{"id":19569,"date":"2020-11-07T06:00:33","date_gmt":"2020-11-07T05:00:33","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=19569"},"modified":"2020-11-07T06:10:56","modified_gmt":"2020-11-07T05:10:56","slug":"se-oyen-algunas-cosas-que-%c2%a1producen-verguenza","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/11\/07\/se-oyen-algunas-cosas-que-%c2%a1producen-verguenza\/","title":{"rendered":"SE OYEN ALGUNAS COSAS QUE&#8230; \u00a1Producen verguenza!"},"content":{"rendered":"<div id=\"navigation\"><strong>NOTICIAS NASA<\/strong><\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u0412\u043e\u0437\u043b\u0435 \u0421\u043e\u043b\u043d\u0435\u0447\u043d\u043e\u0439 \u0441\u0438\u0441\u0442\u0435\u043c\u044b \u043d\u0430\u0448\u043b\u0438 \u0443\u0440\u0430\u0433\u0430\u043d \u0438\u0437 \u0442\u0435\u043c\u043d\u043e\u0439 \u043c\u0430\u0442\u0435\u0440\u0438\u0438 - \u0422\u0415\u0425\u041d\u041e bigmir)net\" \/><\/p>\n<p>&nbsp;<\/p>\n<h2 style=\"text-align: justify;\">La Tierra Podr\u00eda Tener Pelos de Materia Oscura<\/h2>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El Sistema Solar podr\u00eda ser mucho m\u00e1s &#8220;peludo&#8221; de lo que pens\u00e1bamos. Un nuevo estudio publicado hace alg\u00fan tiempo por Gary Pr\u00e9zeau del Laboratorio de Propulsi\u00f3n a Chorro de la NASA propone la presencia de largos filamentos de &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; o &#8220;pelos&#8221;.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.abc.es\/media\/ciencia\/2015\/11\/23\/darkgalaxy--620x349.jpg\" alt=\"Resultado de imagen de \u00bfDonde est\u00e1 la Materia Oscura\u00bf\" width=\"484\" height=\"272\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ponen im\u00e1genes como estas para tratar de significar que la &#8220;marteria oscura&#8221; est\u00e1 ah\u00ed. Sin embargo, todo son especulaciones que, al no estar basadas en hechos que se puedan demostrar experimentalmente, tienen el valor de una intuici\u00f3n, es decir, puede valer mucho o nada.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQI_RI1qTymAjg3ECB1Ito--kgGl8ozPSRFQw&amp;usqp=CAU\" alt=\"La materia oscura que rodea La Tierra |\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cabellos&quot; del planeta: la Tierra podr\u00eda estar rodeada de materia oscura  (Fotos) - RT\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> es una sustancia invisible y misteriosa que constituye alrededor del 27 por ciento de toda la materia y energ\u00eda en el universo. La materia ordinaria, que representa todo lo que podemos ver a nuestro alrededor, es s\u00f3lo el 5 por ciento del universo. El resto es energ\u00eda oscura, un extra\u00f1o fen\u00f3meno asociado con la aceleraci\u00f3n de nuestro universo en expansi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Ni la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> ni la energ\u00eda han sido detectadas directamente, aunque muchos experimentos tratan de desbloquear el misterio, tanto bajo tierra como en el espacio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Materia oscura - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"De que est\u00e1 compuesta la materia oscura? - George de la f\u00edsica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Alguna clase de materia (aparte de la bari\u00f3nica), parece estar produciendo efectos gravitatorios en el movimiento de las galaxias&#8230; \u00bfSer\u00e1 la dichosa &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;, o, por el contrario, se tratar\u00e1 de algo desconocido por descubrir.<\/p>\n<p style=\"text-align: justify;\">Bas\u00e1ndose en muchas observaciones de su <a href=\"#\" onclick=\"referencia('fuerza gravitacional',event); return false;\">fuerza gravitacional<\/a> en acci\u00f3n, los cient\u00edficos est\u00e1n seguros de que la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> existe, y han medido cu\u00e1nta hay en el universo con una precisi\u00f3n de m\u00e1s del uno por ciento. La teor\u00eda m\u00e1s aceptada es que la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> es &#8220;fr\u00eda&#8221;, lo que significa que no se mueve mucho, y es &#8220;oscura&#8221; en la medida que no produce o interact\u00faa con la luz.<\/p>\n<p style=\"text-align: justify;\">Las galaxias, que contienen estrellas hechas de materia ordinaria, se forman debido a las fluctuaciones en la densidad de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>. La gravedad act\u00faa como el pegamento que mantiene unidas materia ordinaria y oscura en las galaxias.<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan c\u00e1lculos realizados en la d\u00e9cada de 1990 y simulaciones realizadas en la \u00faltima d\u00e9cada, la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> forma &#8220;corrientes de grano fino&#8221; de part\u00edculas que se mueven a la misma velocidad y orbitan galaxias como la nuestra.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los pelos de la Tierra y la materia oscura\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pr\u00e9zeau compara la formaci\u00f3n de corrientes de grano fino de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> a la mezcla de chocolate y helado de vainilla. Si se mezclan girando una cuchara se obtiene un remolino con un patr\u00f3n mixto, pero todav\u00eda se pueden apreciar los colores individuales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/okdiario.com\/img\/2020\/03\/05\/receta-de-helado-de-vainilla-con-cobertura-de-chocolate-655x368.jpg\" alt=\"Helado de vainilla con cobertura de chocolate\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Una corriente puede ser mucho m\u00e1s grande que el sistema solar en s\u00ed mismo, y hay muchas corrientes diferentes que cruzan nuestro vecindario gal\u00e1ctico,&#8221;<\/p>\n<p style=\"text-align: justify;\">Cuando la gravedad interact\u00faa con el gas fr\u00edo de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> durante la formaci\u00f3n de la galaxia, todas las part\u00edculas dentro de una corriente continua viajando a la misma velocidad&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Dijo Pr\u00e9zeau.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero&#8230; \u00bfQu\u00e9 ocurre cuando estas corrientes se aproximan a la Tierra? Pr\u00e9zeau ha utilizado simulaciones por ordenador para averiguarlo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es la materia oscura? | Muy Interesante\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT_kOOR-m_bIJ5FLRywidIkIu9VROSJLEDs2A&amp;usqp=CAU\" alt=\"C\u00f3mo podr\u00edamos resolver la estructura del Universo? : Blog de Emilio  Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo cierto es que, en nuestro Universo, s\u00f3lo la materia Bari\u00f3nica ha sido observada en mil formas diferentes: Se constituye en Galaxias, Estrellas y Mundos, se conforma en objetos inanimados y en Seres Vivos, y, se constituye desde las part\u00edculas elementales hasta los objetos m\u00e1s grandes del Universo. Sin embargo, de la tan cacareada &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;&#8230; \u00bfQu\u00e9 sabemos?<\/p>\n<p style=\"text-align: justify;\">Pr\u00e9zeau, llevado de la euforia del momento prosigue y su an\u00e1lisis concluye que cuando una corriente de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> pasa a trav\u00e9s de un planeta, la corriente de part\u00edculas se concentran en un filamento ultra-denso, o &#8216;pelo&#8217;, de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>. De hecho, deber\u00eda haber muchos &#8216;pelos&#8217; brotando de la Tierra.<\/p>\n<p style=\"text-align: justify;\">Una corriente de materia ordinaria no atravesar\u00eda la Tierra y saldr\u00eda por el otro lado. Desde el punto de vista de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, la Tierra no es un obst\u00e1culo. Seg\u00fan las simulaciones de Pr\u00e9zeau, la gravedad de la Tierra concentrar\u00eda y curvar\u00eda la corriente de part\u00edculas de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> en un estrecho pelo denso.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.elreporte.com.uy\/wp-content\/uploads\/2015\/11\/tierra-303-1_435x450.jpg\" alt=\"Resultado de imagen de El pelo que emerge del planeta Tierra tiene ra\u00edces (como materia oscura&quot;\" width=\"380\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Y siguen diciendo lo que realmente no comprenden<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Los pelos que emergen de los planetas tienen dos &#8220;ra\u00edces&#8221;, las concentraciones m\u00e1s densas de part\u00edculas de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> en el pelo, y las puntas, donde termina el cabello. Cuando las part\u00edculas de un flujo de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> pasan a trav\u00e9s del n\u00facleo de la Tierra, se centran en la &#8220;ra\u00edz&#8221; de un cabello, donde la densidad de las part\u00edculas es de aproximadamente mil millones de veces m\u00e1s que el promedio. La ra\u00edz del pelo deber\u00eda estar a alrededor de 1 mill\u00f3n de kil\u00f3metros de distancia de la superficie, dos veces m\u00e1s lejos que la Luna. Las part\u00edculas de flujo que rozan la superficie de la Tierra forman la punta del cabello, casi el doble de lejos de la Tierra que la ra\u00edz del cabello.&#8221;<\/p>\n<p style=\"text-align: justify;\">&#8220;Si pudi\u00e9ramos determinar la ubicaci\u00f3n de la ra\u00edz de estos pelos, podr\u00edamos enviar potencialmente una sonda all\u00ed y conseguir una gran cantidad de datos sobre la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;.<\/p>\n<p style=\"text-align: justify;\">Dijo Pr\u00e9zeau.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Una corriente que pasa por el n\u00facleo de J\u00fapiter producir\u00eda ra\u00edces incluso m\u00e1s densas: casi mil millones de veces m\u00e1s densas que el flujo original, de acuerdo con las simulaciones. Y, sin ning\u00fan pudor, seguimos afirmando lo que s\u00f3lo son simples especulaciones.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/i1.wp.com\/hipertextual.com\/files\/2017\/08\/materia-oscura.jpg?resize=670%2C413&amp;ssl=1\" alt=\"Resultado de imagen de La materia oscura no se deja ver\" width=\"484\" height=\"298\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Podr\u00eda estar ah\u00ed presente pero&#8230; \u00bfEst\u00e1? No se deja ver, no sabemos de qu\u00e9 est\u00e1 conformada, tampoco sabemos por qu\u00e9 emite gravedad y no radiaci\u00f3n, y, no sabemos si realmente existe.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;La <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> ha eludido todos los intentos de detecci\u00f3n directa durante m\u00e1s de 30 a\u00f1os. Las ra\u00edces de los pelos de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> ser\u00edan un lugar atractivo a la vista, teniendo en cuenta lo densas que se cree que son&#8221;.<\/p>\n<p style=\"text-align: justify;\">Dijo Charles Lawrence, jefe cient\u00edfico de la astronom\u00eda del JPL.<\/p>\n<p style=\"text-align: justify;\">Te\u00f3ricamente, si fuera posible acceder a esta informaci\u00f3n, los cient\u00edficos podr\u00edan utilizar pelos de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> fr\u00eda para trazar las capas de cualquier cuerpo planetario, e incluso deducir las profundidades de los oc\u00e9anos en las lunas heladas.<\/p>\n<p style=\"text-align: justify;\">Noticias NASA (Que yo llamar\u00eda cuentos de Navidad).<\/p>\n<p>&nbsp;<\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F11%2F07%2Fse-oyen-algunas-cosas-que-%25c2%25a1producen-verguenza%2F&amp;title=SE+OYEN+ALGUNAS+COSAS+QUE%26%238230%3B+%C2%A1Producen+verguenza%21' 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; 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de lo que pens\u00e1bamos. Un nuevo estudio publicado hace alg\u00fan tiempo por Gary Pr\u00e9zeau del Laboratorio de Propulsi\u00f3n a Chorro de la NASA propone la presencia de largos filamentos de &#8220;materia oscura&#8221; o &#8220;pelos&#8221;. [&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":[412],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/19569"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=19569"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/19569\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=19569"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=19569"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=19569"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}