{"id":23965,"date":"2019-07-10T05:13:02","date_gmt":"2019-07-10T04:13:02","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=23965"},"modified":"2019-07-10T05:13:02","modified_gmt":"2019-07-10T04:13:02","slug":"%c2%bfcuanto-tiempo-nos-tardariamos-en-llegar-a-trappist","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/07\/10\/%c2%bfcuanto-tiempo-nos-tardariamos-en-llegar-a-trappist\/","title":{"rendered":"\u00bfCu\u00e1nto tiempo nos tardar\u00edamos en llegar a TRAPPIST"},"content":{"rendered":"<p style=\"text-align: justify;\">\n<h1><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.lavozdegalicia.es\/sc\/x\/default\/2017\/02\/23\/00121487845819545513710\/Foto\/plantes_hor.jpg\" alt=\"Resultado de imagen de Trappist-1 y sus siete planetas\" width=\"478\" height=\"268\" \/><\/h1>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Desde que sali\u00f3 la noticia del descubrimiento de la NASA, en el que la estrella <a href=\"#\" onclick=\"referencia('enana roja',event); return false;\">enana roja<\/a> nos mostraba sus siete planetas orbitandola, y, tres de ellos, estaban situados en zona habitable, mucha tinta se ha gastado en explicaciones varias. Veamos ahora una que hace c\u00e1lculos de cu\u00e1nto podr\u00edamos tardar en llegar hasta aquel sistema planetario.<\/p>\n<div>Aqu\u00ed el reportaje:<\/div>\n<p style=\"text-align: justify;\"><ins data-ad-client=\"ca-pub-9212918120126201\" data-ad-slot=\"4937801343\" data-ad-format=\"auto\" data-adsbygoogle-status=\"done\"><ins id=\"aswift_0_expand\"><ins id=\"aswift_0_anchor\"><\/ins><\/ins><\/ins><\/p>\n<div id=\"attachment_20645\" style=\"text-align: justify;\"><a href=\"http:\/\/www.cosmonoticias.org\/wp-content\/uploads\/2017\/02\/poster-trappist-1e.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.cosmonoticias.org\/wp-content\/uploads\/2017\/02\/poster-trappist-1e-209x300.jpg\" alt=\"P\u00f3ster de TRAPPIST-1e\" width=\"209\" height=\"300\" data-attachment-id=\"20645\" data-permalink=\"http:\/\/www.cosmonoticias.org\/cuanto-tiempo-tardariamos-llegar-trappist-1\/poster-trappist-1e\/\" data-orig-file=\"http:\/\/www.cosmonoticias.org\/wp-content\/uploads\/2017\/02\/poster-trappist-1e.jpg\" data-orig-size=\"804,1152\" data-comments-opened=\"1\" data-image-meta=\"{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}\" data-image-title=\"P\u00f3ster de TRAPPIST-1e\" data-image-description=\"\" data-medium-file=\"http:\/\/www.cosmonoticias.org\/wp-content\/uploads\/2017\/02\/poster-trappist-1e-209x300.jpg\" data-large-file=\"http:\/\/www.cosmonoticias.org\/wp-content\/uploads\/2017\/02\/poster-trappist-1e-715x1024.jpg\" \/><\/a><\/div>\n<div id=\"attachment_20645\" style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<p>Ilustraci\u00f3n art\u00edstica de la superficie de TRAPPIST-1e, retratada en un p\u00f3ster tur\u00edstico. Cr\u00e9dito: NASA\/JPL-Caltech.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">El\u00a0<a href=\"http:\/\/www.cosmonoticias.org\/sistema-siete-planetas-tamano-terrestre-tres-zona-habitable\/\" target=\"_blank\">descubrimiento de siete planetas<\/a>\u00a0de tama\u00f1o terrestre alrededor de una estrella cercana, TRAPPIST-1, es ciertamente una noticia emocionante. Pero \u00bfcu\u00e1nto tiempo nos tardar\u00edamos en visitar uno de estos mundos potencialmente similares a la Tierra?<\/p>\n<p style=\"text-align: justify;\">TRAPPIST-1 se encuentra a 39 a\u00f1os-luz de la Tierra, o unos 369 billones de kil\u00f3metros. Nos tardar\u00edamos unos 40 a\u00f1os viajando a la velocidad de la luz, pero ninguna nave espacial de las construidas hasta ahora puede alcanzar esa velocidad.<\/p>\n<p style=\"text-align: justify;\">A\u00fan as\u00ed, la humanidad ha enviado algunas naves bastante r\u00e1pidas al espacio. Con la tecnolog\u00eda actual, \u00bfcu\u00e1nto nos tomar\u00eda llegar a TRAPPIST-1?<\/p>\n<p style=\"text-align: justify;\">Dada la velocidad de una nave espacial, calcular la cantidad de tiempo que se tardar\u00eda en viajar hasta TRAPPIST-1 es simple. Dado que la velocidad es igual a la distancia dividida por el tiempo, el tiempo total de viaje es igual a la distancia hasta TRAPPIST-1 (39 a\u00f1os-luz) dividida por la velocidad de la nave.<\/p>\n<p style=\"text-align: justify;\"><strong>New Horizons<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/ad\/PIA19703-PlutoFlyby-NewHorizons-ArtistConcept-20150709.jpg\/1024px-PIA19703-PlutoFlyby-NewHorizons-ArtistConcept-20150709.jpg\" alt=\"PIA19703-PlutoFlyby-NewHorizons-ArtistConcept-20150709.jpg\" width=\"584\" height=\"467\" \/><\/p>\n<p style=\"text-align: justify;\">New Horizons, la nave m\u00e1s r\u00e1pida lanzada hasta ahora, sobrevol\u00f3 Plut\u00f3n en 2015 y actualmente viaja alej\u00e1ndose del Sol a 14,31 km\/s seg\u00fan la web de seguimiento de la NASA. A esta velocidad, tardar\u00eda unos 817.000 a\u00f1os en llegar a TRAPPIST-1.<\/p>\n<p style=\"text-align: justify;\"><strong>Juno<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/gif;base64,R0lGODlhAQABAAAAACH5BAEKAAEALAAAAAABAAEAAAICTAEAOw==\" alt=\"Imagen: NASA \/ SwRI \/ MSSS \/ Gerald Eichst\u00c3\u00a4dt \/ Se\u00c3\u00a1n Doran\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/gif;base64,R0lGODlhAQABAAAAACH5BAEKAAEALAAAAAABAAEAAAICTAEAOw==\" alt=\"Imagen: NASA \/ SwRI \/ MSSS \/ Gerald Eichst\u00c3\u00a4dt \/ Se\u00c3\u00a1n Doran\" \/><\/p>\n<p style=\"text-align: justify;\"><figcaption><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de imagenes de la sonda juno\" \/><\/figcaption>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/cnnespanol2.files.wordpress.com\/2018\/12\/jupiter-nasa-juno.jpg?quality=100&amp;strip=info&amp;w=780&amp;h=438\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">La sonda Juno fue enviada a J\u00fapiter en 2011 y nos mand\u00f3 im\u00e1genes maravillosas<\/p>\n<p style=\"text-align: justify;\">La sonda Juno de la NASA vol\u00f3 m\u00e1s r\u00e1pido que New Horizons durante su aproximaci\u00f3n al gigante J\u00fapiter en 2016. Asistida por la gravedad de J\u00fapiter, Juno alcanz\u00f3 una velocidad m\u00e1xima de 265.000 km\/h en relaci\u00f3n a la Tierra, convirti\u00e9ndose en el objeto m\u00e1s r\u00e1pido hecho por el hombre (aunque la velocidad inicial de New Horizons fue mayor que la velocidad de Juno despu\u00e9s del lanzamiento).<\/p>\n<p style=\"text-align: justify;\">Incluso si Juno viajara constantemente a esa velocidad, llegar\u00eda en 159.000 a\u00f1os a TRAPPIST-1.<\/p>\n<p style=\"text-align: justify;\"><strong>Voyager 1<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/d2\/Voyager.jpg\" alt=\"Resultado de imagen de Voyager 1\" width=\"478\" height=\"374\" \/><\/p>\n<p style=\"text-align: justify;\">Voyager 1, la sonda m\u00e1s lejana de la Tierra, dej\u00f3 el Sistema Solar y entr\u00f3 al espacio interestelar en 2012. Seg\u00fan la NASA, se mueve a 38,200 mph (o unos 61.500 km\/h). Si Voyager 1 se dirigiera a TRAPPIST-1, llegar\u00eda en 685.000 a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">Pero Voyager 1 nunca llegar\u00e1 a TRAPPIST-1. En cambio, la sonda se dirige a la estrella AC +79 3888 que se encuentra a 17,6 a\u00f1os-luz de la Tierra y pasar\u00e1 a 1,7 a\u00f1os-luz de la estrella en unos 40.000 a\u00f1os.<\/p>\n<p style=\"text-align: justify;\"><strong>Transbordador espacial<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/0\/01\/STS120LaunchHiRes.jpg\/800px-STS120LaunchHiRes.jpg\" alt=\"El transbordador espacial Discovery despega al comienzo de la misi\u00f3n STS-120.\" width=\"305\" height=\"468\" \/><\/p>\n<p style=\"text-align: justify;\">El transbordador espacial de la NASA viaj\u00f3 alrededor de la Tierra a una velocidad m\u00e1xima de aproximadamente 28.160 km\/h. Una nave que viajara a esta velocidad tardar\u00eda unos 1,5 millones de a\u00f1os en llegar a TRAPPIST-1.<\/p>\n<p style=\"text-align: justify;\">As\u00ed que para una misi\u00f3n humana al sistema TRAPPIST-1, el transbordador espacial no ser\u00eda una forma pr\u00e1ctica de transporte.<\/p>\n<p style=\"text-align: justify;\"><strong>Breakthrough Starshot<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExMWFRUXGBcXFRcXFxUXFxcXFxUXFxcVFxcYHSggGBolHRcXITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFxAQFysdHR8tLS0rLS0tLS0tKy0rLS0tLS4tLS0tLS0tLSsrLS0tLSstLS0tLS0tLS0tLSstLS0tLf\/AABEIAL0BCwMBIgACEQEDEQH\/xAAcAAACAgMBAQAAAAAAAAAAAAACAwEEAAUGBwj\/xAA0EAACAQIDBQcDBAMAAwAAAAAAAQIDEQQhMQUSQVFhBhNxgZGh8CKx0RTB4fEyQlIHcpL\/xAAaAQADAQEBAQAAAAAAAAAAAAAAAQIDBAUG\/8QAJhEAAgICAgEDBAMAAAAAAAAAAAECEQMhEjEEBUFhE1FxgSIywf\/aAAwDAQACEQMRAD8A8mlUB3xO8RvAA\/fBuKTZFwAKpUsLuYyLABJLkRkQwGZcxEEpAINDISE3GQAY5TZGbdtW8kub5BRibDYuDlUr00v+k8ujuKT4pt+wJXoZLA7lCNRppylKLvw3bcOGbfoyjOWR6J212fuYWNlpK78ZXcr+f3PNJyMPFz\/Wx8\/llTjxdB7w9Rbi2uGpSUg0dKaXZBEmC2Y0DYQGXMAMAAiQESpAAaRNmZEmaADN0hjKcmBOnxAALZhqKMsTAQ0DKHIGFx84ZeIMYfOAWOgLtsKML\/7L3\/YJjVTXP2AdFFsEdKAFhkAXuRbqMsYAwLGWGJGNAIXYmxNjAAGxNgrBpIAFWGwRljE0AyzSO5\/8c4FTqSm1\/irebOHoyPW+weC3MMpNZzbl5aI4\/OzfTxfe9F41bL3aPA99hqkFra68VmeJ4ik4tp8D6B3L3XNM8s7YbJ7qrvpfTPXlvcTg9LzJSljfvtGmWNqzi1Ebu5ZFmWH5eglqx7ZgA6YtJFjMW4AAtQQFg5xBSAKM3TIxCCjTACI28wo34gtEwkIA4kTQVyUAGUaTm91LPpdszcSyevHoWaNWyeXNJ6Wus2KqZ8BArFpEKAcAp9FbP06CKFKBLvyGaE3Cx0VZZC5It15qzvHp1QqcrmhmIcQUh7VxdhAAkTEMxIdAC0ZYZFEtBQwd3zBsNREohQAGRjcbGHMcqaYgGbMwbnOMFm5SS9We6YOioQjFaRSS8keb\/wDj\/Zm9X32sqav5vJHp0UeJ6lPnlUPt\/pvjVKwoLM0vavZinCcGs2rx8eB0eCpXYvtFSuk1qsmec5OGRNGtWjwKopRbXLhxQM1vcL\/fz5nSdrNnbtTvEspa9Hx9fyaaEfn2zPqMWRZIKS9zlkqdFB0pLUW+ptPHPnl91+5FTBXzXoWFGr3LmKBbdHdeaAfgIKK3dBqnZXtkEwVfyGhULcTFEPdIsAUTGmM3QIyJAAkg5\/PQCCuHBENlICK4kxjxGtGImx0QqV7EuFskNUQndCsdFKqs+YlhSTFyR00YgmGJBxQJAA4kWHxXsYo8Pzf5+SqAUiBu4MjRuKgEJDFHoMjRLVPDDUQKfDQtYWlfhk0Ojg8ze7J2U5SiktXYljR2PYvBbmHUnrN73lov3OjhG4nDUlGMYrRJJeRscHS4ngzjcpTfudUV7FmjHdiUa8t69+JaxdTgUkYSgqtls5zbmylUjKPp48DzvE4RqVtLanseJp3Rx3aPZlpKcVrr48zr8HOovgzKUbOMjQzLcKSXz9i68LYRUpWPTcyeJWr0lJZ+vz7M1eIwrhwuvmRtlBofTiCmmHE5fdvwMpLM6OtslPOK8jVywjjOzQcqFxKU4ATpo2M8NcrVaIKdicSkoktFjuyO7G2KiKc8rWJSDjANUyGykgYwuFuDo0wlFE2VQqCJfiPSEyiNICpVjmKlSLjgTCOXO\/Q71A5rNe4PQmMC46WfT1\/sF0ylAViYK9loRKA+cVp6C7Z5g0hgwj\/fz5qWlT5fP5FRRbUVkC6AilBfkt04ICFP+SxRgIC7g6Kb0O17N4JbydjlNm0c0v4O\/wCz1LNHPmdQf4LgrkjYRoWduSL0Y7qCdPO\/gDXPPnFTSS\/Z2JUrKFeV2KTDqirGGXA3pEWHvFLFYZSTi\/nUsE1IZXRzw8R8lUgbOSxODtdGqrYc6zaNG6v5GgqQu\/7PQk2lsEa1Ycz9PY2sKHz+A1QI2M19Km0HXwCmlJ87Xyvf8F7uAJUjSGRrT2S0aLGbPlHO10aqtS6HYO6yauupTxOyozzhk+X4Kr7Acm6KI7o2eJwkouzViv3ZalZNFVUxipIf3ZvsN2bk471Sag2m1G15ZK+a4O3AtRsiU1Hs5vdJjA2eN2a4K6d489PYpNC47HGakrQrdCVJdfK35LVGinqWFh0apBtmknC2YNKtZ3+dR+JjyXLn8\/sRVptf66255fOp3JnPQzfi8\/Xy49RsqMfDlfV+5TcZReaa4afLg1azdm\/vnkVyFQ2ph0vPS5UnCw5VHxzCUOLRkyhKXz8FyhDRGUIF2NVcE\/t9iBjaFF8i3QoAUJt2N1gqMeImwLGzMJozuNi0rK\/Q5\/BUlwR0+z6qX0tWObyLcGkaYq5Wy80JrQLMVqKrIwwxqPyb5JexrJUwHRb0H1CvKTHkiQmNjgZNXbSXXX2Fd1JIjvXzIdRnOlBXbKbZTxNB+TNFXpLezTv7I6ap9Szf98PI5\/aUpXvxWTy5eBTcemyYyYuhgpNNrLo3YyVN\/wDPsIjiGOp176mfXRoHGm3wZE6Vx0Jcc\/cZGpxyGrAoOHQmFJPgy\/Dcvfj0L+Hiv+V4msLvYmUqWxlXW7JX5PivM0+3OxFWh9d4uHNyjG3qzrMTtenRjeH1S5cPE4fa+1a1eV6km+nBeCNpygvyQk2\/gDZuzYxrU9+UX9SdtbtPJeqR2uy8P3u63ZSUm1KVmpc8nrwXqed06ri8snrkuK4nVbK7RpJOpeEuaW9Fvi0r\/T4EOTlGjLJGUZ8krVUdDtrs3BU7rinfla2duSPMamAkm0lpk0eg7W7UOpStT85PJ+C\/JxsZylK0pbtyoN1\/IrFB7k12UY0XHKSsF3TedmbFJrN\/Vllf0uyaeGVs19jbRskyjjdlzjTU1FRXB8Xf9\/4LGBwXe2decluQtFdFdLySdvILaeIco2d1x6ZKxqJ7QlFWTy4HbxbOZtIrVsNuTd878HmknpmKeHik7ZrnZEYrEuWrdtbXy9PNlWWL4XE1RNjZUlfPL0y65MyU3ZJ2SVvMrxq34+\/oYsSl86BoBvebvImGIz\/JTnO5EJZkOQG+w9Y3OAxCOVo1DbYCpmZtgd9s6pdI7LCQ+hHBbHqaHoeDj9EfA4\/LlUUbYu2U8RGUM43a+wmO0b5O5t5xyNZisNF56M2xZFJLkE409CpVr6FebJlCwtsnyKUdEqSXZLBJAk7Hmxw89till3oiRS2hRUlfyfVcJfOhabuDFei91xRU8dRvujVM5iUN158PnEmFRI2O1sHu2aSt53etm7+DXkapx+IqNyVosYsS38\/cfTTepSlJLoDLGPRFPXYzbd9GPVlTFbUdrX8jVVMV6lWU+ZnLL7ICzKu73uJlO+bzKzqAyqZ5BGQFxWfIJwVkUY1MxtOqaqSGmXqdbgQ4Z34iI1bjoPqbwmJjd0Ypk0mMUEbpojZzeKxN108Vr4GrxNXyIrVSjiJ8Hr81PRlI4yatUq1JkTlmBI55SKI33wITa1BhILvL6mdjGKbDUxaRMroTA2GHqGywdazNFRZcwsxDPQdi4jNHq9FWsun2R4XsfGWkvE9owOK3t18039jy\/UZNcP2awVF+qsjW12bPEaGnxDI8XPoqStleoxDQ2TFyZeXylRzZU26QFhUnnrb8hb1xdrnPjyWVjxVtmKD4ft9xijbPivb8sGMt0j9T8X3O6EoyWzaiK6U1bg\/P2v4exzWJTi2tGjqKdn\/lbdet8r+X+zKHaDAQcXNSUZRVnF2UpdbfNDGc+LqJokcjWqladbkDXk8xUGuNzFzsZKmS5C2DKdiKAOMG3kripKwdDFODutRdWrdmqSr5AxMbATAsUxoBsEWKaFQRapQK50Uh1K5YRFKmWFSLjmCjzGpIrVZN5tmTrpsRUfI9ZyZw0S2DKVwbNZmQIsYNgoDJaJARYgH0pZBPNioyM7xDsQ2Oo6nUsVYzTvdtW0sr3z455L1MVS2pLGjd4LFHs\/ZrFb1KlLnH8HhOHV80et9hsVfDUuja+55Pqn9Iv5N4dHo9d\/Rc0leRtKM96maSve55uHNjUdyolt3VC5yETbDk3yBbfEh5IyerLUAY07mSklpqY23xK9fFU6SvJ\/l\/+q\/dlRnKPSKoKo3q386CsTiYU\/8AJqPTWX\/zw8zR7Q283fc+nrrL14eRz1fFNu+vU6IOfb0M6vEbfiv8FZ827y9eHkc\/jtrts1NWs2Ik2y2r7YFmde+YrvRL0Iu0WkhFqNQXUlcWpEtlJAQg0CohxLAbAs00V6aLdJAUkWKUS9RpiMPA2NCmZSZY2jSLSoh0aZaVMjkB4JCPFkGSlkZTse+cBkpGRJRDYCCz8+BHEmEuZIAZu9TJIlMHeAAWhlNCXIkTGjaU6sUl7no3YPFR7vdTz198\/ueVpnZdhq7i4u+TbT8zz\/UYXhdGsGe2bFndNNlTG0rNiNj41KV20kN29i93RXutT45eRkU+KRtxRQrV7FCvjErtvrqkkubfBGr2vtNUlvVJXfCK1fgv34dXkcXtHbM6rzdo8IrTxfN9WevgwZMm30DOr2j2n1VP14eSf3Zz1fGuTcpSbb1vqaaWJBjVuenDAoomzaSxAuVUod6SqoOAWW+8I3hEZEqZPEYxsjeAUjN4KAYYgEHEYDEHFC0MiUMfTLtCJUpov0EJlIvYaJtMPAoYZG1w6MJFFyjAtqAmgi5FGLYz5t3gooGIV9Ln0p55MQt6wum8wt64CIUs+i+XGykrZIWRN+gAMhogWiKU7sKUGAGeBMQIMIQ0GpG2o7VjTpwjSu5azbVlGV3lHPNWtn10NKg4IznBSVMpM9Y2TjZVIQm3e6XrxN3t7bcKWHjKTvU0jH93yRyfYnGR7mSl\/pn5f39zU9oto97Jy4aJckeE\/Bi81VpM6OWjW43aEqk3Obu36LouhUdS4jfJR6qikqRFjLhwYtBXE0AW8HFikyVIhoZZiyUxMWEpEuIDmyUxKZG+TxGWFIJSK8ZDIsXECzBjYFaMh8GOikXKJsMOjX0EbLDolotGxwyNpQNZQNhRkZODYzZ0GW0yhQkW1IyljYz5vuTKTDcc7GVsj6E88GlLmHbkIjIJTAB3UG4HeC5V7cPcBFiKs7huXHUq\/q+nuSsT09wAsbxNyv8Aqenv\/AX6jp7iGOGRK0a3QNV+nuJlI2mFxsoJpO18mROtcowq5XsMhV6GTRaHJZjooTGp0CVQzYxyiSmKUwu86EDCYKYLqASn0CgHqQSkV1UM70KAtb4G8KjV6Ed70DiBYUhkJlRVegyFToLiMvQkW6OZr6NQu0ZiaKRssOjY0Ea\/DM2VFiosu0i5SkUqRZps1jjTBs2NCRbUzXUpFpTHLEhqR\/\/Z\" alt=\"Resultado de imagen de Resultado de imagen de Breakthrough Starshot\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Resultado de imagen de Breakthrough Starshot\" \/><\/p>\n<p style=\"text-align: justify;\">Una nave ultra r\u00e1pida que podr\u00eda llegar a TRAPPIST-1 en un tiempo mucho menor es una misi\u00f3n interestelar ideada por Stephen Hawking y otros en la iniciativa\u00a0<a href=\"http:\/\/www.cosmonoticias.org\/starshot-proyecto-apunta-naves-alfa-centauri\/\" target=\"_blank\">Breakthrough Starshot<\/a>.<\/p>\n<p style=\"text-align: justify;\">Las diminutas sondas de Hawking impulsadas por <a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1ser<\/a> podr\u00edan, en teor\u00eda, volar a un 20% de la velocidad de la luz o 216 millones de km\/h. \u00a14.000 veces m\u00e1s r\u00e1pidas que la sonda New Horizons! Una nave as\u00ed de r\u00e1pida podr\u00eda llegar hasta TRAPPIST-1 en menos de 200 a\u00f1os. Pero ese concepto a\u00fan no ha sido desarrollado.<\/p>\n<p style=\"text-align: justify;\">As\u00ed, con la tecnolog\u00eda actual no hay manera de que alguien vivo en la actualidad pudiera visitar TRAPPIST-1. Por lo tanto, no hagan sus planes de vacaciones interestelares\u2026 todav\u00eda.<\/p>\n<p style=\"text-align: justify;\"><em><strong>Fuente:\u00a0<a href=\"http:\/\/www.space.com\/35796-trappist-1-alien-planets-travel-time.html\" target=\"_blank\">Space.com<\/a><\/strong><\/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%2F2019%2F07%2F10%2F%25c2%25bfcuanto-tiempo-nos-tardariamos-en-llegar-a-trappist%2F&amp;title=%C2%BFCu%C3%A1nto+tiempo+nos+tardar%C3%ADamos+en+llegar+a+TRAPPIST' 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%2F2019%2F07%2F10%2F%25c2%25bfcuanto-tiempo-nos-tardariamos-en-llegar-a-trappist%2F&amp;title=%C2%BFCu%C3%A1nto+tiempo+nos+tardar%C3%ADamos+en+llegar+a+TRAPPIST' 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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Veamos ahora una que hace c\u00e1lculos de cu\u00e1nto podr\u00edamos tardar en llegar hasta [&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":[142],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/23965"}],"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=23965"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/23965\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=23965"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=23965"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=23965"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}