{"id":14839,"date":"2021-04-05T07:30:46","date_gmt":"2021-04-05T06:30:46","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=14839"},"modified":"2021-04-06T06:37:43","modified_gmt":"2021-04-06T05:37:43","slug":"no-conocemos-ni-nuestro-propio-barrio","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/04\/05\/no-conocemos-ni-nuestro-propio-barrio\/","title":{"rendered":"No conocemos ni nuestro propio &#8220;barrio&#8221;"},"content":{"rendered":"<h2 style=\"text-align: justify;\"><a href=\"http:\/\/www.elmundo.es\/ciencia.html\">CIENCIA<\/a><\/h2>\n<p style=\"text-align: justify;\">Sugieren que hay fuerzas tect\u00f3nicas activas en aquel peque\u00f1o mundo que es hoy como fue la Tierra hace algunos miles de millones de a\u00f1os&#8230; \u00bfSer\u00e1 habitable en el Futuro?<\/p>\n<p style=\"text-align: justify;\"><strong>Monta\u00f1as de m\u00e1s de 3.000 metros en Tit\u00e1n, la mayor luna de Saturno<\/strong><\/p>\n<h1 style=\"text-align: justify;\"><\/h1>\n<p><img decoding=\"async\" src=\"https:\/\/danielmarin.naukas.com\/files\/2012\/12\/IM20121216alas14.png\" alt=\"\" \/><\/p>\n<p><em><strong>Mecanismos de formaci\u00f3n de volcanes en la Tierra y en Tit\u00e1n (NASA).<\/strong><\/em><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<figure itemprop=\"image\" itemscope=\"\" itemtype=\"http:\/\/schema.org\/ImageObject\"><img decoding=\"async\" src=\"http:\/\/e02-elmundo.uecdn.es\/assets\/multimedia\/imagenes\/2016\/03\/25\/14589306581782.jpg\" alt=\"\" \/><\/figure>\n<div><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/danielmarin.naukas.com\/files\/2012\/12\/IM20121216alas141.png\" alt=\"\" width=\"320\" height=\"246\" \/><\/div>\n<div><em><strong>Determinaci\u00f3n de la topograf\u00eda de Tit\u00e1n a partir de las im\u00e1genes de radar SAR: una tarea complicada (NASA).<\/strong><\/em><\/div>\n<div><img decoding=\"async\" src=\"https:\/\/e00-elmundo.uecdn.es\/assets\/multimedia\/imagenes\/2016\/03\/25\/14589306581782.jpg\" alt=\"\" \/><figcaption itemprop=\"description\">\n<div>El tr\u00edo de crestas monta\u00f1osas de Tit\u00e1n conocido como Montes Mithrim, donde se encuentran los picos m\u00e1s altos del sat\u00e9lite.\u00a0NASA\/JPL-CALTECH\/A<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a><\/div>\n<\/figcaption><\/div>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<div><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/danielmarin.naukas.com\/files\/2012\/12\/TitanEarthComparisonat29kmperpx.png\" alt=\"\" width=\"320\" height=\"197\" \/><\/div>\n<div><strong><em>\u00a0 \u00a0 \u00a0 \u00a0Tit\u00e1n comparado con la Tierra (NASA).<\/em><\/strong><\/div>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" title=\"Tit\u00e1n (i) durante su \u00f3rbita alrededor de Saturno. | NASA\" src=\"https:\/\/e00-elmundo.uecdn.es\/elmundo\/imagenes\/2012\/06\/28\/ciencia\/1340880583_0.jpg\" alt=\"Tit\u00e1n (i) durante su \u00f3rbita alrededor de Saturno. | NASA\" width=\"470\" height=\"313\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>Tit\u00e1n (i) durante su \u00f3rbita alrededor de Saturno. | NASA<\/p>\n<p>&nbsp;<\/p>\n<div id=\"desarrollo_noticia\">\n<div id=\"tamano\">\n<p style=\"text-align: justify;\">Los cient\u00edficos ya sospechaban que Tit\u00e1n, la mayor luna de Saturno, albergaba agua l\u00edquida, aunque no hab\u00edan podido demostrarlo hasta ahora. Lo pudieron hacer gracias a los datos aportados por &#8216;Cassini&#8217;, la sonda de la\u00a0<a href=\"http:\/\/www.nasa.gov\/\" target=\"_blank\">NASA<\/a>\u00a0que en 2004 entr\u00f3 en la \u00f3rbita de Saturno.<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan un estudio publicado en la revista\u00a0<a href=\"http:\/\/www.sciencemag.org\/\" target=\"_blank\">&#8216;Science&#8217;<\/a>, las deformaciones en el interior de la luna detectadas por el orbitador sugieren que Tit\u00e1n alberga un oc\u00e9ano subterr\u00e1neo de agua l\u00edquida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ca\u00f1ones de metano en Tit\u00e1n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSRayZI2GFa-vCP10hyX1833R5TrepLHtJucOozPQLQFpxNpaxpy2IM9iprBy3A4MbAWEU&amp;usqp=CAU\" alt=\"Y si la respuesta al origen de la vida estuviera en Tit\u00e1n? | El Imparcial\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSqre3OP_FaUeOJDCPDDauhMTokEIn9SAz9QNHknqkWLH3_8pofbzvfkylcE0B91U3TRLs&amp;usqp=CAU\" alt=\"Lluvias estacionales en Tit\u00e1n | Actualidad | Investigaci\u00f3n y Ciencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS2vn5SauPX-Dh4b2r6nSORFVD1UtMildOo5DchXoyYXrvO5b82mcG9NhXVTAUr4x9DpIw&amp;usqp=CAU\" alt=\"Tormenta de polvo de la superficie de Tit\u00e1n, la ilustraci\u00f3n. Tit\u00e1n, la luna  m\u00e1s grande de\" \/><\/p>\n<p style=\"text-align: justify;\">En la ilustraci\u00f3n \u00faltima se representa una tormenta de polvo en la Superficie de Tit\u00e1n<\/p>\n<h1><span style=\"text-align: justify; font-size: 13px; font-weight: normal;\">&#8211;\u00a0ID de la imagen: PT5HGC<\/span><\/h1>\n<p style=\"text-align: justify;\">Con im\u00e1genes como \u00e9stas de arriba se pudo leer:<\/p>\n<p style=\"text-align: justify;\">&#8220;La NASA confirma que la luna\u00a0<strong>Tit\u00e1n<\/strong>\u00a0podr\u00eda albergar una &#8220;extra\u00f1a vida alien\u00edgena basada en\u00a0<strong>metano<\/strong>&#8221;\u00a0<strong>Tit\u00e1n<\/strong>\u00a0es muy singular porque tiene un\u00a0<strong>oc\u00e9ano<\/strong>\u00a0en el subsuelo y lagos de hidrocarburos en\u00a0<strong>superficie<\/strong>. &#8220;Puede representar la mejor posibilidad en nuestro sistema solar, de encontrar vida&#8221;, dicen los expertos.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/live.mrf.io\/statics\/i\/ps\/www.muycomputer.com\/wp-content\/uploads\/2019\/06\/superficie-de-Titan-representacion-artistica.jpg?width=1200&amp;enable=upscale\" alt=\"La NASA buscar\u00e1 evidencias de vida en la superficie de Tit\u00e1n - MuyComputer\" \/><\/p>\n<\/blockquote>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<blockquote>\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 \u00a0 \u00a0 \u00a0 \u00a0 En la superficie de Tit\u00e1n podr\u00eda existir alguna clase de Vida<\/p>\n<\/blockquote>\n<header id=\"mvp-post-head\">\n<h3><\/h3>\n<\/header>\n<p>&nbsp;<\/p>\n<div>\n<div id=\"mvp-post-content\">\n<div id=\"mvp-post-feat-img\"><img decoding=\"async\" loading=\"lazy\" title=\"La NASA buscar\u00e1 evidencias de vida en la superficie de Tit\u00e1n - MuyComputer 30\" src=\"https:\/\/www.muycomputer.com\/wp-content\/uploads\/2019\/06\/superficie-de-Titan-representacion-artistica.jpg\" alt=\"superficie de Tit\u00e1n (representaci\u00f3n art\u00edstica)\" width=\"1000\" height=\"600\" \/><\/div>\n<div id=\"mvp-content-wrap\">\n<div>\n<div id=\"mvp-content-body\">\n<div id=\"mvp-content-body-top\">\n<div id=\"mvp-content-main\">\n<div id=\"tps_slideContainer_245641\">\n<div>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">La\u00a0<strong>NASA, en su momento, anunci\u00f3 detalladamente la misi\u00f3n futura llamada<\/strong>\u00a0<strong>\u00a0Dragonfly<\/strong>\u00a0(lib\u00e9lula), mediante la cual pretende realizar un\u00a0<strong>viaje a la superficie de Tit\u00e1n<\/strong>\u00a0que, entre otras misiones, tratar\u00e1 de encontrar rastros de vida en el peque\u00f1o mundo.<\/p>\n<\/blockquote>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p>&nbsp;<\/p>\n<p>&nbsp;<figcaption itemprop=\"description\">&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/img.blogs.es\/anexom\/wp-content\/uploads\/2020\/01\/mapa-titan-portada.jpg\" alt=\"El mapa de Tit\u00e1n: as\u00ed es la luna que podr\u00eda albergar vida extraterrestre\" \/><\/p>\n<\/figcaption>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Tres mil trescientos treinta y siete metros. Esa es la altura de la monta\u00f1a m\u00e1s alta de Tit\u00e1n, la mayor luna del planeta Saturno,\u00a0seg\u00fan los cient\u00edficos de la NASA. Una cifra sorprendentemente precisa teniendo en cuenta que la estimaci\u00f3n se ha realizado con los datos recogidos por Cassini que comenz\u00f3 a explorar Saturno y algunas de sus lunas all\u00e1 por el 2.004.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.lr21.com.uy\/wp-content\/uploads\/2016\/03\/titan.jpg\" alt=\"titan\" width=\"728\" height=\"420\" data-id=\"1282070\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;El pico de 3.337 metros se encuentra en un sistema denominado Montes Mithrim, un tr\u00edo de crestas monta\u00f1osas que alberga varios picos de unos 3.000 metros de altura. Otras regiones de Tit\u00e1n tienen monta\u00f1as de esa altitud, como una zona denominada Xanadu o el \u00e1rea en la que en enero de 2005 aterriz\u00f3 la sonda <em>Huygens<\/em>, de la Agencia Espacial Europea (ESA), que viaj\u00f3 a Saturno junto con <em>Cassini<\/em>. La mayor parte de las monta\u00f1as m\u00e1s elevadas de Tit\u00e1n est\u00e1n cerca de su ecuador.<\/p>\n<p style=\"text-align: justify;\">Esta investigaci\u00f3n, explica la NASA, tuvo su origen en la b\u00fasqueda de zonas activas en la corteza de Tit\u00e1n, es decir, lugares en los que las fuerzas din\u00e1micas han modelado el paisaje, posiblemente en un pasado relativamente reciente.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<h3 style=\"text-align: justify;\">Un oc\u00e9ano de agua l\u00edquida<\/h3>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es la Erosi\u00f3n?: Causas y Consecuencias| Twenergy \u2713\" \/><img decoding=\"async\" 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\" alt=\"Los r\u00edos m\u00e1s largos de Espa\u00f1a - Mucha Monta\u00f1a\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En la Tierra, las monta\u00f1as y los acantilados suelen encontrarse en lugares que han sufrido la acci\u00f3n de la erosi\u00f3n. Han sido modelados por la acci\u00f3n del viento, la lluvia o las corrientes de agua durante largos periodos de tiempo. La sonda <em>Cassini <\/em>ha revelado que tambi\u00e9n el paisaje de Tit\u00e1n ha sido modelado por la acci\u00f3n de la lluvia y los r\u00edos, aunque los autores de este estudio creen que esos procesos han sido mucho m\u00e1s lentos en Tit\u00e1n que en nuestro planeta. La explicaci\u00f3n que ofrecen es que, al encontrarse diez veces m\u00e1s lejos del Sol que la Tierra, recibe de nuestra estrella menos energ\u00eda para alimentar esos procesos de erosi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Asimismo, creen que la corteza helada de Tit\u00e1n se asienta sobre un oc\u00e9ano de agua l\u00edquida que probablemente act\u00faa de forma parecida a como lo hace el manto superior terrestre, la capa de material fluido y caliente y sometido a alta presi\u00f3n que hay bajo la corteza. Se desplaza muy lentamente y provoca deformaciones.<\/p>\n<p style=\"text-align: justify;\">Para los cient\u00edficos, la altitud de las monta\u00f1as de Tit\u00e1n es significativa (pese a que quedan lejos de los casi 9.000 m. que alcanzan en la Tierra) y sugiere que en la actualidad hay fuerzas tect\u00f3nicas activas que podr\u00edan estar afectando a su superficie.<\/p>\n<p style=\"text-align: justify;\">Aunque inicialmente estaba previsto que la sonda <em>Cassini<\/em> trabajara durante cuatro a\u00f1os, la buena salud de sus instrumentos ha hecho que la NASA prorrogue varias veces su misi\u00f3n y siga en funcionamiento en la actualidad.<\/p>\n<p style=\"text-align: justify;\">Noticias<\/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%2F2021%2F04%2F05%2Fno-conocemos-ni-nuestro-propio-barrio%2F&amp;title=No+conocemos+ni+nuestro+propio+%26%238220%3Bbarrio%26%238221%3B' 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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Monta\u00f1as de m\u00e1s de 3.000 metros en Tit\u00e1n, la mayor luna de Saturno Mecanismos de formaci\u00f3n de volcanes en la Tierra y en Tit\u00e1n (NASA). [&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\/14839"}],"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=14839"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/14839\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=14839"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=14839"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=14839"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}