{"id":12537,"date":"2020-12-07T06:30:38","date_gmt":"2020-12-07T05:30:38","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12537"},"modified":"2020-12-07T06:32:22","modified_gmt":"2020-12-07T05:32:22","slug":"distancias-inalcanables-de-forma-fisica","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/12\/07\/distancias-inalcanables-de-forma-fisica\/","title":{"rendered":"Distancias inalcanables de forma f\u00edsica"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/image.slidesharecdn.com\/lasdistanciaseneluniverso-130519184224-phpapp01\/95\/las-distancias-en-el-universo-1-638.jpg?cb=1368988980\" alt=\"\" width=\"370\" height=\"278\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el espacio exterior, el cosmos, lo que conocemos por universo, las distancias son tan enormes que se tienen que medir con unidades espaciales como el a\u00f1o luz (distancia que recorre la luz en un a\u00f1o a raz\u00f3n de 299.792.458 metros por segundo). Otra unidad ya mayor es el <a href=\"#\" onclick=\"referencia('parsec',event); return false;\">p\u00e1rsec<\/a> (pc), unidad b\u00e1sica de distancia estelar correspondiente a una <a href=\"#\" onclick=\"referencia('paralaje',event); return false;\">paralaje<\/a> trigonom\u00e9trica de un segundo de arco (1&#8221;). En otras palabras, es la distancia a la que una Unidad Astron\u00f3mica (UA = 150.000.000 Km) subtiende un \u00e1ngulo de un segundo de arco. Un <a href=\"#\" onclick=\"referencia('parsec',event); return false;\">p\u00e1rsec<\/a> es igual a 3&#8217;2616 a\u00f1os luz, o 206.265 Unidades Astron\u00f3micas, o 30&#8217;857\u00d710<sup>12<\/sup> Km. Para las distancias a escalas gal\u00e1cticas o intergal\u00e1cticas se emplea una unidad de medida superior al <a href=\"#\" onclick=\"referencia('parsec',event); return false;\">p\u00e1rsec<\/a>, el kilop\u00e1rsec (Kpc) y el megap\u00e1rsec (Mpc).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El violento pasado de la galaxia Andr\u00f3meda\" \/><img decoding=\"async\" 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\" alt=\"Andr\u00f3meda se comi\u00f3 'literalmente' una galaxia como la V\u00eda L\u00e1ctea hace 2000  millones de a\u00f1os\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La colisi\u00f3n entre Andr\u00f3meda y la V\u00eda L\u00e1ctea | La Ciencia y sus Demonios\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren que Andr\u00f3meda tiene el mismo tama\u00f1o que la V\u00eda L\u00e1ctea\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En unos 3.000 millones de a\u00f1os se fusionaran en una gran galaxia<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Para tener una idea aproximada de estas distancias, pongamos el ejemplo de nuestra galaxia hermana, Andr\u00f3meda, situada (seg\u00fan el cuadro anterior a 725 kilop\u00e1rsec de nosotros) en el Grupo local a 2&#8217;3 millones de a\u00f1os luz de la V\u00eda L\u00e1ctea.<\/p>\n<p style=\"text-align: justify;\">\u00bfNos mareamos un poco?<\/p>\n<p style=\"text-align: justify;\">\n<table border=\"1\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td width=\"192\">1 segundo luz<\/td>\n<td width=\"240\">299.792&#8217;458 Km<\/td>\n<\/tr>\n<tr>\n<td width=\"192\">1 minuto luz<\/td>\n<td width=\"240\">18.000.000 Km<\/td>\n<\/tr>\n<tr>\n<td width=\"192\">1 hora luz<\/td>\n<td width=\"240\">1.080.000.000 Km<\/td>\n<\/tr>\n<tr>\n<td width=\"192\">1 d\u00eda luz.<\/td>\n<td width=\"240\">25.920.000.000 Km<\/td>\n<\/tr>\n<tr>\n<td width=\"192\">1 a\u00f1o luz<\/td>\n<td width=\"240\">9.460.800.000.000 Km<\/td>\n<\/tr>\n<tr>\n<td width=\"192\">2&#8217;3 millones de a\u00f1os luz<\/td>\n<td width=\"240\">21.759.840.000.000.000.000 Km<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p style=\"text-align: justify;\">\u00a1Una barbaridad!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/0611\/andromeda_gendler_big.jpg\" alt=\"\" width=\"370\" height=\"268\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Andr\u00f3meda, la hermana mayor de la V\u00eda L\u00e1ctea, situada a 2,3 a\u00f1os-luz\u00a0 de nosotros, viaja en nuestra direcci\u00f3n a una buena velocidad. Sin embargo, se calcula que nos no llegar\u00e1 hasta nosotros hasta dentro de unos pocos miles de millones de a\u00f1os, cas\u00ed cuando el Sol est\u00e9 agot\u00e1ndo su combustible nuclear de fusi\u00f3n para convertirse en una Nebulosa planetaria con una <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> en su centro.<\/p>\n<p style=\"text-align: justify;\">Ah\u00ed tenemos la imposibilidad f\u00edsica de viajar a otros mundos, y no digamos a otras galaxias. Las velocidades que pueden alcanzar en la actualidad nuestros ingenios espaciales no llegan ni a 50.000 Km\/h. \u00bfCu\u00e1nto tardar\u00edan en recorrer los 21.759.840.000.000.000.000 Km que nos separa de Andr\u00f3meda?<\/p>\n<p style=\"text-align: justify;\">Incluso el desplazarnos hasta la estrella m\u00e1s cercana, Alfa Centauri, resulta una tarea impensable si tenemos en cuenta que la distancia que nos separa es de 4&#8217;3 a\u00f1os luz, y un a\u00f1o luz = 9.460.800.000.000 Km.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/s.libertaddigital.com\/fotos\/noticias\/velocidad-luz-warp-190912.jpg\" alt=\"http:\/\/s.libertaddigital.com\/fotos\/noticias\/velocidad-luz-warp-190912.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Muchos son los que han querido imaginar como viajar m\u00e1s r\u00e1pido que la Luz&#8230; \u00a1Sin superar su velocidad! Todos sabemos, como nos ense\u00f1\u00f3 la Relatividad Especial de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> que, la luz, nos marca el l\u00edmite de la velocidad que se puede alcanzar en el Espacio. Nada podr\u00e1 nunca viajar m\u00e1s r\u00e1pido que la luz en el vac\u00edo, es decir, m\u00e1s r\u00e1ipdo que 299.792.458 metros cada segundo. Y, se idean otras formas para poder burlar ese l\u00edmite y llegar antes que la luz a un determinado lugar. Hasta que no se busque la manera de esquivar la barrera de la velocidad de la luz, los viajes a otros mundos est\u00e1n algo complicados para nosotros.<\/p>\n<p style=\"text-align: justify;\">La \u00fanica ventaja a nuestro favor: \u00a1EL TIEMPO! Tenemos mucho, mucho tiempo por delante para conseguir descifrar los secretos del hiperespacio que nos mostrar\u00e1 otros caminos para desplazarnos por las estrella que, en definitiva, ser\u00e1 el destino de la humanidad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nacimiento, Vida y Muerte del Sol Evolucion de una Estrella Comun \u2013  BIOGRAF\u00cdAS e HISTORIA UNIVERSAL,ARGENTINA y de la CIENCIA\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Arriba la evoluci\u00f3n del Sol<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.crya.unam.mx\/%7Ev.hernandez\/divulgacion\/articulos\/masas_estrellas\/mp.png\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Nuestro Sol, antes de que pasen 4.000 millones de a\u00f1os, comenzar\u00e1 una transici\u00f3n de fase que, de estrella en la secuencia principal de HP, pasar\u00e1 a su fase terminal convirti\u00e9ndose en una Gigante roja que, eyectar\u00e1 sus capas exteriores al espacio interestelar formando una Nebulosa planetaria y, la estrella, exenta de la energ\u00eda de fusi\u00f3n, quedar\u00e1 a merced de la fuerza de Gravedad que la comprimir\u00e1 hasta l\u00edmites de una densidad que s\u00f3lo podr\u00e1 ser frenada por la degeneraci\u00f3n de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>. En ese punto, volver\u00e1 el equilibrio entre dos fuerzas y el proceso se parar\u00e1 dejando una <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> con un radio parecido al de la Tierra y una densidad de 10<sup>9<\/sup> Kg m<sup>3<\/sup>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMSEhUSEhMWFhUXFxcVFRUXGBcYFxcXFxcXFxcYFRYYHSggGBolGxgVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGi0lHSUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAKgBLAMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAABAIDBQEGB\/\/EADUQAAEDAgUDAwMDBAICAwAAAAEAAhEDIQQSMUFRBWFxIoHwE5GhscHRBhQy4ULxFVIjM4L\/xAAYAQEBAQEBAAAAAAAAAAAAAAABAAIDBP\/EAB8RAQEBAQADAAIDAAAAAAAAAAABEQISITEDQRNRYf\/aAAwDAQACEQMRAD8A+H5jyUZjyVxCU7mPJXcx5KihSdznkozHkriFJ3MeSuhx5Kip0wCbmB4n8KSTA4mBJPF0NdyT80RmjQn9CoJCUmN1zMeT9ypvfNttvwgKSGY8lSE8mymWLrCQZHcffZSVAnlSk91IsXcqEPBP6ed+V0A8lSaFfSbe6NSg5gNT9yuCeSmXslcay106CxnlVEnkpt4S+Sx\/H+0xKsx5KMx5P3QQopLuc8ldBsfV7Xk+FFCEmQ4AEzB0N7+OVHOeSrK2Je4Na5xLWAhgOjQSXENG1yT5JVSi7nPJUg48n7qCkAmB7r+iutf\/ABnBClTdUqmG1HwMhMaOOnvb9Vl4Lqjun4r6gh76brCZbmB17gH7rzjKhboY8LjnF0kmT31Kxfxy\/fhlz22v6r\/qSpjqprPs46gaeRx4WHmPJXFyVrnmczIrddzHkruY8lRQtYEsx5K5nPJXEKTi6tT+o+h1MHWNCrGdusaDsstc5d9wuIUgbER77rkJTikAiFMNUhToudOUEwJMCYA1J4C5UAmxMd7H7K+lb5twhlKVMl4lShOU8MD8\/RWHBTcH83+ytJANUw1aFDA5jF5Tz+iRBm3P2++qExQxWupkgCLD91r\/APhXBpqf8AYJ7nRBoAReRpZZ0spmHJVpw19FqyIAAjnv5VlFoBO\/HdWphuw5Gyt+jZbj6AcLwP4Kz61IAnibIJMUjC6+MsRf9kxJA83HjT9lVWA0Hwp0YSxD80SAIAFhGgj791U2nZX1GyVZUAgDtdMopFzNVQ4JxwVZpSJ+61KC+W0z7b+VFWPaowkooQhSBC6FZUqlzQCSYtB0A7FQTya4uuEW18LiJSHEIQpBCEKQQhCke6p1OpiX56rsz\/8A25Hfv3SKFNrCVzkkNqMKYaraNGdpWx0mk0H10vqAgwDIAJi4ykHblLNpDCdMqVGlzW2AJklo\/wAQCdTwffQJcW1XoOr03EjKLQNBE2i\/dYTqRkouKaGO2TbacXCjQY2Wz4NoHbTW2+q1cRWp5W5GwcsWOl9fOv3WdakZ0iYH3\/0UwPSb\/PIVP094U3BGtYaDxEzHZWUcSdJngJENUnNgSNkasauK6gTTFMO9MzEWnSfsjFYNjKLKoqNc58ywTLINs1ovssg1RlAvM34Uc6z1trUmGMyYw1SDI8ffVJtKvoq0Y3cLSDhAF0hisK4ugNO\/4VuBxJbYEgcd9lPEVXbcT8K3uxnGG8KlwTTwq3MWdOFi1Rqx\/KvqMg8xaR+yoe1alGKmC6artGUQP5PlRp0gDchS6gdgQe4mPymUWMuooFqucxSoVnU3B7YzNIIsCJFxINj4K1oKELitqvLiSdSZPk3UITE4gqWQkEgGBqdhOknZDWrUSCkAXEDcwBJA\/JsF1wVaUEIXEJ1CEKQQhCkm1qdo4Y8JjptMSJbMkCInXhN0qILiBbUwYnlc6ldChABvGk\/stWli6Yj0QPJSoNodqAMsC17mVGQVnS26\/VKLgIYGuiLbiIk9+\/lY2JaDxP6KtlJNMwhF9UdVqQgMOrW4Y8LYo4B7my1hNs2m3K5h2Em4jaTosFnmmYA2BJjaTqY9h9kHCGJi3K1qlGHH1DsqXV3GWi4MGO4kSPyr1Pp+sl9LhUuaVrtoO1hVvwsm1z+6z5xrxrK+kgUfhWh\/bkbKL6HlXl7WE1Y0q36SsNMHQR5TqM4R7TMzNsttbiZE2srMe+bRp7fhIs9JBTTqma5uTvvK1vpnCrmcBVOYmsq4Wo04TyKh1NbOFpNglyUeyTYR2TPjJRlI8GdlXUprVdLYn2n9lRWbIWtGMh4VD2LSfQVTqCvJeLMc1DWJx+HXH0rD3n9lqdC8kwF0vgQrmsIOa0i\/vI05UK7y5xc65JJO0k6my3zRYWXQPZSFIkEgGBc9gTAn3UIWk4UFdKuxmLdVdmeZMBogAQGiAICv2lAQhCQnSaCYJjuoLpdp2t+9+dVxBbWHYDEuiDEbxytKjSFIlwI9LgRIOoMgG0bD7pSnSaBBHqIBBnTf7q4VoPpEDgiR+VytEiVR+aToTJ\/6XG0+AugCUwySIbcn9FityI0Wd1o3Dcwb6f8AHNeM0TE8xsqMPQcYAHsnnYctaJ0mLaSPg+6MOqWdQcwQLfukq2JdvMbf6U8UQJhUVK+YNBcTlkAbNBMw33JPus21qSOMcXLd6f0okAmQD+fCh0Lo5qHRetbgWUfQCC6RY3N502tH5XLuX63M+M2j0eJMEgC\/6T+Qqf7QNNreLLaxZqCxkTtpI+QlHYdxAsY55PwhcvPG5yxsTgWxmBvMZb9rzp7dkg7DTtpvGi9E\/BFLVcLG1wmfk2q8vPVMJG6odTiVt\/SBsVVicLbRd5XOxjZJ1UskWTP0VXUpQlK2lSySp0YTVIAA2BvPdQJO4Vf0\/buncQ0bRzKppDMcvv3Tbik0uKSubhraLRw+Dkm3nstYYJgADg7SRtJ\/hYvbU4eWGEJcAmH9O7Lc9OYNptIF8x3J7SrXNzAu9I9zJWPN0vDy1TABLP6eF63+2BtIFrnUknvsqK+B4A+\/5Wp0xeXisTg4SVWgvYYjCtLiAZgwJETx4Wdi+nwuvHeOd5eZYMsyJBBBEkeJjgwY7KgzotivgyNkjVoLvz3rnYSIXFdUpqshbZRQulcSghCEJ9Ld0WhFszXzoeP\/AG7brF6hh203lsgxuDP6LvUeuvqVM7fTHqB4vY312WMcQSbmVy6UOuqiYHuTytTA0HNAedDIH77rHwLhq7Qba9l6DpdH6zw0OMAWB3JgQ0fNFiT23aHy1uu\/CUrVibDRaPVm5QMpkD066c25WPVJCOjBXLQ2NXc8BUYYepUGpN0xhTdc66SPWdLxRaAPKZwuNcXl+t58rDwtYAa+3+9lfg8Rr5WevZ5j1WI6k+u4F5kgBo8DQL0HQul\/VIC8bgH3Xvv6Ux4ab2Xj\/Luu3Pz01MX\/AE2xrZXieq4PKSvqOOxzAyS4L5v1qvmc4+6zc56zm+lxbZ7eXpNAdLtLpaq+R3TdekfndTfSgAukxrEaDbSAvXzfTn0yK4Coc1M13KgNOkLesrukMy1GuDQ6DMHT\/wDQ4XXOl1gNfCawVBwBMRtPnQfhLVnNZImY18re+mc9lcWydIHayd6T0epUuBPpzagEiYtzdKC94C1MDXgAiyxbK3JY2G08jcvp2mANtJn5ZVYmqXQToLAKurXsHCIi55KlhHOqFrDAHfg3Xm76ejjjUcEzM2SQbna1lViWtPpaJIH3\/lelxPRjRa0ag67a8QsXG0SHiIjTvv8AwjjuX2eufbIAO9j7JerVIlaH0501\/H8JDEHKXDKDzN48cL0c+3Dr0RNQk9u\/MRMKttUOkbqyuCDe3zS6qrxta8+P3XSRztQrYcx6h4PzVZmIwBvZan1HCM1xqJvqoPr2t9luXBY8viMORsk3NAmZnbzI19p\/C9TUoCppqsfG4Qgrtz05WYyCrKmGc1jXkQ185TzlsSO02RUpwoveTAJJgQOw7LYQQhWU8O9wlrXEcgE\/okHqlQvJe65JJO1zqYHfYKeUTaR+THcrdw1DCnCOc9zv7i2QQMpbH\/I86QFjBlpXn3Wk6LIE\/nwtXD1ND89uFkkkGCtXp1Npu90Da0kngfyr3pOYis0gWO03\/ZJdRLTYTErbwraINwSwgifLYtI1BWVWpNmAPSCbe\/KOtPLKa1X4dGMu6dfmirYDK51uNXDmDP4Vv1SHTyk6D1cIM\/hBlbGGxuk7Lbw+PiIPzleNpOIWlRxNhB0XPrmX66c2x63\/AMlUeP8AIk+VTncdViUeokWKfpdUG5nyFj+KNeZl1FzjMaXtf4Vbi8O\/LGR3lwjuLHXwk6vXtbnzM\/LLIxfVHvtmJ91254kcurrlR4aTa6MNiBnmLRee+sHws+uSTJv3V7SQwHMOwAGpiZO9k376E\/1sYmtTaw5Tx6SZP40WSWzeLT8nlQEOkz7SrGkERcW+QqtcmcFFV4ZIYBvoDG0nTj3XKlKNzCSa68AgHa91KrXdB3jU7fP5XPK6H8JUBs42jTg7H5wtHDWNyXcEG+lvndYnT3T\/AIxbUlbOCqATmK59R05uN2hjHugHT57KioZf25VFLEz6WyfEmPKcxOJp0WEF0uOsXtpA+bLHHHtd9kcTVptbxlEHlxM3H4Xm8TU9R3nfzoVd1HGAuMCBsOFj1MTE3Xr5jzdJuqzrcpevVOk2n57qiri5BlLOxjrX2jixXSMNKlUA4I4KjUIHhZrnhsQ6Z17FWf3UhawL+4N0tiKxNjsuiroVyu8EKgrMrU5SFVkLba0kxa9rkAdrmwSWJpA6Lrzf052M0qTahGhI8ErtRkKELSa5qCLGyvZjfSWnSRxp55S9nDQDj\/pX4vAfTpMqT\/kXCPEXF77rmqhRpud6g0kcgfrwnQ+ToBtbSyzaNc2AMR8ur8PXEamdY+e6zY1K1RiCBayupubUILvSBYxPiVmmoDpoofUPdY1o91FoH+PwJDPdcrYxxAnadRyqvqZiTYdgP0RZphxj0zTekmyNph2UkQRO0HfdWh+4Rhh9lWFMMBuDCRp1pV\/1EYdNVA5tpDtLgFDaxVVPFne40I5HBXX1w4mGxPvARkOnaNIuMAX437WXcRTc03YQRrbQ9+EtRruacwmeRqLR+iliuq1C0gvJB1H88rUzA5UeN9d9lRisYTr4+AJOrWKWLihGxijsmaPUiCJAdGxHyVnNCDZU5Xk229d9Ja1rYBm4BMkQfbSym2tmEki5mNgew2Xn21A26j\/dpvKnb1VJzWwbd438p2l1hjZH02nub28rxQxp5XamIIvmB8dxKz4Vr+R7PFf1NLIaMoGjRESeOdVh1Ook6mVgf3l7qt+LWpwPNrV8bKQrYm8j8pJ1eVU6otzlm9Gn11HNIn28Tp50P2SZqLgetzli9Hfqrv1OEmX3XGvWvEa0G1O6tFRZ7CbHaYnvx+itbXgyNVmxace7sumk10WA+bylnVw4S4kGfY83+y6MRkkTIIj8g\/stxlX1DCFvHkLMITtWrKVctwQ0519V2tii4Bv\/ABEwOJN0s8\/ZQJXORpdITeGykOJcARECD6r3voI1vws7MpB6LypWxSrNgCPdXVCNjP3WOyqm6dVYvJ1c4BVPjb5yp5lXUcEYdSYTYAx7xdPMILQCZPPHbuswa9kxdpLSdOCCJ7EWO104tOYnCOYA4aHnVRbVcYBGtwedv5RVxecQdY+aKzA44Mf9SBI0bHpOx34V4w+VSLHCJET\/ACm24R4bmaMwGp2Hup1ursqNDBTawTJi5dfvpbZU1uqufFz6Ra+g0EI8YPKnOm1nFxExbS0Hf9YWhR6cCZIafTJE2AiJJm0arzQxh1m\/KYqdccZiBIgxvOpuddfutTP2rTmN6ZTbUgPlpEzMxe4MJPE0KTXuAJe2SGuEgHgwbhJHqHdKVcYrJ\/Q1ofWDQRmmRE7x8CSq1wk6mIS5rKkGmX15soOdCWNTj5yoOqla8Vpk1lGvii4kk3OqocCACQQDcdxMSObgj2UJTItWmp8+e65nVcrua0W87\/8AS1i1POuSoSiVYk8y5KiiUh3MuyoKR5n+fKkmHKbasGVSAukQpLn4gm3v48KAeq0SmJeXAfwf5Crc4KMrhUhKETsrMRUacuVgbDQDBJzHdxnQm1haywlUrocVFAUVmZWNeqFOkJICgZZVTeHZmBPCa630NuHpUqgqtqGoJytMmn2fw5Y1GuWrEy\/DfS6q6DZRFQrriDdVErWDTJqKL6pVX1P9qp1TZHitM\/WQMSdJShcoynxRs4k8qt1ZUSuSrEt+oVxz1WSuJSZcuSolCU7K4grik7Ksqub6coIt6pIMu5FrDS1\/KqQrC6ShAQkBCEKxBC4hRdQiUKDc\/pbHUKFYPxNP6tOP\/rkiTFvUNI\/1ukOrV2vquewQ06DT8bJIIRnvSlmtEe+\/suSuIWg7K6oqbiJtMbTqpIIQhZTq4hCkF0GF1Ckm6qTYkqLCJE6bxr7LqFYQHoJQhQGZRKEKTi4hCkmx8TLQbEXm0jUQRcfZQXUKTiChCkEIQhBcQhKCEISXUIQoBCEKIXEIUghCFALqEJQQhCEEShCk\/9k=\" alt=\"La galaxia de Andr\u00f3meda se form\u00f3 tras una gran fusi\u00f3n entre 2 galaxias\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Antes de que todo eso llegue, tenemos que tener en cuenta que habr\u00e1 que salvar otro gran escollo que se nos viene encima (nunca mejor dicho), ya que, la Galaxia Andr\u00f3meda viene hacia La V\u00eda L\u00e1ctea a raz\u00f3n de 1.000.000 de Km\/h y, aproximadamente en unos 3.000 millones de a\u00f1os la tendremos, irremediablemente, colisionando con nuestra Galaxia, con lo cual, las fuerzas de marea que esas enormes masas puden producir, son de impensable magnitud y, el desenlace tardar\u00e1 varios millones\u00a0de a\u00f1os en finalizar hasta que de las dos grandes Galaxias del Grupo Local, s\u00f3lo quede una enorme galaxia el\u00edptica y, en el proceso, habr\u00e1n nacido un sin fin de nuevas estrellas, otras habr\u00e1n sido despladas de su regiones y lanzadas a distancias enormes, algunas habr\u00e1n podido colisionar y, en definitiva, lo que all\u00ed pueda ocurrir en el futuro lejano, es de incalculable trascendencia para la Humanidad (si a\u00fan sigue aqu\u00ed para ese tiempo).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/emmchavez.files.wordpress.com\/2013\/01\/universo-2.jpg\" alt=\"\" width=\"370\" height=\"272\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/castwars.com\/wp-content\/uploads\/2013\/04\/galaxy_2.jpg\" alt=\"\" width=\"370\" height=\"231\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00ed, existen muchos lugares a los que, cuando llegue el momento podremos viajar. Sin embargo, necesitamos muchos m\u00e1s conocimientos de los que actualmente tenemos para poder realizar esos viajes &#8220;imposibles&#8221; en las actuales circunstancias. Estamos comenzando, ahora, a poder realizar los primeros intentos de salir al Espacio, y, para cuando realmente podamos efectuar viajes espaciales, habr\u00e1n pasado muchos, muchos, much\u00edsimos a\u00f1os. No quiero mencionar, lo que podr\u00edamos tardar en dominar viajes hiperespaciales a velocidades superlum\u00ednicas. Claro que, la imaginaci\u00f3n humana es&#8230; \u00a1&#8221;infinita&#8221;!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS_Phlu1aTct4T2mrDbEmvMtQWbWW5s0gX7jw&amp;usqp=CAU\" alt=\"Mundos reales y mundos de mentira... - Enrique Vazquez Oria\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSvC-zwbfanjkO12xtZHCLjyx5A8PWyaOf8uw&amp;usqp=CAU\" alt=\"La Tierra es un caso perdido\" \/><\/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 No ser\u00e1 f\u00e1cil subir esa escalera para llegar al Espacio Exterior<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si esto es\u00a0as\u00ed (que lo es), tenemos una buena excusa para pensar en posibles modos de escapar hacia otros mundos lejanos en los que poder asentar a la Humanidad lejos de esos acontecimientos de magnitud (para nosotros) infinita y contra los que nada podremos hacer, excepto, si podemos y buscamos el medio&#8230; huir a otros lugares m\u00e1s seguros.<\/p>\n<p style=\"text-align: justify;\">Si, las distancias que nos\u00a0separan de esos otros mundos parece una barrera dif\u00edcil de franquear, y, sin embargo, tengo una gran esperanza puesta en que, la Humanidad, la inteligencia de los seres que la compone, y, sobre todo su imaginaci\u00f3n, con el tiempo por delante tendr\u00e1 la oportunidad de buscar esas dif\u00edciles soluciones que posibiliten nuestro traslado a las estrellas lejanas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/i.imgur.com\/Tj7OS3W.jpg?1\" alt=\"\" width=\"370\" height=\"253\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Para lograr eso, con nuestras limitaciones actuales, no tenemos m\u00e1s remedio que\u00a0valernos de sondas robotizadas y, en el futuro, ser\u00e1n perfectos robots humanoides que, no tendr\u00e1n ninguna de nuestras barreras para deambular por el cielo y visitar esas regiones lejanas en las que, posiblemente, se encuentren los planetas id\u00f3neos para habitats de seres como nosotros.<\/p>\n<p style=\"text-align: justify;\">Esas son, en realidad, las miras que est\u00e1n puestas en todas esas misiones enviadas a las lunas y planetas cercanos para estudiar su entorno, la atm\u00f3sfera, la superficie y las radiaciones. Se trata de ir conociendo el entorno y, con los adelantos tecnol\u00f3gicos que ahora mismo tenemos, se hace lo que se va pudiendo y, cada d\u00eda, se avanza un paso m\u00e1s a la b\u00fasqueda de esas soluciones que, ese d\u00eda muy lejano a\u00fan, llegar\u00e1 la debacle a la Tierra y, para entonces, no podremos continuar aqu\u00ed. La \u00fanica soluci\u00f3n: Escapar a otros mundos.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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%2F2020%2F12%2F07%2Fdistancias-inalcanables-de-forma-fisica%2F&amp;title=Distancias+inalcanables+de+forma+f%C3%ADsica' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F12%2F07%2Fdistancias-inalcanables-de-forma-fisica%2F&amp;title=Distancias+inalcanables+de+forma+f%C3%ADsica' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/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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Otra unidad ya mayor es el p\u00e1rsec (pc), unidad b\u00e1sica de distancia [&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":[56],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12537"}],"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=12537"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12537\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12537"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12537"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12537"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}