aunque los humanos hemos dividido el tiempo en unidades como segundos, la idea de que el tiempo es solo una secuencia de segundos es una simplificaci\u00f3n. <\/span><span data-huuid=\"10577583950148973439\">El tiempo es una magnitud f\u00edsica que se percibe de manera diferente seg\u00fan el observador y las circunstancias, y en la f\u00edsica cu\u00e1ntica, incluso podr\u00eda no fluir en una sola direcci\u00f3n.<span class=\"pjBG2e\" data-cid=\"8390d68a-4fcd-4af2-8073-dc71b038305e\"><span class=\"UV3uM\">\u00a0<\/span><\/span><\/span><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cdn.computerhoy.com\/sites\/navi.axelspringer.es\/public\/media\/image\/2020\/07\/12-inventos-cambiaron-humanidad-2010173.jpg?tf=3840x\" alt=\"12 inventos (desde la rueda hasta la inteligencia artificial) que han  cambiado la humanidad\" width=\"620\" height=\"413\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">A todo esto, lo cierto es que, no sabemos lo que el Tiempo es, todo son figuras ret\u00f3ricas y conjeturas las que escenificamos sobre el Tiempo Natural que no sabemos lo que pueda ser en realidad. As\u00ed que nos hemos inventado un Tiempo Artificial para entendernos en nuestras actividades cotidianas y eventos a celebrar y saber de manera exacta cuando se produce el momento que tratamos de escenificar.<\/p>\n<p style=\"text-align: justify;\">Los babilonios utilizaban un m\u00e9todo de conteo ingenioso y pr\u00e1ctico. Usaban el pulgar izquierdo para contar los segmentos de los otros cuatro dedos, que sumaban un total de 12. Este n\u00famero ten\u00eda una profunda importancia en su cultura, consider\u00e1ndolo sagrado.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/imgv2-1-f.scribdassets.com\/img\/document\/580224209\/original\/a057058e73\/1?v=1\" alt=\"Linea de Tiempo | PDF | Babilonia | Nabucodonosor Ii\" \/><\/p>\n<p style=\"text-align: justify;\">Para subdividir estas horas, los babilonios usaban los cinco dedos de la mano derecha, permiti\u00e9ndoles contar hasta 12 con los segmentos de la mano izquierda, sumando as\u00ed 60. Este n\u00famero se convirti\u00f3 en una base fundamental para los astr\u00f3nomos, facilitando sus c\u00e1lculos y permiti\u00e9ndoles registrar y predecir los movimientos de las estrellas y los planetas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En cuanto a la duraci\u00f3n exacta de las horas, se originan gracias a los estudios astron\u00f3micos del\u00a0<b>pueblo babil\u00f3nico<\/b>\u00a0y su sistema sexagesimal que utilizaban para realizar c\u00e1lculos astron\u00f3micos. As\u00ed es como se originan las horas de sesenta minutos y minutos de sesenta segundos.<\/p>\n<p style=\"text-align: justify;\">Los antiguos babilonios, hace m\u00e1s de 3000 a\u00f1os, establecieron las bases de nuestro sistema de medici\u00f3n del tiempo. Dividieron el d\u00eda en 24 horas y la hora en 60 minutos, un sistema que se usa en todo el mundo hasta el d\u00eda de hoy.<\/p>\n<p style=\"text-align: justify;\">El Tiempo real el que forma parte del conjunto de estructuras del Universo (el Tiempo es una estructura invivible que no podemos ver ni tocar pero, que s\u00ed podemos contemplar los cambios que se producen con su inexorable transcurrir). La Relatividad Especial nos dice que no viaja siempre al mismo ritmo y que algo que viaje a la velocidad de la luz har\u00e1 que el Tiempo se ralentice, y, si es est\u00e1 cerca de un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>&#8230; \u00a1Casi se congela y transcurre muy lentamente!<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/content.presspage.com\/uploads\/1523\/camatte.gif?10000\" alt=\"Todos de viaje con Camatte Journey!\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Es curioso que veamos a lo \u00e1rboles que pasan y se alejan de nosotros, cuando realmente, somos nosotros los que nos movemos y no ellos. Extrapolando esta escena a la de la nave que viaja a la velocidad de la luz y capta que el Tiempo se ha ralentizado, pienso: \u00bfNo ser\u00e1 lo mismo que pasa con los \u00e1rboles de la Carretera? La nave corre m\u00e1s r\u00e1pida que el Tiempo, lo ha adelantado y la sensaci\u00f3n es que se ha ralentizado cuando no es as\u00ed.<\/p>\n<p style=\"text-align: justify;\">Cuando tratamos de dilucidar lo que realmente es el Tiempo, siempre nos topamos con un l\u00edmite que no sabemos traspasar, y, detr\u00e1s de ese l\u00edmite est\u00e1 la respuesta que no hemos podido alcanzar.<\/p>\n<p><strong>El resultado final: \u00a1Qu\u00e9 no sabemos lo que el Tiempo es!<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong><i>Emilio Silvera V\u00e1zquez<\/i><\/strong><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F01%2F%25c2%25a1tiempo-%25c2%25bfque-es-eso-2%2F&amp;title=%C2%A1Tiempo%21+%C2%BFQu%C3%A9+es+eso%3F' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=%C2%A1Tiempo%21+%C2%BFQu%C3%A9+es+eso%3F: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F01%2F%25c2%25a1tiempo-%25c2%25bfque-es-eso-2%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%A1Tiempo%21+%C2%BFQu%C3%A9+es+eso%3F&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F01%2F%25c2%25a1tiempo-%25c2%25bfque-es-eso-2%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/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>Qu\u00e9 es el Tiempo? Los mejores fil\u00f3sofos se hicieron la misma pregunta pero&#8230; \u00a1No supieron contestarla! As\u00ed que, nosotros, sencillos ciudadanos del mundo, \u00bfC\u00f3mo podemos responderla? Aunque eso s\u00ed, podemos elucubrar y emitir opiniones sobre lo que creemos que el Tiempo es que, sin embargo, no ser\u00e1 -seguramente- lo que es el Tiempo. &nbsp; \u00a0 [&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":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27185"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=27185"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27185\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27185"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27185"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27185"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}