{"id":28195,"date":"2025-08-01T07:39:47","date_gmt":"2025-08-01T06:39:47","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28195"},"modified":"2025-09-01T07:39:40","modified_gmt":"2025-09-01T06:39:40","slug":"%c2%bfsera-cierto-todo-lo-que-creemos-que-sabemos","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/08\/01\/%c2%bfsera-cierto-todo-lo-que-creemos-que-sabemos\/","title":{"rendered":"\u00bfSer\u00e1 cierto todo lo que creemos que sabemos?"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/0\/00\/Universe_expansion_es.png\/275px-Universe_expansion_es.png\" alt=\"Big Bang - Wikipedia, la enciclopedia libre\" width=\"435\" height=\"435\" \/><\/p>\n<p style=\"text-align: justify;\">Seg\u00fan la teor\u00eda del\u00a0<em><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/em>, el Universo se origin\u00f3 en una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> espaciotemporal de densidad &#8220;infinita&#8221; matem\u00e1ticamente parad\u00f3jica. El universo se ha expandido desde entonces, por lo que los objetos astrof\u00edsicos se han alejado unos respecto de los otros. Es decir, lo que se ha expandido ha sido el espacio, con lo cual, no se viola el principio de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> de la velocidad de la luz, toda vez que, los objetos, nunca pudieron sobrepasar dicha velocidad, simplemente van &#8220;montados&#8221; en ese veh\u00edculo llamado Espacio.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" title=\"The massive compact star cluster in NGC 3603 and its surrounding\" src=\"http:\/\/www.esa.int\/images\/heic1009c_L.jpg\" alt=\"The massive compact star cluster in NGC 3603 and its surrounding\" width=\"400\" height=\"400\" \/><\/p>\n<h1 style=\"text-align: justify;\">El Universo<\/h1>\n<div style=\"text-align: justify;\">El Universo es todo lo que podemos tocar, sentir, percibir, medir o detectar. Abarca los cosas vivas, los planetas, las estrellas, las galaxias, las nubes de polvo, la Luz e incluso el Tiempo. Antes de que &#8220;naciera&#8221; el Universo, no exist\u00edan el Tiempo, el Espacio ni la Materia.<\/div>\n<div><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Materia, movimiento, espacio y tiempo - ppt descargar\" width=\"451\" height=\"338\" \/><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">Esto es lo que podemos deducir sobre el Universo en cualquier lugar que podamos mirar y, ciertamente, es dif\u00edcil hacerse una idea a que todo esto, pudiera ser de esta manera. Que a partir de un punto de &#8220;infinita densidad y energ\u00eda surgieran tantas cosas&#8230; \u00a1Es dif\u00edcil de creer! Sin embargo, es la mejor versi\u00f3n que tenemos.<\/div>\n<div style=\"text-align: justify;\">En cualquier sitio que queramos mirar, nos dicen;<\/div>\n<p style=\"text-align: justify;\">&#8220;El\u00a0<strong>universo<\/strong>\u00a0es la totalidad del Espacio y del Tiempo, de todas las formas de la materia, la energ\u00eda y el impulso, las leyes y constantes f\u00edsicas que las gobiernan. Sin embargo, el t\u00e9rmino tambi\u00e9n se utiliza en sentidos contextuales ligeramente diferentes y alude a conceptos como cosmos, mundo o naturaleza.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/circuitoaleph.files.wordpress.com\/2012\/12\/espacio-profundo.jpg?w=500&amp;h=373\" alt=\"\" width=\"365\" height=\"273\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Observaciones astron\u00f3micas indican que el universo tiene una edad de 13,73 \u00b1 0,12 millardos de a\u00f1os (entre 13\u00a0730 y 13\u00a0810 millones de a\u00f1os) y por lo menos 93\u00a0000 millones de a\u00f1os luz de extensi\u00f3n.\u00a0El evento que dio inicio al universo se denomina\u00a0<em><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>\u00a0<\/em>a lo que se supone que fue la <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> que cre\u00f3 el universo. Despu\u00e9s de la Gran Explosi\u00f3n, el universo comenz\u00f3 a expandirse para llegar a su condici\u00f3n actual, y contin\u00faa haci\u00e9ndolo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Otro estudio demuestra que es posible superar la velocidad de la luz\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Nunca se podr\u00e1 viajar m\u00e1s r\u00e1pido que la luz<\/p>\n<p style=\"text-align: justify;\">Debido a que, seg\u00fan la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial, la materia no puede moverse a una velocidad superior a la velocidad de la luz, puede parecer parad\u00f3jico que dos objetos del universo puedan haberse separado 93 mil millones de a\u00f1os luz en un tiempo de \u00fanicamente 13 mil millones de a\u00f1os; sin embargo, esta separaci\u00f3n no entra en conflicto con la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, ya que \u00e9sta s\u00f3lo afecta al movimiento en el espacio, pero no al espacio mismo, que puede extenderse a un ritmo superior, no limitado por la velocidad de la luz. Por lo tanto, dos galaxias pueden separarse una de la otra m\u00e1s r\u00e1pidamente que la velocidad de la luz si es el espacio entre ellas el que se dilata.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSXydQ18ZH6mXEVUovXKg-tTrQFDlw3SwYOHYiAjTjmtycW_TP416lWV9iQ_w3Ubhd43kM&amp;usqp=CAU\" alt=\"El telescopio Hubble capta un c\u00famulo de galaxias que 'sonr\u00ede'\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"La inflaci\u00f3n y el fondo de microondas c\u00f3smico \u2014 Cuaderno de Cultura Cient\u00edfica\" width=\"308\" height=\"258\" \/><img decoding=\"async\" src=\"https:\/\/letrasfermatta.files.wordpress.com\/2014\/12\/estrellas-doppler.jpg\" alt=\"Desplazamiento hacia el rojo | El Arte de Escribir\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Mediciones sobre la distribuci\u00f3n espacial y el desplazamiento hacia el rojo (<em>redshift<\/em>) de galaxias distantes, la radiaci\u00f3n c\u00f3smica de fondo de microondas, y los porcentajes relativos de los elementos qu\u00edmicos m\u00e1s ligeros, apoyan la teor\u00eda de la expansi\u00f3n del espacio, y m\u00e1s en general, la teor\u00eda del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, que propone que el universo en s\u00ed se cre\u00f3 en un momento espec\u00edfico en el pasado.<\/p>\n<p style=\"text-align: justify;\">Nos dicen que:<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"LA MATERIA Y LA ENERGIA OSCURA. by on Prezi Next\" width=\"452\" height=\"282\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;Observaciones recientes han demostrado que esta expansi\u00f3n se est\u00e1 acelerando, y que la mayor parte de la materia y la energ\u00eda en el universo son las denominadas <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> y energ\u00eda oscura, la materia ordinaria (bari\u00f3nica), solo representar\u00eda algo m\u00e1s del 5\u00a0% del total<sup id=\"cite_ref-3\">3<\/sup>\u00a0(v\u00e9anse <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> y energ\u00eda oscura).&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0Aqu\u00ed tengo que discrepar de los que aseveran la existencia de esa energ\u00eda y materia que, sin haberla podido encontrar por parte alguna, dicen que incide en el comportamiento del Universo y que, la materia ordinaria, la que podemos ver, esa de la que est\u00e1n hechas las estrellas y los mundos, las galaxias, los oc\u00e9anos y los seres vivos&#8230; \u00a1S\u00f3lo es un 4% de la materia del Universo!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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3Io2ZNc1PNo0PC7wcDVgOQnRFjQ9mhPphiUKkkcDa7Ifuy09BldGxXGV\/2sYdTwG+wLXv3aY9l7M5VdJCWI1DjgEtKt3RaSLMkja18mE58uKTElekZINpS87HI19ji+m0+c8YBuCqLFINMlwqyuHNLLcr1MmumnQBd0B2w8ZO2gkPtjB18nEGMUTtm5wgxvc4AY3+BxwC2YOz\/w5G66wK+e6MFMq5R13GCS0pJB36u1HZTwHJMN432fERD6UzDCnWS0z0+lPtVqp3f5bqVTD\/\/aVOT\/arrcP7P6MmJikI0tOSRO2j4n63L2HW6127TARtUKh8\/bVq80O4eLzkwlIJMn2NL3cPRjBVDzk980UKuMpUK3F4drq9nB5tlA7WDtqBfU\/I9seyuqEtc+KCQZYBI2k0c83IIuKOyLmYYYEDxRqS6X6vY00TaNwfbN9kIhCqTU0kjRJhFGnUqrkeuQi0yivB8UiVE0PSEIIw3TBlCW5rNCUC5rgHThxBpOgdpbwyzCOYy2It0adQ0yoT54nsW\/EzGirvdRuZfPmZq6pXBeB3QMRoOfoEsdpXoAwL66n2S6Uw7AZTWvLTKd1+8X6Q5jZ2v5lkPCDQTqsHGbieXcQ6YhJ\/RHAf4aPOx21ciwTDEm4ANjvpjXEnhb8pMsMJLQnnLenRqJJ8EZkw\/724NjgCxGfbDhV6Cs+9A2AvoY5gHlLcC3X3YtQiO6u96s9bn24aqwIVJ9Hv2y8PMzEKA441uX12BuuU9V3r9ffHM9EEUwOaIVnkHLq2I1QLleb8\/1++bwRajxWg5xs90FRQKGgyzpAm8c1knEVOTSSewbryobkIatsonkAV5DyXB6T82aWd0ev323v3n0irAxSOhj8slEpHWYi\/DE2UPQ0HO7uDquvR39sVm4fqzGblsiIIAqJJ6JjIsYnmJeALePK2jtveE6fFZTEEkyroQtSwuFni5B+nFzhKtBtQkKSYqdAoq5DJibZQg6nmJ9R1ZnW6qsZ9f7wl0EqB4NgqB5qO9Rde+UnR0ijtVfQefik06kXSse2HQwwHGHC8LroqEzkBws0ZuK0Ew+DwiKfEiZ0Q+CBo2Kr23SjUy6azOXKc8cX9wyNMWYqpaWCWlqqtbaFJI7iZHjvMBOFl+v\/+OWnlbS5o9Zq7XY2mnxCKxpxWYKVMwDXjl7Yn58\/d+0QSDScjCuJQqJshZC1gf7gjNQzxFzCxhS2nkajx99vDXdbpUO1o1DfWjfCcHV9s1KrFWo1YpefwERigimdkogjQxEaZhES\/vwa8zLwXur\/GVw44m3gprFzb4TJ6JDiHkAFW5+7d0e7c7O10sQOO9GymqxdcNq9TOceXkO63Cyw9MA43Mx4ZnmJzHBoqa1CpVI4LBOFWqnV6bSyCSETJj7YxCzur6fX0aMrkuBBbq99mzKBjatW+1G9nleVAzwU5lr3t+697BBTtHA5TMRZGGbqN7ON+CqjXA\/L24R1Ew4EJtyaGbeZtaV25fnw+XBVLR1WmLXK7e3h9vZw7XZhqXZJTMhZAytpBsl41Q1ZyNJgXQUYrFaRF7txQilskcUNmsDa\/QgEye73bRLJogjAW31mIhOF0st1459pKgw7tQPVo1Raao3sJEoS6+5UmX4wE2ZX4jynL9CGJwm20rcl+rxN6ZnhipyrVWE+kpDEyX2QXGxZuXYv6HWbPXA1U2dlrQ8TmSh0Nvw0CIJE2G3Vlltq3i9TK3Uqb9v3nicDX0uTjccTikq3P5QJnwKzSQNlaEDZOt+UrywKMyqHfSRy2CItOzbyHOjpPHJ6duJgf4SOyRIs1cjliC+aP\/nNDWxORPFgsAEwfL272cFktFrPtl+vwqgbJw0EqbOtTrTKhzIhYyZQl82Z0Aw6ZsG9lHK\/D9SPy9CjxL5c7fZ4H\/QyVGm\/aiGq3533tKqsNMpGWZ4yUX+1moamrA9+EfuuW62++\/XbyqMHr99Ve69f97o\/cpJL6cFIvSyZsEMT7ABbHk4D\/3WRpklnX2DpfGgGcRO6CeND10dKOcy2INQh7BLbO9BJtLjPHGaika5sbH0\/fDe8t0kOPH6y\/m71+41mjP2ONA5HauWSmPh4mCZPxG8yCvrMZLYnM5kQOzZ9prXj2SiJ0xR75SO1vfiyQ6zqWqldn3n288yusZI2rCjVVutTmbjOwl0czWP9tCkThZr6Z3dlMBj8Yt9VK+19jUepXbm\/nqbpv54+XZ+btrCfJxOTeb9HYsJEqf5s3U+jyBiq75mY7eWhvrKi88\/U0sTq+jyZOBFTmai1no1G2IIiU4H221a46Evtze2N4dr92cK0c\/tLZGJfNejc36xg4+lA7x0pOTHEOxMT47PWEydhZq6Sa8wSkQSSzWhKwB4bJLdPpbDPIzmhz+qzRXHm9gzG7TMjO3vmCwwHunXrAk\/31q0vTiJy3CIlu3UiJqftbd3gBje4wQ1ucCHcgos0wl80LmSWXDtmrgrXXbDzYuabucplopDlICZ5bq67ZOfGnco+3+riGPtmey585boLdk7cgrnDPTEfgEolT9JdK81+bjKBVdvce51SH4CF\/22\/+a2uzrx88\/brZqLyAPNQW7j733dv1PMxMQmaZSD24+uYQ365TJQe\/d\/iby218ro86pwzNXURfBMQWeBDsuiAu4bhcsIEoWISCrGvWIXC4X2Ho5an500\/\/vaft7C483Cn1Z6mK5+kDwuZqHvCqK8voUgE1hdCE\/HXsUZ7zkSl0M7is4muyxP0F44sdJY58jD2evFqtfrMwoMHlSyqe8wEFnsBiqxgSByLjg9+wrVCCRBQSdhFJv3xErLsLSiBmaiVHi3PviUh67VSpvrz+PUsYWbpPSYO7RlHI427O9vqbzvLZLwd753WDtrDBVSaqUhLJ2UeDpVYmYYwXGVUzTThXR7AMx7zwq9ztfbPO63fv2vX6\/WFxzO360Qwltr1tppF1pzCRK2tzqr1Qi5A6qPf3xTImgaEojETRUhIxJmu9G3uxKRXoQLe+4umXQGKIKB87TnL111MCdVseCQkda5W6+w8+7m2iHH3nTda\/A4\/U\/XVw3sPK63CexJQP8hNpbX87eNvn3XaeHe7\/WbnbSerJISZCRN5ItQG0g3mlMCzj5RvgAFtHjyFRPWDRQLZbcboERmZKyzVF3fqtd8WXy2O3r0eLS5UVFhbE+ZHw7WXnblKPu2FpPMplToPHnYKk6kvlVKtNfN4uNXfGG4\/7tQLy3++UdtZ5cr422s7WOBk79OZK86ASINfBdBN8CgZQhkQnTNRKi38tjhbb9fVzZ9bHVW9P3q9Doohimu\/bt+fK0xy+ZQKS50HO6udSZNSK7Xu\/vpfx9KQya2PttQ3m62J0X2QiS4JC\/h0JgZnGVMxE6xfTqpGXzb7MG\/negI\/8Pbvb+tYO\/ytvbRU3xwplOvZ8IPrGv6fWfhdRW1lgP8s7Eylol1ZoyTK4yHtSygYYh4mgSWHmMgzOR\/FhE7uoAt+A\/QsIBPIilb4REef3vWJRcq\/nITYMvlCnOP1OCcnMEdmzOyWsdWCBFdxSCC7QZthOVOjc1n05cJ3taWl2gIZ\/x1tmAHHSTYtugpa75Am9u3vD3LsfPe3nT\/Gg6eVPwU6QopniSTL8PrydErMe0wch4BX8NOZB4rOVkj0sTohUUVxl8bUMEEj8jFDrNOM\/KNXRvO9rDXao2uc+Boski8utPJDiJUOLhyAPLBcUFywRErvQ9kU3Sw381xWgPb\/Li4+2HzTqairLxoOsCaiEqAhGs5gfVBf\/K2ykAM3lDt\/dMgl9eW1RACZ5xQDFB\/2xfyfmQndwoYlcIxl8VoECLki4ngAF4m8ySquwkkcoinNtfijk2\/rVoR1kAIynRiSb3EWiea32AAcxZcc5IAFFmGGPnBVQ5EtkiBLURJDkCEVHYOLcnuiRiyChTffPlhcXFBbTyRzntNEs2\/7\/VAfzuGqUF\/8YzwgTM6c23mYBVjd\/9XsSwKSXTGWrHj9cetAq3IWJnxZxzYUvg2DM0WyZqSHsDIjiZw42lK4roA8hVNiZJJSHYGGJ8oosQXXjlmgeJAEVsIbPgAvJiLmtJEtH8gdEd\/JTIInJgJF\/I6sVah1\/nzw887Pv\/\/+2ythHtNsS4ar2H20PWpVam3MRKY3MyrUzs5iG+uE5TVXlCByDZoyaU\/b2Tw3EyBS5LElICeoAbHE+ayBRVrmBMsSNatpCD6r6UgjU7eOgm6BJ\/uW0ZBlijBBC5rR1QUOM0HjKodLSgwU2YjOEOqaeWAZZt883NxR1c23j\/s\/gGV6BhIN3TWEoVogTMzU1QyFSq21vLNJKsDsaxF8EYmyYGm0Jq\/9XDo3Ex+IQOR0QJhLBXw+JlkTZQU0kaz6bINBdK+M2y2RnHUmJmq51C9VSkslrAZWZdFgLUWUscaUeHG7U8NM\/PlwjM2KuryzkMUb3d9QbCSKssyJnkeZ\/+2cXyY+DMVD7xMrmhm7+NiYFMfh4KdbM7dg0meVuR1EDWyuI33ebEh9bIGAoawSq3JhcYwHi53l\/yPTBTF5rSHveCyJqAVssHHD8zOR5crevwBzjrGmL556+8XxGsRZS7q3PN9eI3r6LRzNRC4bnbvfY4nrm11kUE2z\/4wkJC\/Vc7ReLWKJINzUCuryFpZHJEkDpEu67j5Uzy8THGvJuI0ywZRpDWxa8TlT8ud1mgto9uNapfuZyLioldrLOxucSYXAuywvjm4XatmqedlJ6h9rO4\/qWeJ69ed36+vPKU4wwZ73RH64cMhdO0srajpmn0bAkRR\/LKAmkm0JKNHGrZuMPm4m4feYINOoC0+G26zHNZAw3F7I53fkTJTqD39dqGcbJfXX6q\/Y69jmXM7y10cbW7PnZyLwKMuTdeAQyfIHJicJNosUFjeGmql87JzKMFeZMpEpikJtSb3\/amdjfWs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alt=\"Interacciones fundamentales : Blog de Emilio Silvera V.\" width=\"384\" height=\"275\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Constantes universales : Blog de Emilio Silvera V.\" width=\"414\" height=\"223\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Ambas, las fuerzas fundamentales y las constantes universales, hacen de nuestro universo el que podemos ver y observar, lo que rige su comportamiento, y, lo que determinar\u00e1 su final<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Los experimentos sugieren que el universo se ha regido por las mismas leyes f\u00edsicas, constantes a lo largo de su extensi\u00f3n e historia. Es homog\u00e9neo e isotr\u00f3pico. La fuerza dominante en distancias c\u00f3smicas es la gravedad, y la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general es actualmente la teor\u00eda m\u00e1s exacta para describirla. Las otras tres fuerzas fundamentales, y las part\u00edculas en las que act\u00faan, son descritas por el Modelo Est\u00e1ndar. El universo tiene por lo menos tres dimensiones de espacio y una de tiempo, aunque experimentalmente no se pueden descartar dimensiones adicionales muy peque\u00f1as. El espacio-tiempo parece estar conectado de forma sencilla, y el espacio tiene una curvatura media muy peque\u00f1a o incluso nula, de manera que la geometr\u00eda euclidiana es, como norma general, exacta en todo el universo.<\/p>\n<p style=\"text-align: justify;\">La ciencia modeliza el universo como un sistema cerrado que contiene energ\u00eda y materia adscritas al espacio-tiempo y que se rige fundamentalmente por principios causales. El que sea un sistema cerrado determina el crecimiento de la Entrop\u00eda a medida que el Tiempo transcurre.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/eladanbuenosayres.com.ar\/wp-content\/uploads\/2015\/05\/fisica-cuantica-enaneyt.png\" alt=\"\" width=\"365\" height=\"182\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Bas\u00e1ndose en los datos extra\u00eddos del universo observable, los f\u00edsicos intentan describir el continuo espacio-tiempo en que nos encontramos, junto con toda la materia y energ\u00eda existentes en \u00e9l. Su estudio, en las mayores escalas, es el objeto de la cosmolog\u00eda, disciplina basada en la astronom\u00eda y la f\u00edsica, en la cual se describen todos los aspectos de este universo con sus fen\u00f3menos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Universo observable - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La teor\u00eda actualmente m\u00e1s aceptada sobre la formaci\u00f3n del universo, fue teorizada por el can\u00f3nigo belga Lema\u00eetre, a partir de las ecuaciones de Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>. Lemaitre concluy\u00f3 (en oposici\u00f3n a lo que pensaba <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>), que el universo no era estacionario, que el universo ten\u00eda un origen. Es el modelo del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, que describe la expansi\u00f3n del espacio-tiempo a partir de una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> espaciotemporal. El universo experiment\u00f3 un r\u00e1pido periodo de inflaci\u00f3n c\u00f3smica que arras\u00f3 todas las irregularidades iniciales. A partir de entonces el universo se expandi\u00f3 y se convirti\u00f3 en estable, m\u00e1s fr\u00edo y menos denso. Las variaciones menores en la distribuci\u00f3n de la masa dieron como resultado la segregaci\u00f3n fractal en porciones, que se encuentran en el universo actual como c\u00famulos de galaxias.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"&quot;Sabias\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En cuanto a su destino final, las pruebas actuales parecen apoyar las teor\u00edas de la expansi\u00f3n permanente del universo (<em>Big Freeze<\/em>\u00a0\u00f3\u00a0<em>Big Rip<\/em>, Gran Desgarro), que nos indica que la expansi\u00f3n misma del espacio, provocar\u00e1 que llegar\u00e1 un punto en que los \u00e1tomos mismos se separar\u00e1n en part\u00edculas subat\u00f3micas. Otros futuros posibles que se barajaron, especulaban que la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> podr\u00eda ejercer la fuerza de gravedad suficiente para detener la expansi\u00f3n y hacer que toda la materia se comprima nuevamente; algo a lo que los cient\u00edficos denominan el\u00a0<em><a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a><\/em>\u00a0o la Gran Implosi\u00f3n, pero las \u00faltimas observaciones van en la direcci\u00f3n del gran desgarro.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Reportaje - 'Big Bounce': el universo es producto de un Gran Rebote - El Corso | Revista Cultural Online\" width=\"374\" height=\"273\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Ahora, Roger Penrose, de la Universidad de Oxford y uno de los f\u00edsicos m\u00e1s brillantes de la actualidad, cree haber detectado \u201catisbos\u201d de la existencia de otro universo. Uno que exist\u00eda antes que el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. Lo cual pone, literalmente, patas arriba las teor\u00edas cosmol\u00f3gicas actuales. En un art\u00edculo reci\u00e9n publicado en ArXiv.org, Penrose explica que ha llegado a esa extraordinaria conclusi\u00f3n tras analizar, en los datos del sat\u00e9lite WMAP, ciertos patrones circulares que aparecen en el fondo de microondas c\u00f3smico y que sugieren, ni m\u00e1s ni menos, que el espacio y el tiempo no empezaron a existir en el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, sino que nuestro universo existe en un ciclo continuo de \u201crebotes\u201d que \u00e9l llama \u201ceones\u201d.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Hip\u00f3tesis del Ciclo Infinito, HCI. \u00bfQu\u00e9 ocurri\u00f3 antes del Big Bang?, el Big Crunch. Cosmolog\u00eda e Historia del Universo y modelos hipot\u00e9ticos.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan Penrose, lo que actualmente percibimos como nuestro universo, no es m\u00e1s que uno de esos eones. Hubo otros antes del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> y habr\u00e1 otros despu\u00e9s. Unas ideas que se oponen frontalmente al modelo cosmol\u00f3gico m\u00e1s extendido en la actualidad: el de universo inflacionario. Seg\u00fan dicho modelo, el universo empez\u00f3 en un punto de densidad infinita (el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>) hace aproximadamente 13.700 millones de a\u00f1os, se expandi\u00f3 de forma extremadamente r\u00e1pida durante una fracci\u00f3n de segundo, y ha continuado expandi\u00e9ndose mucho m\u00e1s lentamente desde entonces, un tiempo durante el cual han ido surgiendo galaxias, estrellas, planetas y, finalmente, los seres humanos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Tiempo que se escurre entre los dedos | Reinaldo Spitaletta\" width=\"300\" height=\"401\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El Tiempo se escurre, no lo podemos frenar<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Al no poder viajar a la velocidad de la Luz<\/p>\n<p style=\"text-align: justify;\">El tiempo antes del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> Penrose, sin embargo, est\u00e1 convencido de que el modelo inflacionario no cuadra con el baj\u00edsimo estado de <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> que hizo posible el nacimiento del universo tal y como lo conocemos. Y tampoco cree que el espacio y el tiempo empezaran a existir en el momento del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, sino que el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> fue, de hecho, s\u00f3lo uno entre una serie de muchos acontecimientos similares, con cada uno marcando el inicio de un nuevo \u201ce\u00f3n\u201d en la historia del universo. Las teor\u00edas de Penrose implican que, en un futuro lejano, el universo volver\u00e1, de alguna manera, a tener las condiciones que hicieron posible el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. Seg\u00fan el f\u00edsico, en esos momentos la geometr\u00eda del universo ser\u00e1 suave y lineal, muy diferente a como es ahora, con abundantes picos y discontinuidades.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Nueva teor\u00eda sugiere que la materia oscura podr\u00eda ser de otra dimensi\u00f3n | Ciencia y Ecolog\u00eda | DW | 13.04.2022\" width=\"443\" height=\"248\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><em><strong>\u00abLa <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> puede ser \u2018otra dimensi\u00f3n\u2019, tal vez incluso un importante sistema de transporte gal\u00e1ctico. [\u2026] Y, \u00bfC\u00f3mo incide en esta dimensi\u00f3n nuestra.?<\/strong><\/em><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTQzitcb1gIolclcT5m9kHxoIG7RXKXDj063Q&amp;usqp=CAU\" alt=\"Interstellar ten\u00eda un final mucho m\u00e1s oscuro | Hobbyconsolas\" \/><\/p>\n<p style=\"text-align: justify;\">En Inter-estellar, la pel\u00edcula de ciencia ficci\u00f3n de Christopher Nolan, los protagonistas cruzan un <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a> hallado fortuitamente en las cercan\u00edas de Saturno que permite viajar a varios mundos potencialmente habitables fuera del Sistema Solar.\u00a0 A veces pienso que, hablar de esto es casi lo mismo que hablar de c\u00f3mo se cre\u00f3 en el Universo, en ambos casos, existen espacios oscuros que nos alejan de la posible verdad de lo que pudo ocurrir o de lo que podr\u00e1 ser posible.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-AZl3mWPpuYA\/TsgPRFwxKPI\/AAAAAAAAAN8\/UJ8lzzotm4A\/s1600\/big+cruch.JPG\" alt=\"\" width=\"563\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta futura continuidad de forma, afirma, permitir\u00e1 una transici\u00f3n desde el final del actual e\u00f3n, con un universo muy expandido e infinitamente grande, al inicio del siguiente, cuando de nuevo se har\u00e1 infinitamente peque\u00f1o para estallar formando el siguiente <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. Pruebas en el fondo c\u00f3smico El f\u00edsico asegura que ha encontrado pruebas que sostienen lo que dice. Y que esas pruebas est\u00e1n en el fondo c\u00f3smico de microondas, los ecos lejanos del propio <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, una especie de rescoldo de aquella gran explosi\u00f3n que es detectable, hoy, en cualquier punto del universo. Analizando, junto a su colega armenio Vahe Gurzadyan, siete a\u00f1os de datos del sat\u00e9lite WMAP, que est\u00e1 dise\u00f1ado precisamente para medir el fondo de microondas, Penrose ha detectado con claridad una serie de \u201cc\u00edrculos conc\u00e9ntricos\u201d, regiones en el cielo de microondas en los que el rango de temperatura de la radiaci\u00f3n es notablemente menor que en otros sitios. Son precisamente esos c\u00edrculos los que nos permiten \u201cver\u201d a trav\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, vislumbrando el e\u00f3n que que existi\u00f3 anteriormente. Los c\u00edrculos, dicen Penrose y Gurzadyan, son marcas dejadas en nuestro e\u00f3n por las ondulaciones esf\u00e9ricas de las ondas gravitatorias que se generaron cuando los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> colisionaron en el e\u00f3n anterior. Y estos c\u00edrculos, sostienen, suponen un serio problema para la teor\u00eda inflacionaria, seg\u00fan la cual la distribuci\u00f3n de las variaciones de temperatura en el cielo deber\u00edan ser Gaussianas, o aleatorias, en lugar de tener estructuras discernibles en su interior. Si Penrose tiene raz\u00f3n, cambiar\u00e1 por completo la forma que tenemos de percibir el universo en que vivimos, su nacimiento y su destino final.<\/p>\n<p style=\"text-align: justify;\">Amigos m\u00edos, lo cierto es que, seguros lo que se dice seguros&#8230; \u00a1No lo podemos estar! Ya que, los modelos actuales del Universo, aunque algunos, como el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, parece que se puede acercar a esa realidad que buscamos, lo cierto es que, nos deja muchas zonas oscuras y, afirmar nada podemos.<\/p>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V.<\/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%2F2025%2F08%2F01%2F%25c2%25bfsera-cierto-todo-lo-que-creemos-que-sabemos%2F&amp;title=%C2%BFSer%C3%A1+cierto+todo+lo+que+creemos+que+sabemos%3F' 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%2F2025%2F08%2F01%2F%25c2%25bfsera-cierto-todo-lo-que-creemos-que-sabemos%2F&amp;title=%C2%BFSer%C3%A1+cierto+todo+lo+que+creemos+que+sabemos%3F' 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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El universo se ha expandido desde entonces, por lo que los objetos [&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":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28195"}],"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=28195"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28195\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28195"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28195"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28195"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}