{"id":10885,"date":"2025-10-04T08:42:30","date_gmt":"2025-10-04T07:42:30","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=10885"},"modified":"2025-10-04T08:42:23","modified_gmt":"2025-10-04T07:42:23","slug":"viajes-por-el-tiempo-energia-exotica-paradojas%e2%80%a6","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2025\/10\/04\/viajes-por-el-tiempo-energia-exotica-paradojas%e2%80%a6\/","title":{"rendered":"Viajes por el tiempo, energia exotica, paradojas\u2026"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/los-misterios-de-la-fisica-y-las-matematicas\/\" rel=\"prev\">Los misterios de la F\u00edsica y las matem\u00e1ticas<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/c\/c8\/SI_base_unit.svg\/220px-SI_base_unit.svg.png\" alt=\"\" width=\"201\" height=\"201\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/10\/Metric_seal.svg\/245px-Metric_seal.svg.png\" alt=\"Metric seal.svg\" width=\"200\" height=\"200\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/15\/Clock-pendulum.gif\/245px-Clock-pendulum.gif\" alt=\"Clock-pendulum.gif\" width=\"106\" height=\"201\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/b5\/CGKilogram.jpg\/250px-CGKilogram.jpg\" alt=\"CGKilogram.jpg\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/3\/3d\/Amperemeter_hg.jpg\/250px-Amperemeter_hg.jpg\" alt=\"Amperemeter hg.jpg\" width=\"208\" height=\"225\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/22\/CelsiusKelvinThermometer.jpg\/150px-CelsiusKelvinThermometer.jpg\" alt=\"\" width=\"130\" height=\"226\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/png;base64,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\" alt=\"La Nueva Definici\u00f3n para la Unidad de Intensidad Luminosa: la Candela\" width=\"325\" height=\"228\" \/><\/p>\n<\/div>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\">En las im\u00e1genes se representan el metro para la Longitud, el kilogramo para la Masa, el segundo para el Tiempo, el amperio para la Intensidad de la corriente el\u00e9ctrica, el Kelvin para la Temperatura, la Candela para la Intensidad Luminosa y el mol para la cantidad de Sustancia&#8230;<\/p>\n<p style=\"text-align: justify;\">Para entendernos, hemos sabido encontrar los Modelos y S\u00edmbolos que puedan escenificar las &#8220;cosas&#8221; importantes que est\u00e1n presentes en la Naturaleza y, de esa manera, nos entendemos y podemos operar con ellas.<\/p>\n<\/blockquote>\n<blockquote><p>Tambi\u00e9n los F\u00edsicos han sabido medir las Fluctuaciones de Vac\u00edo que muestran extra\u00f1os resultados.<\/p>\n<p style=\"text-align: justify;\"><span data-huuid=\"10796280775053223219\">Investigadores de la\u00a0<a class=\"DTlJ6d\" href=\"https:\/\/www.google.com\/search?newwindow=1&amp;rlz=1C1FHFK_enES1150ES1150&amp;cs=0&amp;sca_esv=5e043526353aa70f&amp;sxsrf=AE3TifMIKwbo9GyPNNZAm1PXpZd9BvV3aA%3A1759562435641&amp;q=Universidad+ETH+de+Z%C3%BArich&amp;sa=X&amp;ved=2ahUKEwjEj5vvgIqQAxXfKvsDHVCrLR8QxccNegQIAhAB&amp;mstk=AUtExfAuJ3-TjGH3E6p0Zv95x4-cc9dy0WKYyjeiAi2af6SInScUOpebe1FXjt669W8PrSwaSuvNdW1ndRyYDCZ0PLwBWoW88O5EfO8kr2Fzmpm82rS3XkQEB4-tD2VEFGaQ-Kn69JKeAo3XxpTEEntq1MgwT50TL3OcpGWkJUilfIqHOXE&amp;csui=3\" data-hveid=\"CAIQAQ\">Universidad ETH de Z\u00farich<\/a> lograron medir las fluctuaciones del vac\u00edo cu\u00e1ntico por primera vez, utilizando\u00a0 un dispositivo con un cristal que reacciona a las fluctuaciones electromagn\u00e9ticas. <\/span><span data-huuid=\"10796280775053224412\">Al pasar pulsos de <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a> y mantener un cristal cerca del cero absoluto para eliminar otras part\u00edculas y radiaci\u00f3n, el equipo observ\u00f3 c\u00f3mo las propiedades del cristal cambiaban con estas fluctuaciones, lo que les permiti\u00f3 medir el campo electromagn\u00e9tico del vac\u00edo.<\/span><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/cuentoscuanticos.files.wordpress.com\/2015\/02\/vacio.gif?w=316\" alt=\"vacio\" \/><\/p>\n<p><strong>En el lugar llamado &#8220;Cuentos cu\u00e1nticos&#8221; entre otras cosas, pude leer:<\/strong><\/p>\n<p style=\"text-align: justify;\">&#8220;Los avances en nuestro entendimiento de la escala f\u00edsica que gustamos de llamar escala cu\u00e1ntica nos han llevado a descubrir que el vac\u00edo es un estado de los sistemas f\u00edsicos que tiene una f\u00edsica asombrosa y que, adem\u00e1s, es uno de los estados primordiales para entender la f\u00edsica que nos rodea.<\/p>\n<p style=\"text-align: justify;\">Cuando imaginamos el vac\u00edo pensamos en que hemos sacado todo de una determinada regi\u00f3n.\u00a0 No queda nada, no hay energ\u00eda, no hay part\u00edculas, no hay nada de nada.\u00a0 Por lo tanto poca cosa podr\u00e1 salir de ah\u00ed.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, el vac\u00edo es algo asombroso.\u00a0 El vac\u00edo es un estado de los sistemas que puede interactuar con otras configuraciones. El vac\u00edo no es inerte, el vac\u00edo es muy rico en su comportamiento.<\/p>\n<p style=\"text-align: justify;\">En teor\u00eda cu\u00e1ntica sabemos que los campos f\u00edsico est\u00e1n asociados a la presencia de part\u00edculas.\u00a0 El campo electromagn\u00e9tico est\u00e1 asociado a la presencia de <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>, por poner el ejemplo m\u00e1s socorrido.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/12\/%c2%a1la-fisica-%c2%a1que-maravilla\/\" rel=\"next\">\u00a1La Fisica! \u00a1Que maravilla!<\/a><\/div>\n<\/div>\n<div><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\n<blockquote>\n<h3><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Modelos At\u00f3micos \u00edndice 1. Modelo At\u00f3mico de Dalton. - ppt video online descargar\" width=\"384\" height=\"288\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcShLJ4oxPh9iCBJeiCHXPU1wCOIUQnFFV994Q&amp;usqp=CAU\" alt=\"Controlar plaga de hormigas en Panam\u00e1 -Terminix Panam\u00e1\" \/><\/h3>\n<p><strong>Es importante saber que todo lo grande est\u00e1 hecho de cosas peque\u00f1as.<\/strong><\/p>\n<p>Infinitesimales part\u00edculas conforman otras m\u00e1s complejas, se re\u00fanen y conforman \u00e1tomos que, a su vez se juntan con otros para formar sustancias y cuerpos, son los &#8220;ladrillos&#8221; de todo lo que existe. Una inmensa galaxia i una peque\u00f1a hormiga \u00e1tomos son. Claro que, si profundizamos,,, \u00a1Hay mucho m\u00e1s!<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRMDKTgonymxq_n2K-pyL1UAy3fUBRp-uOOtQ&amp;s\" alt=\"La Teor\u00eda de la Relatividad: El puente Einstein-Rosen\" width=\"331\" height=\"187\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/pbs.twimg.com\/media\/DmAGCJAXoAAb4fA.jpg\" alt=\"Espacio-tiempo curvo y los secretos del Universo : Blog de Emilio Silvera V.\" width=\"187\" height=\"187\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/mymodernmet.com\/wp\/wp-content\/uploads\/2019\/10\/nasa-black-hole-visualization-1.gif\" alt=\"NASA presenta gifs hipn\u00f3ticos de la rotaci\u00f3n de un agujero negro\" width=\"514\" height=\"289\" \/><\/p>\n<\/div>\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<div><a title=\"Esta espectacular simulaci\u00f3n animada de la NASA muestra c\u00f3mo los agujeros negros deforman el espacio\" href=\"https:\/\/www.xataka.com\/espacio\/esta-espectacular-simulacion-animada-nasa-muestra-como-agujeros-negros-deforman-espacio\" target=\"_blank\" rel=\"noopener\" data-ved=\"0CAkQjhxqFwoTCMisnPu__usCFQAAAAAdAAAAABAa\">Esta espectacular simulaci\u00f3n animada de la NASA muestr<\/a>a&#8230;<\/div>\n<\/div>\n<div><\/div>\n<div><\/div>\n<blockquote>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT8VNNnk8AFVymqvLmpPRuZKdW5aGC5YlQLXA&amp;s\" alt=\"Tiempos Futuros Future Times - Opini\u00f3n - Cr\u00edtica Cinematogr\u00e1fica : Contact\" width=\"459\" height=\"289\" \/><\/div>\n<\/blockquote>\n<div><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 M\u00e1quina del Tiempo en la pel\u00edcula Contac<\/strong><\/div>\n<div>\n<p style=\"text-align: justify;\">Una versi\u00f3n de la m\u00e1quina del tiempo de Thorne consiste en dos cabinas, cada una de las cuales contiene dos placas de metal paralelas. Los intensos cambios el\u00e9ctricos creados <a id=\"_GPLITA_0\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\">entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> cada par de placas de metal paralelas (mayores que cualquier cosa posible con la tecnolog\u00eda actual) rizan el tejido del espacio-tiempo, creando un agujero en el espacio que une las dos cabinas. Una cabina se coloca entonces en una nave espacial y es acelerada a velocidades pr\u00f3ximas a la de la luz, mientras que la otra cabina permanece en la Tierra. Puesto que un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a><\/a> <a id=\"_GPLITA_1\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\">puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> conectar dos regiones des espacio con tiempos diferentes, un reloj en la cabina de la nave marcha m\u00e1s despacio que un reloj en la cabina de la Tierra. Debido a que el tiempo transcurrir\u00eda a diferentes velocidades en los dos extremos del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a><\/a>, cualquiera que entrase en un extremo del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a><\/a> ser\u00eda instant\u00e1neamente lanzado al pasado o al futuro.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p><img decoding=\"async\" src=\"https:\/\/64.media.tumblr.com\/de3f02ff1c7a505b52c9c647a9c006d1\/tumblr_inline_o7el1r07ua1rbpfuz_640.gifv\" alt=\"El Efecto Casimir y algunos misterios por desvelar : Blog de ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Parece que la funci\u00f3n de las placas met\u00e1licas paralelas consiste en generar la materia o energ\u00eda ex\u00f3tica necesaria <a id=\"_GPLITA_2\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que las bocas de entrada y salida del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a><\/a> permanezcan abiertas y, <a id=\"_GPLITA_3\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\">como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la materia ex\u00f3tica genera energ\u00eda negativa, los viajeros del tiempo no experimentar\u00edan fuerzas gravitatorias superiores a 1g, viajando as\u00ed al otro extremo de la galaxia e incluso del universo o de otro universo paralelo de los que promulga Stephen Hawking. En apariencia, el razonamiento matem\u00e1tico de Thorne es impecable conforme a las ecuaciones de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 0px;\" src=\"http:\/\/francis.naukas.com\/files\/2008\/02\/dibujo24febrero2008mems.jpg\" alt=\"\" width=\"269\" height=\"393\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 Todo en el Universo tiene energ\u00eda<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;En <a title=\"F\u00edsica te\u00f3rica\" href=\"http:\/\/es.wikipedia.org\/wiki\/F%C3%ADsica_te%C3%B3rica\">f\u00edsica te\u00f3rica<\/a>, la <strong>masa negativa<\/strong> es un concepto hipot\u00e9tico de la materia cuya <a title=\"Masa\" href=\"http:\/\/es.wikipedia.org\/wiki\/Masa\">masa<\/a> es de signo contrario al de la masa de la materia ordinaria (por ejemplo \u22122\u00a0kg). Dicha mater\u00eda violar\u00eda una o m\u00e1s <a title=\"Condici\u00f3n de energ\u00eda (a\u00fan no redactado)\" href=\"http:\/\/es.wikipedia.org\/w\/index.php?title=Condici%C3%B3n_de_energ%C3%ADa&amp;action=edit&amp;redlink=1\">condiciones de energ\u00eda<\/a> y mostrar\u00eda algunas propiedades extra\u00f1as que derivar\u00edan de la ambig\u00fcedad de si la atracci\u00f3n debe referirse a la fuerza o a la aceleraci\u00f3n de orientaci\u00f3n opuesta de la masa negativa. La masa negativa se usa en algunas teor\u00edas especulativas, como por ejemplo en la que se construyen los <a title=\"Agujero de gusano\" href=\"http:\/\/es.wikipedia.org\/wiki\/Agujero_de_gusano\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a>s<\/a>. Lo m\u00e1s parecido que se conoce a esta materia ex\u00f3tica es una regi\u00f3n con densidad de <a title=\"Presi\u00f3n\" href=\"http:\/\/es.wikipedia.org\/wiki\/Presi%C3%B3n#Presiones_negativas\">presi\u00f3n pseudo-negativa<\/a> producida por el <a title=\"Efecto Casimir\" href=\"http:\/\/es.wikipedia.org\/wiki\/Efecto_Casimir\">efecto Casimir<\/a>.&#8221;<\/p>\n<\/blockquote>\n<\/div>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.ecured.cu\/images\/thumb\/f\/fa\/Cosmic_Energ%C3%ADa.jpg\/260px-Cosmic_Energ%C3%ADa.jpg\" alt=\"Energ\u00eda c\u00f3smica - EcuRed\" width=\"456\" height=\"335\" \/><\/p>\n<div>\n<p style=\"text-align: justify;\">Normalmente, una de las ideas b\u00e1sicas de la f\u00edsica elemental es que todos los objetos tienen energ\u00eda positiva. Las mol\u00e9culas vibrantes, los veh\u00edculos que corren, los p\u00e1jaros que vuelan, los ni\u00f1os jugando tienen todos energ\u00eda positiva. Por definici\u00f3n, el espacio vac\u00edo tiene energ\u00eda nula. Sin embargo, si podemos producir objetos con \u201cenerg\u00edas negativas\u201d (es decir, algo que tiene un contenido de energ\u00eda menor que el vac\u00edo), entonces podr\u00edamos ser capaces de generar configuraciones ex\u00f3ticas de espacio y tiempo en las que el tiempo se curve en un circulo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 9px;\" src=\"http:\/\/img.over-blog.com\/600x450\/1\/21\/63\/43\/2012-8\/agujero-de-gusano2.jpg\" alt=\"\" width=\"500\" height=\"375\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Este concepto m\u00e1s bien simple se conoce con un <a id=\"_GPLITA_4\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\">nombre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que suena complicado: la condici\u00f3n de energ\u00eda media d\u00e9bil (average weak energy condition, o AWEC). Como Thorne tiene cuidado en se\u00f1alar, la\u00a0 AWEC debe ser violada; la energ\u00eda debe hacerse temporalmente negativa para que el viaje en el tiempo tenga \u00e9xito. Sin embargo, la energ\u00eda negativa ha sido hist\u00f3ricamente anatema para los relativistas, que advierten que la energ\u00eda negativa har\u00eda posible la <em>antigravedad<\/em> y un mont\u00f3n de otros fen\u00f3menos que nunca se han visto experimentalmente.<\/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=\"Kip Thorne - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"As\u00ed gan\u00f3 Kip Thorne, Nobel de F\u00edsica 2017, una apuesta er\u00f3tica a Stephen Hawking\" width=\"429\" height=\"241\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQBWLxBPH7Ss1pTnf9XvLPrEIO5qVMfDU4QHg&amp;usqp=CAU\" alt=\"Kip Thorne en EL PA\u00cdS\" width=\"388\" height=\"242\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTBQMFEsewC82F1UcuQvBaTvdcewwYCHHcmSQ&amp;usqp=CAU\" alt=\"La ciencia protagonista en el cine (actualizado)\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El Nobel se lo dieron por ls Ondas Gravitacionales<\/strong><\/p>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">Pero Thorne se\u00f1ala al momento que existe una <a id=\"_GPLITA_5\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\">forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de obtener energ\u00eda negativa, y esto es a trav\u00e9s de la teor\u00eda cu\u00e1ntica.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/bd\/Hendrik_Casimir_%281958%29.jpg\/250px-Hendrik_Casimir_%281958%29.jpg\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">En 1.948, el f\u00edsico holand\u00e9s<strong> Hendrik Casimir<\/strong> demostr\u00f3 que la teor\u00eda cu\u00e1ntica puede crear energ\u00eda negativa: tomemos simplemente dos placas de metal paralelas y descargadas ordinariamente, el sentido com\u00fan nos dice que estas dos placas, puesto que son el\u00e9ctricamente neutras, no ejercen ninguna fuerza entre s\u00ed. Pero Casimir demostr\u00f3 que, debido al <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a><\/a> de Werner Heisenberg, en el vac\u00edo que separa estas dos placas existe realmente una agitada actividad, con billones de part\u00edculas y antipart\u00edculas apareciendo y desapareciendo constantemente. Aparecen a partir de la \u201cnada\u201d y vuelven a desaparecer en el \u201cvac\u00edo\u201d. Puesto que son tan fugaces, son, en su mayor\u00eda, inobservables, y no violan ninguna de las leyes de la f\u00edsica. Estas \u201cpart\u00edculas virtuales\u201d crean una fuerza neutra atractiva entre estas dos placas que Casimir predijo que era medible.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/neofronteras.com\/wp-content\/photos\/casimir.jpg\" alt=\"Foto\" width=\"483\" height=\"348\" border=\"0\" hspace=\"10\" vspace=\"5\" \/><\/p>\n<p style=\"text-align: justify;\">Micro-foto de una dispositivo <a id=\"_GPLITA_5\" style=\"background: none repeat scroll 0% 0% transparent ! important; border: medium none ! important; display: inline-block ! important; float: none ! important; height: auto ! important; margin: 0px ! important; min-height: 0px ! important; min-width: 0px ! important; padding: 0px ! important; vertical-align: baseline ! important; width: auto ! important; text-decoration: underline ! important;\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/neofronteras.com\/?p=947#\">para<img decoding=\"async\" style=\"background: none repeat scroll 0% 0% transparent ! important; border: medium none ! important; display: inline-block ! important; float: none ! important; height: 10px ! important; margin: 0px 0px 0px 3px ! important; min-height: 0px ! important; min-width: 0px ! important; padding: 0px ! important; vertical-align: super ! important; width: 10px ! important;\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> medir el efecto Casimir. Foto: Umar Mohideen, Universidad de California en Riverside.<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan un estudio te\u00f3rico el efecto Casimir se puede tornar repulsivo en lugar de atractivo si se inserta un metamaterial con \u00edndice de refracci\u00f3n negativo <a id=\"_GPLITA_1\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/neofronteras.com\/?p=947#\">entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> las dos placas.<\/p>\n<p style=\"text-align: justify;\">Este resultado, aceptado en New Journal of Physics, ha sido calculado por Ulf Leonhardt y Thomas Philbin de University of St Andrews y seg\u00fan sus resultados este efecto podr\u00eda ser lo suficientemente intenso como <a id=\"_GPLITA_2\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/neofronteras.com\/?p=947#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> hacer levitar un peque\u00f1o espejo y permitir reducir la fricci\u00f3n en dispositivos nano-mec\u00e1nicos.<\/p>\n<p style=\"text-align: justify;\">El efecto Casimir es incre\u00edblemente misterioso. Propuesto por primera vez por Henrik Casimir en 1948 no fue medido experimentalmente con precisi\u00f3n hasta 1997. Seg\u00fan este efecto si se colocan dos placas met\u00e1licas muy cerca <a id=\"_GPLITA_3\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/neofronteras.com\/?p=947#\">entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> s\u00ed, se estable una presi\u00f3n de radiaci\u00f3n que fuerza a las placas a juntarse.\u00a0 Esta presi\u00f3n de radiaci\u00f3n viene dada por las fluctuaciones cu\u00e1nticas electromagn\u00e9ticas del vac\u00edo.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 0px;\" src=\"http:\/\/neofronteras.com\/wp-content\/photos\/efecto_casimir.jpg\" alt=\"\" width=\"298\" height=\"393\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Cuando Casimir public\u00f3 el art\u00edculo, se encontr\u00f3 con un fuerte escepticismo. Despu\u00e9s de todo, \u00bfC\u00f3mo pueden atraerse dos objetos el\u00e9ctricamente neutros, violando as\u00ed las leyes normales de la electricidad cl\u00e1sica? Esto era inaudito. Sin embargo, en 1.985 el f\u00edsico M. J. Sparnaay observ\u00f3 este efecto en el laboratorio, exactamente como hab\u00eda predicho Casimir. Desde entonces (despu\u00e9s de un sin fin de comprobaciones), ha sido bautizado como el <em>efecto Casimir<\/em>.<\/p>\n<p style=\"text-align: justify;\">Una manera de aprovechar el efecto Casimir mediante grandes placas met\u00e1licas paralelas descargadas, ser\u00eda el descrito <a id=\"_GPLITA_6\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la puerta de entrada y salida del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a><\/a> de Thorne <a id=\"_GPLITA_7\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> poder viajar en el tiempo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.pinimg.com\/originals\/83\/a8\/dd\/83a8dd67a41c0bf8ef8e04c986cab45f.jpg\" alt=\"The gyroscopic Stargate Machine from the movie Contact. | The fosters, Pel\u00edculas de ciencia ficci\u00f3n, History channel\" width=\"595\" height=\"371\" \/><\/p>\n<div><strong>As\u00ed idearon la &#8220;m\u00e1quina del Tiempo&#8221; de la pel\u00edcula Contac que asesora Kip Thorne<\/strong><\/div>\n<div><\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Interstellar' es la pel\u00edcula m\u00e1s taquillera del verano pese a haber sido estrenada en 2014\" width=\"321\" height=\"180\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Interstellar, una pel\u00edcula de ciencia-ficci\u00f3n en la que la ciencia es (casi) m\u00e1s importante que la ficci\u00f3n\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Por el momento, al no ser una propuesta formal, no hay veredicto sobre la m\u00e1quina del tiempo de Thorne. Su amigo, Stephen Hawking, dice que la radiaci\u00f3n emitida en la entrada del agujero ser\u00eda suficientemente grande como <a id=\"_GPLITA_8\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> contribuir al contenido de materia y energ\u00eda de las ecuaciones de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>. Esta realimentaci\u00f3n de las ecuaciones de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> distorsionar\u00eda la entrada del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a><\/a>, incluso cerr\u00e1ndolo para siempre. Thorne, sin embargo, discrepa en que la radiaci\u00f3n sea suficiente para cerrar la entrada.<\/p>\n<p style=\"text-align: justify;\">Aqu\u00ed es donde interviene la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a><\/a>. Puesto que la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a><\/a> es una teor\u00eda completamente mecanocu\u00e1ntica que incluye la teor\u00eda de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> general de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> como un subconjunto, puede ser utilizada para calcular correcciones a la teor\u00eda del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a><\/a> original.<\/p>\n<p style=\"text-align: justify;\">En principio nos permitir\u00eda determinar si la condici\u00f3n AWEC es f\u00edsicamente realizable, y si la entrada del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a><\/a> permanece abierta para que los viajeros del tiempo puedan disfrutar de un viaje al pasado.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2009\/04\/linea-de-universo.jpg\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" loading=\"lazy\" title=\"linea-de-universo\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2009\/04\/linea-de-universo-450x272.jpg\" alt=\"\" width=\"450\" height=\"272\" \/><\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><em>Nuestra <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('linea de universo',event); return false;\">l\u00ednea de universo<\/a><\/a> resume toda nuestra historia, <a id=\"_GPLITA_9\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\">desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que nacemos hasta que morimos. Cuanto m\u00e1s r\u00e1pido nos movemos m\u00e1s se inclina la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('linea de universo',event); return false;\">l\u00ednea de universo<\/a><\/a>. Sin embargo, la velocidad m\u00e1s r\u00e1pida a la que podemos viajar es la velocidad de la luz. Por consiguiente, una <a id=\"_GPLITA_10\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\">parte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de este diagrama\u00a0 espacio-temporal est\u00e1 \u201cprohibida\u201d; es decir, tendr\u00edamos que ir a mayor velocidad que la luz para entrar en esta zona prohibida por la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> especial de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/10\/11\/viajes-por-el-tiempo-energia-exotica-paradojas\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, que nos dice que nada en nuestro universo puede viajar a velocidades superiores a c.<\/em><\/p>\n<p style=\"text-align: justify;\">Antes comentaba algo sobre disfrutar de un viaje al pasado pero, pens\u00e1ndolo bien, no estar\u00eda yo tan seguro. R\u00e1pidamente acuden a mi mente m\u00faltiple paradojas que, de una u otra especie han sido narradas, principalmente por escritores de ciencia-ficci\u00f3n que, por lo general, no pocas veces\u00a0son los precursores del futuro.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/thumbs.dreamstime.com\/b\/carina-nebula-paisaje-celestial-de-polvo-c%C3%B3smico-y-estrellas-una-impresionante-imagen-la-ngc-un-gran-vivero-estelar-lleno-colores-399129948.jpg\" alt=\"Carina Nebula Paisaje Celestial De Polvo C\u00f3smico Y Estrellas Stock de  ilustraci\u00f3n - Ilustraci\u00f3n de colores, profundamente: 399129948\" \/><\/p>\n<div>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Como volutas de humo de extra\u00f1as figuras, el Tiempo se desvanece en nuestro presente<\/p>\n<p style=\"text-align: justify;\">Es curioso que, con esto de los viajes en el Tiempo, al que tantas vueltas y vueltas le he podido dar, me ocurre lo siguiente: Si alg\u00fan d\u00eda lejano del futuro pidi\u00e9ramos ir al pasado, estoy convencido de que, seguramente, lo podr\u00edamos ver como si de un holograma se tratara, ya que, lo que se fue no vuelve, lo que pas\u00f3 no se puede cambiar, la Historia es lo que pas\u00f3 y lo que pasar\u00e1, ambas inamovibles. Es decir, el universo tendr\u00e1 alguna clase de censura c\u00f3smica para evitar que se cambie el pasado.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/78\/c5\/b3\/78c5b35041dad85f89d471b1d388a620.jpg\" alt=\"Neon Plasticine Paintings Are a Wild Welcome to the Jungle | Paisaje de fantas\u00eda, Dibujos psicod\u00e9licos, Arte de collage\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El fascinante mundo Pandora en Avatar<\/strong><\/p>\n<p style=\"text-align: justify;\">No pod\u00eda explicar como pude llegar a ese mundo maravilloso en el que la Naturaleza estaba conectada con los &#8220;seres&#8221; vivos del lugar, todo era armon\u00eda y belleza, y, extasiado con acidez lo miraba todo, cuando de pronto, desapareci\u00f3 ante mis ojos, simplemente ve\u00eda las cuatro paredes de mi habitaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><strong>\u00a1La Imaginaci\u00f3n! \u00bfQui\u00e9n la puede parar!<\/strong><\/p>\n<p style=\"text-align: justify;\">En relaci\u00f3n al futuro, alguna vez so\u00f1\u00e9 que estuve all\u00ed y, con enorme sorpresa pude ser testigo de que, en cuanto llegaba a ese futuro, <strong>\u00a1se desvanec\u00eda ante mis ojos, se hac\u00eda Presente!<\/strong> Mi presencia all\u00ed lo convert\u00eda, de inmediato, en presente y, el futuro, segu\u00eda en el misterio. Es decir, nunca podremos conocer lo que no ha pasado, nunca podremos estar en el tiempo que no ha transcurrido a\u00fan, y, desde luego, nuestro sino, amigos m\u00edos, es el de estar confinados en un permanente presente con atisbos de futuro y recuerdos del pasado.<\/p>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V.<\/em><\/strong><\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F10%2F04%2Fviajes-por-el-tiempo-energia-exotica-paradojas%25e2%2580%25a6%2F&amp;title=Viajes+por+el+tiempo%2C+energia+exotica%2C+paradojas%E2%80%A6' 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%2F2025%2F10%2F04%2Fviajes-por-el-tiempo-energia-exotica-paradojas%25e2%2580%25a6%2F&amp;title=Viajes+por+el+tiempo%2C+energia+exotica%2C+paradojas%E2%80%A6' 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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