{"id":7923,"date":"2026-04-03T07:16:50","date_gmt":"2026-04-03T06:16:50","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=7923"},"modified":"2026-04-03T07:16:48","modified_gmt":"2026-04-03T06:16:48","slug":"el-saber-ocupa-lugar-y-%c2%a1tiempo","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2026\/04\/03\/el-saber-ocupa-lugar-y-%c2%a1tiempo\/","title":{"rendered":"El saber ocupa lugar  (en la Mente) y&#8230; \u00a1Tiempo! (en nuestras vidas)"},"content":{"rendered":"<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-_-GM3dYLW1c\/UUnJUPRQPuI\/AAAAAAAAMII\/-egqkBd1Do8\/s1600\/m42_wittich_960.jpg\" alt=\"Nebulosas Moleculares Gigantes\u2026 \u00a1Y mucho m\u00e1s! : Blog de Emilio Silvera V.\" \/><\/p>\n<p><strong>La Nebulosa moilecular de Orti\u00f3n<\/strong><\/p>\n<p style=\"text-align: justify;\"><span data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">La Nebulosa Molecular de Ori\u00f3n, conocida com\u00fanmente como la <!--TgQPHd|[]--><\/span><strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">Gran Nebulosa de Ori\u00f3n<\/strong>, es una vasta regi\u00f3n de formaci\u00f3n estelar y una de las nebulosas m\u00e1s brillantes visibles desde la Tierra.<\/p>\n<ul class=\"KsbFXc U6u95\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">\n<li class=\"dF3vjf\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-hveid=\"CAQQAA\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">Di\u00e1metro:<!--TgQPHd|[]--><\/strong> Se estima que la nebulosa tiene un di\u00e1metro de aproximadamente <strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">24 a 30 a\u00f1os luz<!--TgQPHd|[]--><\/strong>.<!--TgQPHd|[]--><\/span><!--TgQPHd|[]--><\/li>\n<li class=\"dF3vjf\" style=\"text-align: justify;\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-hveid=\"CAQQAQ\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">Distancia:<!--TgQPHd|[]--><\/strong> Se encuentra a unos <strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">1,270 a 1,500 a\u00f1os luz<!--TgQPHd|[]--><\/strong> de la Tierra, lo que la convierte en una de las regiones de formaci\u00f3n estelar masiva m\u00e1s cercanas a nuestro sistema solar.<!--TgQPHd|[]--><\/span><!--TgQPHd|[]--><\/li>\n<li class=\"dF3vjf\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-hveid=\"CAQQAg\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">Masa:<!--TgQPHd|[]--><\/strong> Contiene una masa total de gas y polvo equivalente a unas <strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">2,000 veces la masa del Sol<!--TgQPHd|[]--><\/strong>.<!--TgQPHd|[]--><\/span><!--TgQPHd|[]--><\/li>\n<li class=\"dF3vjf\" style=\"text-align: justify;\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-hveid=\"CAQQAw\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">Contenido estelar:<!--TgQPHd|[]--><\/strong> Alberga m\u00e1s de 3,000 estrellas j\u00f3venes y <a href=\"#\" onclick=\"referencia('protoestrella',event); return false;\">protoestrella<\/a>s, incluyendo el famoso c\u00famulo del Trapecio en su n\u00facleo, responsable de iluminar la nebulosa.<!--TgQPHd|[]--><\/span>\u00a0<!--TgQPHd|[]--><\/li>\n<p><!--TgQPHd|[]--><\/ul>\n<div class=\"Fsg96\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><!--TgQPHd|[]--><\/div>\n<div class=\"otQkpb\" role=\"heading\" aria-level=\"3\" data-animation-nesting=\"\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 20px; font-weight: 600; margin: 24px 0px 12px; text-decoration: none; border-bottom: 0px none rgb(0, 29, 53);\">Elementos y Composici\u00f3n<!--TgQPHd|[]--><\/div>\n<div class=\"Y3BBE\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-hveid=\"CAYQAA\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">La Nebulosa de Ori\u00f3n es una nube de polvo y gas interestelar, compuesta principalmente por los elementos m\u00e1s abundantes del universo:\u00a0<!--TgQPHd|[]--><\/div>\n<ol class=\"IaGLZe VimKh\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">\n<li class=\"dF3vjf\" style=\"text-align: justify;\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-hveid=\"CAgQAA\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">Hidr\u00f3geno:<!--TgQPHd|[]--><\/strong> Es el componente mayoritario, que al ser ionizado por la radiaci\u00f3n de estrellas j\u00f3venes, le da a la nebulosa su caracter\u00edstico color rojizo (emisi\u00f3n H-alfa).<!--TgQPHd|[]--><\/span><!--TgQPHd|[]--><\/li>\n<li class=\"dF3vjf\" style=\"text-align: justify;\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-hveid=\"CAgQAQ\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">Helio:<!--TgQPHd|[]--><\/strong> El segundo elemento m\u00e1s abundante.<!--TgQPHd|[]--><\/span><!--TgQPHd|[]--><\/li>\n<li class=\"dF3vjf\" style=\"text-align: justify;\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-hveid=\"CAgQAg\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">Ox\u00edgeno:<!--TgQPHd|[]--><\/strong> Responsable de las tonalidades verdosas en las zonas de gas ionizado.<!--TgQPHd|[]--><\/span><!--TgQPHd|[]--><\/li>\n<li class=\"dF3vjf\" style=\"text-align: justify;\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-hveid=\"CAgQAw\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">Polvo C\u00f3smico:<!--TgQPHd|[]--><\/strong> Compuesto por part\u00edculas diminutas que absorben la luz estelar, creando regiones oscuras y estructuras filamentosas (silicatos, carbono).<!--TgQPHd|[]--><\/span><!--TgQPHd|[]--><\/li>\n<li class=\"dF3vjf\" style=\"text-align: justify;\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-hveid=\"CAgQBA\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><strong class=\"Yjhzub\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 700; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">Mol\u00e9culas org\u00e1nicas y complejas:<!--TgQPHd|[]--><\/strong> Al ser una &#8220;nebulosa molecular&#8221;, contiene mol\u00e9culas m\u00e1s complejas formadas en el polvo, incluyendo mon\u00f3xido de carbono (CO) y agua, que son precursores de la vida.<\/span><!--TgQPHd|[]--><\/li>\n<p><!--TgQPHd|[]--><\/ol>\n<div class=\"Y3BBE Lem6n\" style=\"text-align: justify;\" data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-hveid=\"CAkQAA\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><span class=\"N9Q8Lc\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\">La nebulosa brilla principalmente por la fluorescencia provocada por la radiaci\u00f3n ultravioleta de las estrellas j\u00f3venes masivas en su interior.<\/span>\u00a0 Ah\u00ed se forman nuesvos sistemas planetarios y la qu\u00edmica all\u00ed presente forman mol\u00e9culas esenciales para \u00f1la vida.<\/div>\n<div data-sfc-cp=\"\" data-sfc-root=\"c\" data-sfc-cb=\"\" data-hveid=\"CAkQAA\" data-processed=\"true\" data-copy-service-computed-style=\"font-family: &quot;Google Sans&quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px none rgb(10, 10, 10);\"><\/div>\n<p><img decoding=\"async\" src=\"https:\/\/perosimuove.wordpress.com\/wp-content\/uploads\/2015\/11\/figs_f03.png?w=584&amp;h=390\" alt=\"Nebulosas Planetarias y estrellas enanas blancas : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.areaciencias.com\/imagenes\/muerte-del-sol.jpg\" alt=\"La Muerte del Sol C\u00f3mo y Cuando Ser\u00e1 - Areaciencias\" width=\"589\" height=\"211\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Este es el camino que recorrer\u00e1 nuestro Sol cuando agote su combustible nuclear de fusi\u00f3n<\/p>\n<p style=\"text-align: justify;\">Muchas son las cosas que ignoramos del Universo y, mientras as\u00ed sea, tendremos capacidad para el asombro. Mirad las imagines de arriba: Unas bonitas pero extra\u00f1as nebulosas planetarias bipolares. Una estrella como nuestro Sol que al final de su vida, habiendo agotado todo su combustible nuclear de fusi\u00f3n, se contrae sobre s\u00ed misma para formar una <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> y, en el proceso, eyecta sus capas exteriores al espacio interestelar de distintas maneras, de tal forma es as\u00ed que, la variedad de nebulosas planetarias es muy diversa pero, todas hermosas.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/astrofisicamas.cl\/wp-content\/uploads\/2023\/09\/pasted-image-0-1.png\" alt=\"Ciclo de las Estrellas - Instituto Milenio de Astrof\u00edsica MAS\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img.freepik.com\/vector-premium\/infografia-estrella-ciclo-vida_1284-72279.jpg\" alt=\"Infograf\u00eda de la estrella del ciclo de vida | Vector Premium\" width=\"501\" height=\"286\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Generalmente, la gente sencilla no sabe, en realidad, como se forman y nacen las estrellas, como viven y al final de sus &#8220;vidas&#8221; qu\u00e9\u00a0 ocurre, en qu\u00e9 se transforman y que transiciones de fase y cambios se producen en el material que la conforma, en qu\u00e9 se convierten. Igualmente ocurre con el origen de las Nebulosas, o, c\u00f3mo son los mecanismos que rigen en las galaxias y las fuerzas que est\u00e1n presentes a lo largo y a lo ancho de todo el Cosmos. Es l\u00f3gico que sea de esta manera y, la gente sencilla y no versada en \u00e9stos temas, incluso hablar del propio planeta es, para ellos, hablar de algo muy grande, casi infinito y eterno. La capacidad de entender lo que el Universo es, se les escapa. Viven en un &#8220;mundo&#8221; local, de cosas peque\u00f1as y cotidianas, lo inmediato es lo que llama su atenci\u00f3n y les preocupa.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/0\/00\/Universe_expansion_es.png\" alt=\"File:Universe expansion es.png\" width=\"480\" height=\"480\" \/><\/p>\n<p style=\"text-align: justify;\">Si preguntamos por el significado del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, la expansi\u00f3n del universo, c\u00f3mo nacen y mueren las estrellas, o, c\u00f3mo se pudieron formar las galaxias, qu\u00e9 es una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a>, a qu\u00e9 se refiere la <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, qu\u00e9 son los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, qu\u00e9 significan las constantes universales, qu\u00e9 es la mec\u00e1nica cu\u00e1ntica, el modelo est\u00e1ndar, la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, el significado de E = mc<sup>2<\/sup>, el <a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a>, la funci\u00f3n de onda de Schr\u00f6dinger, el Principio de exclusi\u00f3n de Pauli, el cu\u00e1nto de acci\u00f3n de Planck, <em>h<\/em>, o el l\u00edmite, la energ\u00eda o <a href=\"#\" onclick=\"referencia('planck tiempo de',event); return false;\">tiempo de Planck<\/a>&#8230;, cualquiera de estas cuestiones, todas tan importantes, ser\u00e1n desconocidas para el 99&#8217;99% de los encuestados. <strong>\u00a1Una aut\u00e9ntica l\u00e1stima!<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/lKbUG3VvUDQ\/hq720.jpg?sqp=-oaymwEhCK4FEIIDSFryq4qpAxMIARUAAAAAGAElAADIQj0AgKJD&amp;rs=AOn4CLC6VGakdYXQoKU8MgI0qHgT9NZ-LQ\" alt=\"Funci\u00f3n de onda cu\u00e1ntica | F\u00edsica | Khan Academy en Espa\u00f1ol - YouTube\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esa es la penosa realidad en la que estamos inmersos. Esas personas desconocedoras de las preguntas\u00a0que antes\u00a0enumeramos,\u00a0s\u00ed podr\u00edan contestar, en cambio, cualquier tema que se les plantee sobre\u00a0cuestiones mundanas e intrascendentes. Ninguna explicaci\u00f3n, aunque somera y sencilla, podr\u00edan dar sobre, por ejemplo, lo que es una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Resultado de imagen de Remanente que oculta una estrella de neutrones\" width=\"300\" height=\"224\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExMVFRUVFxcXFxcVFxUVFxUXFxUXFxUVFRcYHSggGBolHRUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGy0lHyUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAOEA4QMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAEBQACAwEGB\/\/EADQQAAEEAgEDAgQFBAEFAQAAAAEAAgMRBCExEkFRYXEFE4GRFCKhsfAywdHhUhVCcpLxBv\/EABoBAAIDAQEAAAAAAAAAAAAAAAIDAAEEBQb\/xAAmEQADAQACAgICAgIDAAAAAAAAAQIRAyESMRNBBFEUMkLwBSJh\/9oADAMBAAIRAxEAPwD4aooooQiii6QoQ4vVf\/is\/DjEwymE9TKaRRI5BrwacV5VdBVNaM4+Twem+a5heegGvU3\/AGCHUXVaWdA3XlTZxbwtv3WNLWE7V+DaL42lXZoI98ImIUuNoj2VmBA4bOlxJS9QQwq6owLYKvjOjD1FVxj73tX6VUlEoCfRwgq7RXdU6uBeluGo1DZUJPsux58ld6z5KqEzycaEQxubJ1PPV1s6a6KNN33tRxho8ksQt+afJ+6s6c1sn7q\/ylg5qngRkdKfJ+5Wfzj5P3KsWLPpVeDFUdM58n7lQ5B8n7lZ9SyPKXUMU+TDWSZ3\/I\/crNsrv+TvuVn8xWYUly0L2aZp8x\/\/ACd9yordSiHsd8UiFRRRazzBF0BdDVsAAPVX4sKZ32YELoarj1V9J08LZXRn0E9lb5JC3ZL4C1lgPlaJ4Ow8jx1MBDVvFASiGY9I2OEpvwyicMJ+wRuIfJW7cQ2mUcLvCsWkdkpyjr8fBOaBNiK2Zj8Ldnst4j42hcGqGjF2GQLQ8sO6Tgjq50hZ2DiiKS5ka63oV\/JIROPDfPCv1BbYxG+eOCpXRIlIkWFffS1yMcBopcx5xx2V5JEGVoelcZt9lofh1h56XnpbYLRYBsD857Nq\/rSyhJPek4xb6SASOoU7dAiwaI9wqvUA6a9HmZGELN4rlM8+Cilb2ol2tCp9GDws3jR7rchYyOpG51GO8XZiWrrTz4UdIh3OS\/i0y1yqPRv8xRCWPKir4BX8pmDmi9ceor9FwNVqUWlcSOZpeOK1pKz0V8c6tZOJKZHH2OpzMf8ArKUt2QE0uRsReNA49lpUpGdd9HIMcHymTIhrS2w8E901iwL7IWx8dfQq\/DjwtYMf0Xosf4cPCKPwvX+EqrNUZ7EuPi3yjpvhdgUjv+luZ7diFyRzh7JD1vo1rlxdCKTAKo3F7+E9jrRoH07foqT4vULCtthTyoXtbpYy43krfqLTsLheEvGjQrF\/4avVEQQHutjjE8d0bDifluku2N+QUzxADXKyELimT4LPFLpgUVF+eC\/HhNr0WHjfl2h8PHNi06bHQQW9E8nIef8AimNfAXn5sU+CvX54A2UEcxvypGGIEu6el5u20TfdHxN4X8nR5Qx0hMqMJ3Li90DPAPdbJEcvawSyMpZOb5TWWMVVJblR0mYcvlnOzD5Y8qLlKKvEzav0cpdpQLtq5BLMWoiN7WIR+OwkJyRXb6NMWG+yfYONxr\/aXYkSe4btgKqCisD8XGHYIn5akb\/y0PZawNJSWaJ7NcZj+W758e20zw8Zzm7HdV+G4RuieV6T4diVqlj5uXPRplChsBAotsdvRKcjDJ2vZTPFhtClkIGE1VX9QlTzOewvHTxIwyDThQKnyOg74XsczA1oAhKp8G06edP2V4\/oTZGC1w6gL0k0+GfH+V6yHG1Xb+6Fy8PuOyObW4WqaEGNY1f3TKB3Y\/otmYt9rVY8MB2tKrmWH8rApgLWsTvb60tXYuzZPprv9eyH+TtD8aaCXKF40Yu0e6QeEDC2htRzikuXpbryBs8U4oGTujchpNWORY9d1r9UPI0gJ0LA9F0tIKevCOc20HkkLQgaroVztSvMcE2md4SnMAJ\/dPlHP5qeAvUF1c6R5XUWGPyZguqoKss8NFlgj8OSglwR+NevBT0+goXYyx5btO8Di0lgYAB5TfBNAfZW2C+Np9jbEdekxjIBSpgogJpE26PCTRo4UO8aQVohNcPKJF3x4Xm44yf6SjMZ9b8dli5IRrTHuQ4Oom1IMceSsMbK6vyn2\/8AqZQN6QBf+lneroPTUOLRRo+EDNADeq2mJeLq1hMwlCuikKZcarFbPdL5m9tp\/NZHsl0sY+qbNEwWRxHwVcMB7b\/VGiFw\/wBqojvYHujdlA8sVji0E+No5TwQkAWRXsgs7FA32VzQOi97BWiUNIRSKLbFBCyxa5RYHLB3P3\/hD5DhS2lIArwluS9NiS3XRlK8JfIVbJlQBlK0KRD5NOT2eAlmYSAf5aYSyEoHIfejwUxCeRrBbaiN\/ChdRYZcFlroVVFzFeBlwisaQhCrWIrRx3oUdMeY0tpjhyDhJsR1BHudWx3T09H3OHqIiDV\/dGAgd9JHg5Ic0eQmAm0hZUjIPAqr90TFNXsSkseVvz6IyCW0ikaUutHEeSbACeYmSTQ7+V5SB+wmMGQW\/wBQSOSN9EPQCR3UmfW5xsgDQ4GuElxskOG\/v4Tr4dlt0HURf1CRgFPOzs0AP5teqDmwRyE\/MX\/c3g\/qsnwgUVFIHzHnHfVZ032TLKxxdi0C6AnkaV5gfloOxwJIHCpMzVFUeOg65RMjgW7H+kSKbwSZbOkpbk5AHujs2bukGc+yn8aGytMMjJsm0BPMFXKkS2eVaZRVyy084QbpAVl847Q73FNTMtRjNp5elAnItVlffdYqPoU7\/QV84KIXqUU1A+bMlxS1FydLLBaRuorJqIibtNisCmW30HY5o+6ZRO7FLIwNDwjo\/C1xWo3uNQ0wmjdJmz+n1Gl5\/FkII3+vGyN+OE5hk7HdoxNRhmHm0XBMbCwMDh+bpPQTXVR6eqr6b4v0UaCNoKxmjiXXY8xZNi08xJmXR2vL4c46gDxpMc6QNca4OxSVU70C1jPUwMYeNj9QisKEsd6Xa8l8LzyCPK9h8Mm6hrZ7hZqlywL9HqPguUHAtNf7RUuLYN0ksEYaeofVvcL0EOS17b+6powU\/F6hPLjjugctopM8+ux+qRZDvVUPjsW5DN2FnMfy7UyH9rtCv33Vpj\/EXZbxvt\/leeypNpnniib790qy4yfVaOI0Kc7FWRd+UHNiFwJANNrqPYXdX9imGSykFI2gtKQNXnQpn1oISSRx0tZ5gCViHoKvGJrH1oO\/SoSrSjfNrMlC+Uw1OMsoqWupfyr9lYVUXF1ZdCIFrE5ZLoRyy08ejCORMYZQfsk8btI2DWwtEVh0eG2wt79o\/GyNIFzQdjZC7iaPoVpTTRXJNJj6TMeYw3qd0X1dNnp6qq68rXHmBFFLY3f9u\/IsLeIaQtB8feoPiZRI+oXoPwodEx5cN3oCy2vPovOwkmu9fsvUfAsBzrokVsexSrrAaWGseDF1s+U9zxQ6uptU7vW\/55KZfDY3wydxvnx4Psu4DI8XI6Zae0Hdavx\/ZH\/FfiEUsUrmacwAhvJLSd0fTSyum3n0yNLxHnxCRrmNmbp19EjR2Nb\/AGV8OSia\/pK8zg\/EnSCt04Cx6tHPvo\/dOcWQtYOCDY+2wq7TxmW+PEGZM+tpLlAu9B+61bMXOo8KuXJQ44UfZcLx6FmQCG67ICaSxXcfsrGZxcQrmEmvX1AuvUq0s9jhLlNDrsfcpdJH\/PVMZgS4geUPl0AnJNDpr6EM0RLig8tur9Ex6rJQHxLg+y0pg0vJ4jzEoslZrWdixJpY7bF0vF9lZaQpK2m2qGF1XRrhJ1mXk7rpFFFFFBRaOSr\/ACg2K3euNijz\/lUUUQkOqLi6iTIXYUfA5LgUVDJaaq6NH49+NDOKWkbjzA9kqjejIgtMPUdHXXodNbYBHIRkWOXUQEpxXkL1\/wAJZ+X0\/uh5L8UG1i0Ggxi1t8eU6+F\/EKaemg5ouvI7\/ZYTPpuhYPjdeV5187mSWNEJa\/7rsU4dnqp3fiNB39IJ2d8cJU+QiwHXVjqFix9exWTSOkTNeOokhzBfUBQN\/wDijCwOHUwWCNjx5RpJIXmDD4RL+YC9Gl67Hm\/KGk1v+WvKYRoAVR8pzFkAaJBvikjk96LpagqR1Sa7q0xB52gnP6j1A7H7Ihuh5S2ylIG7F7\/z2XJ4j0X4P7op3fhLpM7RH6Ip1voYhTI3pcSdpZnSXY7JhmG7A8pLI42fRbon7M\/JfiAtOyl3xKX8pR8jaca7pT8Zd+Qo6XQfFevROTtZOG1IXW4AuDQTVm6HqaBNewWEklE1v1XMpNvAq5Z8dZoSL2AfuvR\/9bxBhGL8ODK519YPAu6BNka1S8mXFUQVIlfkudxBHzmf8D\/7f6UQ6isT5v8A1IiY\/AMaGSZrciUxR7twb1cAmvS6rvylyigMvHprOxoNNd1DsarSzXF1REb19EW8CyDCimtAOiSPUUftZR+Q3ih+QQwoyFDRNCaYUKbx1p2eGPthnw2MEgOXrcAdNV3Xm4GgVq\/dOsfIpp8Kcuh8i0ah7T+VxG+D3+qTfFsOt\/qtYJ7NrYyBwIdx+yVLaYvxcMU4Erm2GkjqHSfUaNfoEW2ct2DXlZvx+k+6pO6h\/P1WhVrKcpjLHz7rdFMMbJo7Xm4XA8aRuO7ymOEzJaw9WzJDRojaNjzQ0WRfml5tjR09+1G+PNjuipsodNX6JL4kCifEs4uJI039wlxdVey7LvjgICdpIc4VQruAd8UOT9Fp44SWCOW2gmaU+OUvkj5JC5HmjgnaI69eibmCfJV7FuU1IPizvycL0eW8bAXm\/igthpRrUMm89HngOVm5aTRuYS14LT3BBBGrGisVzWKp\/RCuKKJbBIoooqIRRRRQh0Kzm+FRbxtVN4HE+XRtiggg6NUdiwfQg8oprLN1Xtr7KsTUXGxUlp2ODh6NMXGvSawQdKxwWjymIiBBWucRtaUrCkT\/AFUkn\/LQ4tAZjqNBYNmIClMuZH2LNXdGxy8rzmJMSU5iKQ+mS4DmyA6P8+qBzeoc8HuP7omMWtZjQ2NeqbNrTM4a9CmFvcFGMkPdZHHB200fC47qHIK1ppmW5\/Y0xcsjQOkQHNd5HtsJPHL6oqOcVyqFOBg8NDe5SnLcT6D9US7IvuquDTyrkCp6Ff4YWAf37op+RohUlZXdCkpvlpm+FLWiTvSHMl0U2e\/k2k+UOUawX4Un0JMrJfI4ue4ucasuJJ0KGz6BYq8w2s1yL6poj1vsiiiiAoiiiihCKKKKEIiYI92qQR2j4o0u6w2fi8Dp6axgnk\/z1RUB2p8pocQ09QBNGqsdjR4WjBZ4R8TTO7x8blaH49HwES+Q1Q+6Gx4q91aeetBaQmtYJlNJI7+3ZZTCtIoNAKFmO0jmsZEmmKNpwClmIBoVymhhoLK+UKpQfhPsV6+Bf3WuWw8XY8IHHkqrVcrM3V\/VWuXvoT8fZfoF60tXSEd9IH5oOwVGzLRHPoNcOhbnNPNIaRwap8wKkzgeFqnlE\/Ajn43wtBlgpZIxYPlI9U1UVXAsGORlGkF+IWAl6iBx78LPIbTi2w6iRY2DR5B7hMVIy1xYGfMBS3PkHC1GQAEuyn3zyidLDLc52AzBZLWVZLBz\/wB9MJFFFEkhFFFFCFnEaoHjdm7N8jWhVa2qqKKENYHEHSZQOSuN1IyOUJXJOnQ\/D5VP2Mo3ImF27\/0gInrUPQ8dqfZ3JvVo1\/EitrF5vj9UKJFOtbFc4X0avPdYdSq964wLFzXrCT19DLBJR7JN13\/dKYpKBpH40vVRPKzNfY5hM81duUskfZ8IjNn7ISQ2Nj6qk8JKOl5GwVZudqiPqEI4lZOcmzQNvBj+JXHZHhLBJS2ZKtMcuClc0FOlKweVRz1UyLQuQCqRx4WL3HytiEO4pqsx8yKOehZnLTIchHPtF5JnK57\/AMSKhCtaiGpVIyFFF2laUN6j0kltmiQASL0SATR9LKztYWUUUUVEIoortaoWlpUBFRsVmrVgSqo3cPBhrCETG1YsR+BlOjd1MoGiNgH+oEHR9Cs1M7fBPWGMkdePoQf2VaWqoUCZpcI4Apa4WqrmqwW2vov81EQZBCAKkchRpC1zY+wmWXyqh6ElkKnzNK3Oi\/5PbCzKspHoHImP0WH4oop4WZeX\/kZT8WFyuWTcyli6W1gU2Y\/Zz+X8qk9hjIZQKnzUsXQ4hF456B\/m0\/7DP8QqOdaALiuiUouyfy96YRKywhStTLpYq02Z+Vy3qOkqWuKK02hR0lcV7FcHqvmxVVsVXPHdUUb0hFFFFRCLVi6oqYcezaNENXVEijqcBqxEsUUSKOrwEauPUUQj\/wDEgV2qKKmWjGRZtXVExGa\/7A83KxKiiejm83tmWRwhlFE2fRzOf+5FFFEQkiiiihCKKKKEIooooQiiiihCKKKKEIooooQ\/\/9k=\" alt=\"Resultado de imagen de Remanente que oculta el p\u00falsar del cangrejo\" \/><\/p>\n<p>Este es un remanente que oculta a una estrella de Neutrones y el otro un p\u00falsar<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que para las estrellas supermasivas, cuando llegan al final de su ciclo y dejan de brillar por agotamiento de su combustible nuclear, en ese preciso instante, el tiempo se agota para ella. Cuando una estrella pierde el equilibrio existente entre la energ\u00eda termonuclear (que tiende a expandir la estrella) y la fuerza de gravedad (que tiende a comprimirla), al quedar sin oposici\u00f3n esta \u00faltima, la estrella supermasiva se contrae aplastada bajo su propia masa. Queda comprimida hasta tal nivel que llega un momento que desaparece, para convertirse en un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a>, donde dejan de existir el &#8220;tiempo&#8221; y el espacio. A su alrededor nace un <em>horizonte de sucesos<\/em>, que si se traspasa se es engullido por la enorme gravedad del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/francis.naukas.com\/files\/2020\/10\/D20201012-arxiv-astro-ph-9801252-luminet-black-holes.png\" alt=\"El teorema de singularidad de Penrose de 1965 - La Ciencia de la Mula Francis\" width=\"312\" height=\"227\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.ytimg.com\/vi\/6Om3qak9xM8\/maxresdefault.jpg\" alt=\"\u00bfQu\u00e9 es la singularidad?\" width=\"403\" height=\"227\" \/><\/p>\n<p style=\"text-align: justify;\"><ins><ins id=\"aswift_0_anchor\"><\/ins><\/ins> De acuerdo a la teor\u00eda general de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> es un punto te\u00f3rico con volumen cero y densidad infinita. Es el resultado al que cualquier masa que se convierte en <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> tiene que colapsar. El tiempo deja de existir en estas regiones del universo que conocemos como <em><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/em> y, el espacio, queda distorsionado, prisionero en esa densidad aterradora.\u00a0 El mismo <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> (dicen) surgi\u00f3 de una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> de energ\u00eda y densidad infinitas que explosion\u00f3 como consecuencia de una fluctuaci\u00f3n del vac\u00edo y se expandi\u00f3 creando el tiempo, el espacio y la materia.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/apod.nasa.gov\/apod\/image\/1402\/eagle_kp09_2048.jpg\" alt=\"Resultado de imagen de La Nebulosa del \u00c1guila&quot;\" width=\"629\" height=\"645\" \/><\/p>\n<p style=\"text-align: justify;\">En esta Nebulosa gigante molecular, nacen las estrellas s\u00faper-masivas que ser\u00e1n, en el futuro, <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/p>\n<p style=\"text-align: justify;\">Como contraposici\u00f3n a estas enormes densidades de las enanas blancas, estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, existen regiones del espacio que contienen menos galaxias que el promedio o incluso ninguna galaxia; a estas regiones las conocemos como vac\u00edo c\u00f3smico. Han sido detectados vac\u00edos con menos de una d\u00e9cima de la densidad promedio del universo en escalas de hasta 200 millones de a\u00f1os luz en exploraciones del universo profundo. Estas regiones son a menudo esf\u00e9ricas. El primer gran vac\u00edo en ser detectado fue el de Bo\u00f6tes en 1.981; tiene un radio de unos 180 millones de a\u00f1os luz y su centro se encuentra aproximadamente a 500 millones de a\u00f1os luz de la V\u00eda L\u00e1ctea. La existencia de grandes vac\u00edos no es sorprendente, dada la existencia de c\u00famulos de galaxias y superc\u00famulos a escalas muy grandes.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_gmKay0RwMKQ\/SpwTWniof9I\/AAAAAAAAAZA\/PJeEsKA4bFI\/s1600\/Boovoid.gif\" alt=\"\" width=\"480\" height=\"420\" \/><\/p>\n<p style=\"text-align: justify;\">Mientras que en estas regiones la materia es muy escasa, en una sola estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, si pudi\u00e9ramos retirar 1 cm<sup>3<\/sup> de su masa, obtendr\u00edamos una cantidad de materia incre\u00edble. Su densidad es de 10<sup>17<\/sup> Kg\/m<sup>3<\/sup>; los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> est\u00e1n tan juntos que se combinan y forman <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que se degeneran haciendo estable la estrella de ese nombre que, despu\u00e9s del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, es el objeto estelar m\u00e1s denso del universo (al menos hasta que se descubran -si es que existen- las estrellas de Quarks).<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/buzos.com.mx\/storage\/public\/fotogaleria\/noticias\/Importacion\/5137\/romeo.jpg\" alt=\"Espacio curvo de Riemann (II de III)\" width=\"252\" height=\"283\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/buzos.com.mx\/storage\/public\/fotogaleria\/noticias\/Importacion\/5212\/romeo-936.jpg\" alt=\"Espacio curvo de Riemann (III de III)\" width=\"405\" height=\"288\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Es interesante ver c\u00f3mo a trav\u00e9s de las matem\u00e1ticas y la geometr\u00eda, han sabido los seres humanos encontrar la forma de medir el mundo y encontrar las formas del universo. Pasando por Arqu\u00edmedes, Pit\u00e1goras, Tales de Mileto, Emp\u00e9docles, Dem\u00f3crito de Abdera, Anaximandro, Arquitas&#8230;\u00a0 Galileo, <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, Gauss y Riemann o <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>&#8230;, y muchos otros,\u00a0 siempre hemos tratado de buscar las respuestas de las cosas por medio de las matem\u00e1ticas y la intuici\u00f3n. Ahora contamos con sofisticadas m\u00e1quinas de tecnolog\u00eda futurista que nos ayudan a comprobar las teor\u00edas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/noticiasdelaciencia.com\/upload\/img\/periodico\/img_9995.jpg\" alt=\"Resultado de imagen de Energ\u00eda y materia oscura&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Dicen haber confirmado que la energ\u00eda oscura existe<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Se continua buscando la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, su origen, de qu\u00e9 est\u00e1 formada&#8230;.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.group.sener\/wp-content\/uploads\/2023\/09\/Porcentaje-de-energia-y-materia-oscuras-en-la-composicion-del-universo-%C2%A9-ESA.png\" \/><\/p>\n<p style=\"text-align: justify;\">Mientras tanto repartimos los porcentajes por estimaciones intuitivas no comprobadas<\/p>\n<p style=\"text-align: justify;\">Ahora, entre otras muchas cuestiones sin resolver, la que m\u00e1s destaca y apremia, es encontrar la respuesta tan esperada en astronom\u00eda y que alguien responda a la pregunta siguiente: <strong>\u00bfQu\u00e9 es y donde est\u00e1n la energ\u00eda y la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>?<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/s1.abcstatics.com\/media\/ciencia\/2019\/12\/27\/energia-oscura-kkLD--1248x698@abc.jpg\" alt=\"Y si la energ\u00eda oscura no existiera en absoluto?\" width=\"375\" height=\"210\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.mundodeportivo.com\/urbantecno\/hero\/2017\/12\/materia-oscura.jpg?width=1200\" alt=\"Todo lo que debes saber sobre la materia oscura\" width=\"276\" height=\"211\" \/><\/p>\n<p><strong>No tenemos ni idea pero&#8230; \u00a1Las representamos de mil maneras!<\/strong><\/p>\n<p style=\"text-align: justify;\">S\u00ed, sabemos que su presencia puede ser inferida por sus efectos sobre los movimientos de las estrellas y galaxias, aunque no puede ser observada directamente debido a que emite poca o ninguna radiaci\u00f3n. Se piensa que algo m\u00e1s del 90% de la masa del universo se encuentra en alguna forma de energ\u00eda y <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>. Nos dicen que existen evidencias de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> en las galaxias espirales en sus curvas de rotaci\u00f3n. La existencia de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> en los c\u00famulos ricos de galaxias puede ser deducida por el movimiento de las galaxias constituyentes.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5609570828999319938\" class=\"\" src=\"http:\/\/3.bp.blogspot.com\/-ycQku1QkrPk\/Tdky8rzl4YI\/AAAAAAAAACQ\/t494NVUCwIw\/s320\/GalRot.jpg\" alt=\"\" width=\"379\" height=\"249\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0<strong>Claro que, una cosa es deducir y otra&#8230;verificar<\/strong><\/p>\n<p style=\"text-align: justify;\">Las cosas comienzan a tambalearse cuando escuchamos algunos argumentos: &#8220;Una parte de esta <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> puede encontrarse en forma de estrellas poco masivas u objetos con masa del orden de la de J\u00fapiter; dicha materia normal se describe como bari\u00f3nica (los <a href=\"#\" onclick=\"referencia('barion',event); return false;\">bariones<\/a> son los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y otras part\u00edculas formadoras de materia que podemos ver).\u00a0 Por otra parte, tambi\u00e9n puede existir <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> en el espacio entre galaxias, ese espacio que llamamos vac\u00edo y que en realidad est\u00e1 abarrotado de part\u00edculas virtuales que aparecen sin saber de d\u00f3nde y en manos de una millon\u00e9sima de segundo desaparece sin que sepamos a d\u00f3nde, y que podr\u00eda hacer aumentar la densidad media del universo hasta la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a> requerida para invertir la expansi\u00f3n actual.&#8221;<\/p>\n<p style=\"text-align: justify;\">Cuando no se sabe de qu\u00e9 se habla&#8230; se dicen tantas cosas sin sentido que&#8230; se puede llegar con facilidad, a caer en el m\u00e1s espantoso de los rid\u00edculos y, la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> ha llevado a m\u00e1s de uno a situaciones&#8230; poco c\u00f3modas. Las anomal\u00edas observadas y que no sabemos explicar, podr\u00edan tener su origen en otra parte. Incluso podr\u00eda ser posible que la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8230; \u00a1no existiera!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-6SFC0XJtSv4\/TdkzI8AYRuI\/AAAAAAAAACY\/rmn6Uw3rsbM\/s1600\/ENERGA%257E1.JPG\" alt=\"\" width=\"653\" height=\"470\" \/><\/p>\n<p style=\"text-align: justify;\">En una reuni\u00f3n de astronom\u00eda, uno de los ponentes dec\u00eda: &#8220;Si la teor\u00eda del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> es correcta -como parece que lo es-,\u00a0 debe de existir una gran proporci\u00f3n de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> en forma no bari\u00f3nica (que no podemos ver), quiz\u00e1s axiones, fotinos o <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> masivos, supervivientes de las etapas tempranas del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> y, \u00bfpor qu\u00e9 no?, tambi\u00e9n podr\u00edamos suponer que la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> que tanto nos preocupa pudiera estar encerrada dentro de las <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a>es de tantos y tantos <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> que se han debido formar a lo largo de los 13.500 millones de a\u00f1os que es la edad del universo.&#8221; Y, \u00bfpor qu\u00e9 no -podr\u00edamos decir- esa fuerza extra\u00f1a que se observa y que no sabemos de d\u00f3nde procede, no estar\u00e1 generada por un universo paralelo? \u00a1Los cosm\u00f3logos! son la monda.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/2.bp.blogspot.com\/-1Q2qLo2l2jw\/UD8PUCVjBBI\/AAAAAAAAKiM\/v_FnHYUmcQQ\/s1600\/682040main_Stern-2-PIA15810-673.jpg\" alt=\"http:\/\/2.bp.blogspot.com\/-1Q2qLo2l2jw\/UD8PUCVjBBI\/AAAAAAAAKiM\/v_FnHYUmcQQ\/s1600\/682040main_Stern-2-PIA15810-673.jpg\" width=\"516\" height=\"329\" \/><\/p>\n<p style=\"text-align: justify;\">El telescopio espacial WISE ha identificado a millones de candidatos a qu\u00e1sares y hasta 1.000 objetos que se sospecha que son las galaxias m\u00e1s brillantes en el infrarrojo localizadas hasta la fecha. &#8220;Hemos descubierto desde un asteroide bailando delante de la Tierra en su \u00f3rbita, hasta <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> supermasivos y galaxias que se esconden detr\u00e1s de capas de polvo.&#8221; Declar\u00f3 uno de los responsables de la investigaci\u00f3n. Por ejemplo, el <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> gigante en el centro de nuestra galaxia, la V\u00eda L\u00e1ctea, llamado Sagitario A, tiene 4 millones de veces la masa de nuestro Sol y ha pasado por el frenes\u00ed de alimentaciones peri\u00f3dicas donde el material cae hacia el <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, haciendo que se caliente e irradie en su entorno. Pero se sabe de la existencia de <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> de miles de millones de veces la masa de nuestro Sol.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" class=\"\" src=\"http:\/\/bitacoradegalileo.files.wordpress.com\/2010\/09\/sagitario-a-hs-2009-28-g-compass_large_web.jpg\" alt=\"\" width=\"531\" height=\"266\" \/><\/p>\n<p style=\"text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, cuya existencia se dedujo por <strong>Schwarzschild<\/strong> en 1.916 a partir de las ecuaciones de campo de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, son objetos supermasivos, invisibles a nuestra vista (de ah\u00ed su nombre) de los que no escapa ni la luz; tal es la fuerza gravitatoria que generan que incluso engullen la materia de sus estrellas vecinas, del polvo interestelar circundante y de todo material que &#8220;se atreva&#8221; a traspasar la l\u00ednea fat\u00eddica del horizonte de sucesos que marca la puerta de del &#8220;ir\u00e1s y no volver\u00e1s&#8221;.<\/p>\n<p>&nbsp;<\/p>\n<p><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=\"550\" height=\"309\" \/><\/p>\n<p style=\"text-align: justify;\">Pues bien, como en el universo existen innumerables <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>,\u00a0 muchos se preguntaron: \u00bf&#8221;Por qu\u00e9 no creer que sean ellos, los A.N., los mejores candidatos para ser la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;?.<\/p>\n<p style=\"text-align: justify;\">Para m\u00ed particularmente, sin descartar absolutamente nada de lo anterior (cualquier teor\u00eda podr\u00eda ser la cierta, y, con lo que no estoy de acuerdo es con que, con frecuencia, reputados cient\u00edficos, hablen de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> con la seguridad de qui\u00e9n sabe, a ciencia cierta, d\u00f3nde est\u00e1 y que es, cuando en realidad, no tienen ni idea y todo son&#8230;, simples especulaciones que, m\u00e1s o menos pueden estar apoyadas por indicios vagos que nunca certeza.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQq5WeaLtkNw5ebPuR1ipbyApxhVmUL0Jturp1kaV661kcv4RLA\" alt=\"Resultado de imagen de Fluctuaciones de vac\u00edo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRCCseiIH8JrbUL3XedGpCXuZIrWdwE9-QzowVJBYFqEnDeoEuO\" alt=\"Resultado de imagen de Fluctuaciones de vac\u00edo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Fluctuaciones de vac\u00edo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Fluctuaciones de vac\u00edo\" \/><\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n, digo yo que, ya puestos a suponer, la denominada <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> podr\u00eda estar situada en la quinta dimensi\u00f3n y sus efectos nos llegan a trav\u00e9s de fisuras que rasgan el espacio-tiempo y producen fluctuaciones del &#8220;vac\u00edo&#8221;, que de alguna manera deja pasar a los <a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravitones<\/a> que transportan la <a href=\"#\" onclick=\"referencia('fuerza gravitacional',event); return false;\">fuerza gravitacional<\/a> que emite dicha materia y sus efectos se dejan sentir en nuestro universo, haciendo que las galaxias se alejen las unas de las otras a mayor velocidad de la que tendr\u00edan si el universo estuviera poblado s\u00f3lo de la materia bari\u00f3nica que nos rodea.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Otros mundos\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Otros mundos\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Resultado de imagen de Otros mundos\" width=\"290\" height=\"195\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Otros mundos\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img.freepik.com\/fotos-premium\/paisajes-extraterrestres-surreales-mundos-ciencia-ficcion-escenas-otro-mundo-paisajes-alienigenas-tierras-marcianas-arte-scifi-foto-alta-calidad_928709-8726.jpg\" alt=\"Paisajes extraterrestres surreales mundos de ciencia ficci\u00f3n escenas de otro mundo paisajes alien\u00edgenas tierras marcianas arte scifi foto de alta calidad | Imagen Premium generada con IA\" width=\"549\" height=\"366\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0<strong> \u00a0 \u00bfCu\u00e1ntas veces habr\u00e9 imaginado esos otros mundos?\u00a0 \u00a0 \u00a0<\/strong><\/p>\n<p style=\"text-align: justify;\">Claro que mis pensamientos son s\u00f3lo eso, imaginaciones. Una conjetura m\u00e1s de las muchas que circulan. No se puede \u00a0dogmatizar hablando de estas cuestiones sobre las que no se tienen la menor certeza. La cuesti\u00f3n es que, si atendemos a la expansi\u00f3n de <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a>, tampoco podemos explicar las formaci\u00f3n de las galaxias, ya que, dicha expansi\u00f3n lo habr\u00eda impedido, a no ser que, all\u00ed, existiera una fuerza invisible que sujet\u00f3 a la materia el tiempo necesario para que se formaran las estrellas y las galaxias: \u00bfla <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>? Es posible y, si as\u00ed fue como pudieron formarse las galaxias eso quiere decir que esa <strong>&#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;<\/strong>, o ese &#8220;<strong>Ylem&#8221;<\/strong>\u00a0 o sustancia c\u00f3smica -como llamaban los antiguos griegos a la sustancia primera del universo- habr\u00eda sido la materia primera, la base de todo, la semilla que hizo posible el universo que ahora contemplamos.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.cronicabalear.es\/access\/public\/img\/noticias\/upload\/0_1604685102.jpg\" alt=\"Nuevo m\u00e9todo para medir la materia oscura que rodea las galaxias\" width=\"528\" height=\"353\" \/><\/p>\n<p><strong>Nos dicen que no la vemos pero&#8230; \u00a1Ah\u00ed est\u00e1! \u00bfEs acaso la Ciencia una religi\u00f3n?<\/strong><\/p>\n<p style=\"text-align: justify;\">Nos dicen que nuestra Galaxia -y tambi\u00e9n las otras- est\u00e1 rodeada de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>. Tal afirmaci\u00f3n adem\u00e1s de osada, es poco cient\u00edfica. De todas las maneras, incluso la denominaci\u00f3n dada: &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;, delata nuestra ignorancia.\u00a0 Pero, mientras todo esto est\u00e1 pasando, dejamos que el &#8220;tiempo&#8221; transcurra y como siempre ha pasado, finalmente, alguien vendr\u00e1 a dar la respuesta que, hasta podr\u00eda coincidir con algunas de las conjeturas que de \u00e9ste complejo asunto se han emitido.<\/p>\n<p>Lo cierto es que, la Ciencia no puede afirmar nada sin antes haberlo comprobado<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/2.bp.blogspot.com\/_oZOg6YjBvWk\/SgHyiheUwxI\/AAAAAAAABuE\/N0xxkQjP7Ro\/s1600\/MillenniumFalcon.jpg\" alt=\"[MillenniumFalcon.jpg]\" width=\"319\" height=\"220\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Muchos son los sue\u00f1os que tendremos que hacer realidad antes de poder contestar algunas preguntas<\/p>\n<p style=\"text-align: justify;\">Para que tengamos las respuestas a preguntas planteadas que nadie sabe contestar, aunque no lo sepamos, lo que necesitamos es poder viajar a las estrellas, disponer de energ\u00edas que ahora nos parecen infinitas y que, podr\u00edamos obtener por medios ahora desconocidos de los discos de acreci\u00f3n de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, o, del mismo vac\u00edo. Podr\u00edamos lograr el traslado de materia viva a lugares distantes, dominar toda una galaxia, y, \u00bfpor qu\u00e9 no? hacer realidad los sue\u00f1os de aquellos antiguos Alquimistas. De hecho, ya hacemos diamantes artificiales que, de no ser un experto, dif\u00edcilmente podr\u00edamos distinguir de otros naturales. Claro que, para que todo eso sea una realidad, tendr\u00e1n que transcurrir algunos Eones de Tiempo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/huelvaya.es\/wp-content\/uploads\/2012\/11\/ACM-9-20726.jpg\" alt=\"\" width=\"640\" height=\"404\" \/><\/p>\n<p style=\"text-align: justify;\">Arriba pod\u00e9is contemplar una calle de mi ciudad\u00a0 a finales del siglo XIX y la primera mitad del siglo XX. El balc\u00f3n que sobresale arriba a la derecha, pertenec\u00eda al local de mi primer trabajo en una Oficina. Con 18 a\u00f1os, comenc\u00e9 mi andadura en el \u00e1mbito administrativo.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/portusonline.org\/wp-content\/uploads\/2022\/12\/Image_01_Avenida-F.-Montenegro-y-Paseo-de-la-Ria_Autoridad-Portuaria-de-Huelva-1024x576.jpg\" alt=\"Huelva, the Future and Opportunities of the Port and the CityInterview with Mar\u00eda del Pilar MIRANDA PLATA, President of Port Authority of Huelva - PORTUS\" width=\"541\" height=\"305\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/static.grupojoly.com\/clip\/eb34ea05-619a-45ac-b261-55816645de70_source-aspect-ratio_410w_0.webp\" alt=\"Huelva barrio a barrio: Pablo Rada y su entorno\" width=\"537\" height=\"405\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img4.idealista.com\/blur\/WEB_DETAIL_TOP-L-L\/0\/id.pro.es.image.master\/ff\/ee\/12\/1204410857.jpg\" alt=\"Piso en venta en cuesta de la Tres Ca\u00eddas, 8, Centro, Huelva \u2014 idealista\" width=\"541\" height=\"406\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.red2000.com\/spain\/images\/photo\/city\/huelva.jpeg\" alt=\"HUELVA por Todo sobre Espa\u00f1a\" width=\"540\" height=\"721\" \/><\/p>\n<p>Mi ciudad, como todo en todas partes, ha cambiado con el paso del Tiempo. La \u00faltima imagen es la estatua a Col\u00f3n que sali\u00f3 de Palos de la Frontera (Huelva), para descubrir el nuevo mundo.<\/p>\n<p style=\"text-align: justify;\">S\u00ed amigos, con el paso del tiempo vamos sabiendo, nuestra imaginaci\u00f3n lo transforma todo y, lo que parec\u00eda imposible&#8230;lo hacemos real&#8230; \u00a1Algunas veces!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de En 1884 Paul Nipkow dise\u00f1a y patenta el llamado disco de Nipkow, un proyecto de televisi\u00f3n\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQjeLMiRqa2DJPwMdQH8UQYjEMmxo7XQ8pBKA&amp;s\" alt=\"Del Disco de Nipkow al 4K: As\u00ed es la historia de la televisi\u00f3n - Alta Densidad\" width=\"284\" height=\"195\" \/><\/p>\n<p style=\"text-align: justify;\">En 1884 <strong>Paul Nipkow<\/strong> dise\u00f1a y patenta el llamado disco de Nipkow, un proyecto de televisi\u00f3n que no podr\u00eda llevarse a la pr\u00e1ctica. En 1910, el disco de Nipkow fue utilizado en el desarrollo de los sistemas de televisi\u00f3n de los inicios del siglo XX y en 1925, el 25 de marzo, el inventor escoc\u00e9s <strong>John Logie Baird<\/strong> efect\u00faa la primera experiencia real utilizando dos discos, uno en el emisor y otro en el receptor, que estaban unidos al mismo eje para que su giro fuera s\u00edncrono y separados 2m. Se transmiti\u00f3 una cabeza de un maniqu\u00ed con una definici\u00f3n de 28 l\u00edneas y una frecuencia de cuadro de 14 cuadros por segundo. Baird ofreci\u00f3 la primera demostraci\u00f3n p\u00fablica del funcionamiento de un sistema de televisi\u00f3n a los miembros de la Royal Instituti\u00f3n y a un periodista el 26 de enero de 1926 en su laboratorio de Londres.<\/p>\n<p style=\"text-align: justify;\"><strong>\u00bfQu\u00e9 hemos logrado en los \u00faltimos a\u00f1os? <\/strong><\/p>\n<h2 class=\"css-18ikhcv\">Entre otras:<\/h2>\n<ul>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517335_0\" data-tocpos=\"1\">La detecci\u00f3n de las primeras ondas gravitacionales<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517337_0\" data-tocpos=\"2\">La reorganizaci\u00f3n del \u00e1rbol familiar humano<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header__0\" data-tocpos=\"3\">La revoluci\u00f3n del estudio del ADN prehist\u00f3rico<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header__1\" data-tocpos=\"4\">El descubrimiento de miles de exoplanetas<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header__2\" data-tocpos=\"5\">La entrada en la era Crispr<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517338_0\" data-tocpos=\"6\">Una observaci\u00f3n del cosmos \u00fanica<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517340_0\" data-tocpos=\"7\">La revelaci\u00f3n de arte primitivo<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517342_0\" data-tocpos=\"8\">Hitos interestelares<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517343_0\" data-tocpos=\"9\">La puerta a civilizaciones antiguas<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517343_1\" data-tocpos=\"10\">Nuevas v\u00edas por el sistema solar<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517345_0\" data-tocpos=\"11\">El cambio del rumbo de una enfermedad<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517345_1\" data-tocpos=\"12\">La ampliaci\u00f3n de las fronteras reproductivas<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517347_0\" data-tocpos=\"13\">La detecci\u00f3n del <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bos\u00f3n<\/a> de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517349_0\" data-tocpos=\"14\">Novedades en los libros de paleontolog\u00eda<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517349_1\" data-tocpos=\"15\">El descubrimiento de los elementos b\u00e1sicos de la vida en otros mundos<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517349_2\" data-tocpos=\"16\">Las alarmas del clima suenan m\u00e1s altas que nunca<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517351_0\" data-tocpos=\"17\">El descubrimiento \u2014y redescubrimiento\u2014 de especies<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517351_1\" data-tocpos=\"18\">El comienzo de una nueva era en el vuelo espacial<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517351_2\" data-tocpos=\"19\">Las facetas inesperadas de los animales<\/a><\/li>\n<li class=\"css-457c0j\"><a href=\"https:\/\/www.nationalgeographic.es\/ciencia\/2019\/12\/mejores-20-descubrimientos-cientificos-de-la-decada#header_16517352_0\" data-tocpos=\"20\">La redefinici\u00f3n de las unidades cient\u00edficas<\/a><\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/images.ecestaticos.com\/Nic__kkGnqWttI4sNpn0JQItj4c=\/0x0:433x292\/1200x1200\/filters:fill(white):format(jpg)\/f.elconfidencial.com%2Foriginal%2F4cc%2F113%2F893%2F4cc113893e089a456d5c18aeab9fb0bb.jpg\" alt=\"Un anciano se hace viral en Internet por esta peculiar forma de asustar a los peatones\" width=\"350\" height=\"350\" \/><\/p>\n<p style=\"text-align: justify;\">Como se suele decir, \u00a1si nuestros abuelos levantaran la cabeza! \u00bfQu\u00e9 maravillas tendremos dentro de cien a\u00f1os? \u00bfQu\u00e9 adelantos cient\u00edficos se habr\u00e1n alcanzado?\u00a0 Dejando a un lado, a los primeros descubridores, como Arquitas, Ptolomeo, Cop\u00e9rnico, Galileo, Kepler y otros muchos de tiempos pasados, tenemos que atender a lo siguiente:<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/-Zh12MESrsjA\/TyeJuVlYzlI\/AAAAAAAAAH0\/VsoeCVMLyHQ\/s1600\/planck_max_c2.jpg\" alt=\"\" width=\"449\" height=\"350\" \/><\/p>\n<p style=\"text-align: justify;\">Estos dos personajes:<strong> <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y Planck<\/strong>, fueron los art\u00edfices de una revoluci\u00f3n<\/p>\n<p style=\"text-align: justify;\">La primera revoluci\u00f3n de la f\u00edsica se produjo en 1.905, cuando Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> con su <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial nos ayudo en nuestra comprensi\u00f3n de las leyes que gobiernan el universo. Esa primera revoluci\u00f3n nos fue dada en dos pasos: 1905 la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial y en 1.915, diez a\u00f1os despu\u00e9s, la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general. Al final de su trabajo relativista, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> concluy\u00f3 que el espacio y el tiempo est\u00e1n distorsionados por la materia y la energ\u00eda, y que esta distorsi\u00f3n es la responsable de la gravedad que nos mantiene en la superficie de la Tierra, la misma que mantiene unidos los planetas del Sistema Solar girando alrededor del Sol y tambi\u00e9n la que hace posible la existencia de las galaxias.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen de Ecuaciones de la Relatiovidad especial\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Ecuaciones de la Relatiovidad especial\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen de Ecuaciones de la Relatiovidad especial\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen de Ecuaciones de la Relatiovidad especial\" \/><\/p>\n<p style=\"text-align: justify;\">Nos dio un conjunto de ecuaciones a partir de los cuales se puede deducir la distorsi\u00f3n del tiempo y del espacio alrededor de objetos c\u00f3smicos que pueblan el universo y que crean esta distorsi\u00f3n en funci\u00f3n de su masa.\u00a0 Se han cumplido 100 a\u00f1os desde entonces y miles de f\u00edsicos han tratado de extraer las predicciones encerradas en las ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> (sin olvidar a Riemann) sobre la distorsi\u00f3n del espaciotiempo.<\/p>\n<p style=\"text-align: justify;\">Planck, con su cuanto de acci\u00f3n, h, sembr\u00f3 la semilla que m\u00e1s tarde germinar\u00eda en la forma que conocemos como mec\u00e1nica cu\u00e1ntica y que tantas satisfacciones nos ha dado al poder descubrir por medio de ella, c\u00f3mo es la Naturaleza de lo muy peque\u00f1o.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.newmedicaleconomics.es\/wp-content\/uploads\/2024\/01\/visiones-manana-espectacular-montaje-companeros-futuristas-android-arte-generativo-ia-scaled.jpg\" alt=\"Robots humanoides: nuevos aliados para la mejora de la salud - New Medical Economics\" width=\"432\" height=\"242\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 futuro nos espera? \u00bfSabremos seguir los pasos de estos genios del pensamiento? O, seremos los art\u00edfices de nuestra propia destrucci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V\u00e1zquez<\/strong><\/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%2F2026%2F04%2F03%2Fel-saber-ocupa-lugar-y-%25c2%25a1tiempo%2F&amp;title=El+saber+ocupa+lugar++%28en+la+Mente%29+y%26%238230%3B+%C2%A1Tiempo%21+%28en+nuestras+vidas%29' 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%2F2026%2F04%2F03%2Fel-saber-ocupa-lugar-y-%25c2%25a1tiempo%2F&amp;title=El+saber+ocupa+lugar++%28en+la+Mente%29+y%26%238230%3B+%C2%A1Tiempo%21+%28en+nuestras+vidas%29' 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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Di\u00e1metro: Se estima que la nebulosa tiene un di\u00e1metro de aproximadamente 24 a 30 a\u00f1os luz. Distancia: Se encuentra [&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":[49],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/7923"}],"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=7923"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/7923\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=7923"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=7923"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=7923"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}