{"id":19584,"date":"2026-02-06T07:34:59","date_gmt":"2026-02-06T06:34:59","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=19584"},"modified":"2026-02-06T07:35:20","modified_gmt":"2026-02-06T06:35:20","slug":"parece-que-la-materia-oscura-se-desvanece","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2026\/02\/06\/parece-que-la-materia-oscura-se-desvanece\/","title":{"rendered":"Parece que la &#8220;materia oscura&#8221; se desvanece"},"content":{"rendered":"<h1><\/h1>\n<h1><img decoding=\"async\" src=\"https:\/\/cdn.agenciasinc.es\/var\/ezwebin_site\/storage\/images\/_aliases\/img_1col\/noticias\/la-materia-oscura-no-es-lo-que-se-pensaba-hasta-ahora\/12149817-1-esl-MX\/La-materia-oscura-no-es-lo-que-se-pensaba-hasta-ahora.jpg\" alt=\"La materia oscura ya no es lo que se pensaba\" \/><\/h1>\n<h1 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00bfY si la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> no existiera?<\/h1>\n<p><strong>Una nueva teor\u00eda niega la existencia de la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> y de la energ\u00eda oscura&#8221; porque los fen\u00f3menos que las justificar\u00edan pueden demostrarse sin ellas,.<\/strong><\/p>\n<h2 style=\"text-align: justify;\"><\/h2>\n<p><img decoding=\"async\" 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s3Eyn83uzGInyADjx3VKVg3RenRbBK+GTNIKxEGOCnX1qp9VPD7Htn6U5i0hoIJjdA03e0nfrSHoZ+riPJ7hUhpYxTSKpt6mAFZooqwQwai+L8d\/Sb3mpQai+L8d\/Sb3mngLIk5qhu69jjc2gbY1Fq2i+ZmGdvYy1fRrzR3RrpO1MUZ\/1gH2UQD2CrOnaUm\/YmrYyo2asxzrS2kida3yGZrpxbaWwroyreStWfhSh7wIPVE0kUEmAKJya2QLczWytNbXrDLGYROorAeOFKrTJfsZsKWYKNSSAPOalAPe7febev7RuZHzQeU7+e6mrY1ggG5uJ0B5DjHlO6eA89O+HhOI17RFZcmCWeSUtor\/ACy3Hmjg+url2XZe7OSW4NYxSGJAro2MgkQNa2mYjWtkMcYR0xWxjy555JOU3bZyw2HCgRrzroilyQSBGgrKON80PdA0jX205TqE2MRbfzpjXfVp9zbHZ8OnmZfssQPZFVbdwav1mEx54mrB7nT9UgaDOdPOq\/GsfWL6E\/c1YJWmib7J\/SYr9+P5FqnUU1bI\/SYn9+P5FqnUVzUXPkzRRRUkBRRRQBiod3Vf\/C7\/APu\/41qY1G+nFmy+De3fZ1R2RZRSzZswKgADiRSy4Ghs0UV0fxIDQd0zrwjnz0Hvq7E2tZfB5CetkywRBzcD\/X1VAbHQ61BZBiCBpOR\/w76VXtnLa0dr6zprbeIPAGOdJqa7MtlFPeyHdIgO+MRqJXlv9sjdUXxPGZ\/vl5Ksm5sXD3N9y+eBGRxx5ZfJTdiOj2AWc9y8IgeI\/Z4tR6lcosUb2TLg6Ffqy+Ye4VIqY+ilgJh0g5lZVZTzUqCJHAxT5VkVSRmn9zM0UUUwpg1F8X47+k3vNSg1F8X47+k3vNPAWRJzXnDuiYQ+FcSObow\/zW0b+tej6pXuuYAJjFunTvloRHF0JU+wpVvS050+6CTa3RAbVklY3Qa0dSuhBjh56076y8a3vYkMBprXT1JbCnOu18BSuXz+euJExW2JtZTAM+X1VDdIO5vib5cyd3AVrZsyddB\/SuGbhSxcQVthIEb5461EXqJe2yHfZkMGDcDpHI1tjnVBE7u0mkOybpzMPIPZ\/wB6d+9ggsQDHsp0U5NnYjDGPFOu6lFhQoBLEaa11e\/KBR5z564pYzGT4v8Ac1JVzyYt2+qWBjUQP60Yljmzk613e7rEQBpSbFNoRIosFC2c7GLJzDcKsPucIcgJ4ux7CB\/SqzsYZ986EVb\/AEDwpS2gO8LJ856x9prH1kvpSNOGNNkn2R+kxX78fyLVOtR7C7Qt2ruIVywLXgw6jkEd5tCQVUjeDS3w\/Y+k33d38Fc1FzTsdKKavD1j6bfd3fwUeHrH02+7u\/gqQodaKavD1j6bfd3fwUeHrH02+7u\/goCh1qLd0FowgI\/bWf4qdPDtj6Tfd3fwUw9L9q2rllFViT3+xvR1+eJ1ZQKmPKIa2OO2Ma1pLQiQUmN+u6c3mpoxO3rcLZdZzlQJOYqSTDZeC079JLiZ2BMi2iqZPkn1HWqmsY1bmI8UwWKh8xGsgTG7LVee2jRgjClq+CUY9VFwAlwQSANMhjXUxvGpHnpjul3uoxYd7ZjJJ47iOwU\/4q2XcjPIiCoHl14zGvtpG+DGGc5h1GhhPWVQZERH0o576wfV3Zq0QT+lblp9Cj\/g7foJ\/CKf6j\/Qj9Ttegn8IqQCujHg5+T7mbUViaJqRQNRfF+O\/pN7zUomovi\/Hf0m95p4CyJRUE7rGyDewRuqJew2cRvyERcHZB\/y1O653rYZSrAEEEEHcQdCOyohNxkmiWrVHlG4s0KkU\/8ATTYDYLFPbj82xL2jzQnxfOu4+rnTVg0DnWurHTN6kIm0jdbB6p4aTWmMUHUGSSQfVTtoFgimjFMJhRGWR5\/LVj4IuhLEHStGc0pdIAOhmuBSDNUTTXBOoV7Kci4pnfp21JVtL3tmzGZiI4c5qIpcykHkQew1NcgyjSQVntGlWY32Ksz2TGgOQcu+d3mpwW4VthDEEz5aTPYmMukbzSO9mZiAxDA6cqtKLT5HLMI4EnTWudxRurSzCCWMn+tdC\/zpgj10DKzTZY7\/AIhbag5V6zHhAO717qvDo3hcqZiN9V90U2BmguGztqYZ0gcAcpHnqxbfR6zAnvv\/ALjED2d8rk9RkU5bdjoKKjFIeKzTNsO2EbEWwWKpdAUM7OQDatsRmckxJJ38aeaoFCsUxdLNvHB2kuC2HzXFtwWyASrNJMH6Meuome6a8wMGDv1F4xp\/u6shilJXFEOlyWVRVa\/6TX+qL98f+XWv+k9vqi\/fGezvdN+3yeAteSzKi\/T5gMMknT5ThQfMbqg+w1HW7pzx+pj77\/8AOlXdA2kLmyheURL4Z4J3HOrRPn40kscotatho0yN9MrzrcxIgzJ9Z0jXzAVBsBba3yXQFSIYlv8Ap7Km96\/bvsbjMTnS0wBIPjoNYHlnsqO4dwpBIkiS3r1GUVkyTkpNHUw9PCSUq7DZcu3UgvcO\/UiZIJ3Tzpx2ztlblsW8xzADUfNKxEneQYFY2paV1UKp1AOu+D5OZ\/pTZitlBR1BPA8dY4kVXpTL9Ol2kXT0ew165hMObVzJlRiZJhnNtQkgbwG1M9hpx\/xS3OvibPe5cwcoYpoqmcojVlkj5x8oFMmz7dlsFhRezkmFRUIBLNbAO\/yaf5qctlbMwt\/O6BhMoykroCyMQBHVWUAA3aGBrWpcHHnWp\/JhExagIMUrBl\/SHLGZQi5UJB6xi4dxjKDGpFd7lnGogy3lYhNdFLEifFzLqxAWCTvzSDpCkdGLAnxxMbm4CYA8mu74mtV6LWASxzFjHWJBOhDCNOY3eU86kW0a4Gzjuq126kdQsoUc1zKSF+jn3Hxo4VyxXjv6TcuZqSKsCo3ij139JveasgVTe5KKKKKQcjXTHo3bx1g226rjrI8SUb8JGhHL1VQr4C7hrzWrtsq6aMPIdxB4g8DXp2o10q6LW8WknS4viuBqPIfpKeI7IrTgzaHT4ElG90UlickgM0aTNNOKQA6HfrTr0u2ZfwzhbtuB811ko3mbgfIdajL3GaBwrbLLFL5FUbOg7RWwHKsuuWK2VIE0ii26B0aZN81L8BfLWE1+bB8uXT+lRFjOlPOzdpLas5XJ8ZsoHMwT76fHUZbEZIao13FzYxRKwQeBjQ+euNwjeRB99cbbm4puOAJOmm4UqsWzJZt24VeY3HehHDOerMTHZUl6O7GLkOwkT1QfnH6XmHt81d9kbANxgXQgbwnP0+Q8nHjyqy9i7FCAMwrB1HUbaYv8m3Fj0q5cijYOzRbUEjWnusKKyawlzY17L\/S4r98v8i1ToKZ1sYhLl1rYtMtxw\/Xd1YRbRIgIfoz667Z8X9Cx95c\/5dAEZ7qqk4W0AYPyhNd\/+ruVVqEBBI15jRd5n+lWJ3UL15cIjXEtgC+pGR2Ylu93NDmQaRNVzhiWVS2mm47wOGldPpPsKMyexuEIQgjrSSSOHJQeMRXLD4YKJiSATrGgPMnSugZhqd0kBZkwN2nCtcRdKgT1tYI3js7a1FNsx34OsIN0yZ0OmmlXP0cwVu9gbaXba3FKr1WUMsgCDB0kVTToSmYncOwbgPJV3dDf1O16K\/wisPWcI0YX9L+RP+ROC\/YW\/sJ8KwehGC\/YW\/sJ8Kk1Fc\/Si\/1Z+WRn8iMF+wt\/YT4UfkRgv2Fv7CfCpLRRpXgPVl5YlweAt20CKoyrECBAjdA4V2tWFXxVA3bgBuEDd5AK7UVIgUUUUAYNRfF+O\/pN7zUoNRfF+O\/pN7zTwFkSmiiikGCsGs0UAN+0Nm27qlXUMCIIIBB84qs+kHcutklsOxtnfl1dPVJke2rbrBFNGbjwQ0meddo9EcXbAU2s+WesnWkebf7KYr+BuqNbVwHkUYHsivT93Bo29RTHj9mW\/lGHWPGF\/wBiLFaV1TezQjx+Gec0w1wn9G\/qRvhTvszYty5KvauRoQcjDXdvIHCr+PR+3XRNhWxwpf3NcIevLKlwHRu69sW3AWNJksY8w09tSzY3RILBykkfObU+rgPVU6s7PtruUUqCgbhVc805csIxjHhDbgNkpbG7Ws47beFsMFvYizaYjMFe4iErqJAYgxoeynM1SXdpcjGWoJE4cD\/7HqMUFOVMJMtL8rdn\/XsL9\/b\/ABVn8rMB9ew339r8Vea71sKBBBnlvrOJtZQOMjXhBrX+0j5ZFs9JflZgPruG++t\/irphekeDuuqW8Xh3dtFRbttmJ36KDJ0BrzNZSd5Hr5U\/9GHC46xkIJDHrL6Lbj66WXSpRuyG2i2u6gwGGszBHylN+7W3dGtVjbRnciYB3qRqN\/HlNWV3T7TPhLQAJ\/PoTAJMd7uSYAqucMHUscjTECVYcOcairekklArzxk6pCbE5kYskconQEiD5xE1pOcaGCN5A3c4Ps9db\/JLhl7gluIRTEQCANNdZnlW+GtsF1tMd5ywRGmgGnkrVqXkoUZLsxIlhQCBPGCxM6jcdYjlVzdHtqW7OFsB566AyBIAGRST5Jde2qkGFchpWCRyPZuq1Nlqww2Giyrtkbx0ZssIpEMB1JIGkax5Kw9W00jThunY\/wBvbdlnVFcEuSqwDGYCSsx40SY5AmuFnpLh2+cRop1U72ZlC+l1d3lXmKS7OzZ0R8IioQGBW3lyPE9YE9XxRqJ4CnfwXY0\/M29DmHUXRgAJ3b4A7KxF2xwt7esEgZ4JIAUhsxJgABYnUnTnTlacMARuIB3Eb\/IaTrs60CCLSAiIIRZERGscIHZSi3bCgACABAA3AVBB0ooooAKKKKAMGovi\/Hf0m95qUGovi\/Hf0m95p4CyJTRRRSDBRRRQAUUUUAYpn2gQMXhfNiP4Fp5pLisFbugC5bVwDIDKGg+Sd1CIZ274OY7RR3wcx2ikPgPDfV7P3afCjwFhfq1n7tPhU7BuLs45jtFGccx2ikPgLC\/VrP3afCjwHhfq9r7tPhRsSLs45jtFUp3arg+WWhO+wvsuP8at3wHhfq9r7tPhVP8AdewFtMXbCKqAWFOVVCgk3HE6eYVd0y\/9NhX2sgQbXNAgf3x99Ya5m4CJntrdesdAfKDqNxrRbvE+NoB5NI3V1LIB2U6HQTOm87pE+unjoksY2zp88xPLK3GmS5MyN\/YBT50UuM2Nw8xox3DXxToarm9n8A+D0laEqPMKx8nT6K9grNk9UeYVvmrkD2c\/k6fRXsFHyZfojsFdZooCzl8nT6K9grdVA0Ait6KAMAVmiigAooooAKKKKACiiigDBqL4vx39JvealBqL4vx39JveafGLIlFFN\/hZOTdg+NHhZOTdg+NLpYakOFFN\/hZOTdg+NHhZOTdg+NGlhqQ4UU3+Fk5N2D40eFk5N2D40aWGpDhRTf4WTk3YPjR4WTk3YPjRpYakOFFN\/hZOTdg+NHhZOTdg+NGlhqQ4UU3+Fk5N2D40eFk5N7PjRpYakOFUl3aT\/jbX\/px\/Merd8KpybsHxqNdJdiYTGsty6jllUKDJjLJMQGjeTVuJ6ZWyJO+CjrN5VtsSdS0DTXdSLU+TTlVwjoTgRuV+fH8dZ\/IbAner+38da5Z0+zFKiVFyGTqOHE069Ef12x6Z\/harI\/IbA\/Rf2\/jrvg+iODtXFdQ4ZTIOvKNxeolni1XsDkO2LsIl12+UvadirHLbfxWyHVweuo73AO4ZyDOalGG2Wt9HyYl3VzZJzqTDpkY7yCc2WCDu3cIpa9zDswZrbFpV5IG9QAPnbtBpu0rbC38PZLFLbKXILRxhdJ63KfWSaw0xrRodhXJH+KugdaQC0GeXW6ukCBujSDXPCbKxAuEtebJnZgO+OxIgBQw0j5xMEDdoadPCqcm9nxrHhZOTez40UybQ40U3+Fk5N2D40eFk5N2D41Gl+A1IcKKb\/Cycm7B8aPCycm7B8aNLDUhwopv8LJybsHxo8LJybsHxo0sNSHCim\/wsnJuwfGjwsnJuwfGjSw1IcKKb\/Cycm7B8aPCycm9nxo0sNSF5qMYvx39JveaePCqcm7B8ajuJ2gudtG8ZuA5+erMcWLKSP\/\/Z\" alt=\"Energ\u00eda oscura - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La materia oscura, el gran secreto del universo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Algunos dicen que todo el Universo est\u00e1 permeado por esa &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; que no podemos ver pero condiciona lo que el Universo es. Y, lo mismo pasa con la energ\u00eda oscura que se supone incide en todos los acontecimientos del Cosmos.<\/p>\n<div style=\"text-align: justify;\">\n<div>\n<div><strong>Reportaje en Libertad digital<\/strong><\/div>\n<div><\/div>\n<\/div>\n<div><\/div>\n<\/div>\n<div data-sticky=\"parent\">\n<div>\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=\"NASA divulga nueva imagen sobre C\u00famulo de Pandora | Cuba Si\" width=\"451\" height=\"247\" \/><\/div>\n<div>\n<figure><figcaption>\n<div>Imagen procesada del C\u00famulo de Pandora con la supuesta <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> en azul. |\u00a0NASA<\/div>\n<\/figcaption><\/figure>\n<\/div>\n<div>\n<p style=\"text-align: justify;\">En 1933, Fritz Zwicky hizo un descubrimiento que dej\u00f3 al mundo sin palabras: hab\u00eda,\u00a0<a href=\"http:\/\/adsabs.harvard.edu\/doi\/10.1086\/143864\">afirm\u00f3 en un estudio<\/a>\u00a0este astr\u00f3nomo suizo, mucha m\u00e1s materia en el Universo de la que realmente podemos ver.\u00a0Los astr\u00f3nomos la bautizaron &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;. Tuvieron que pasar casi cuatro d\u00e9cadas para que encontraran una prueba s\u00f3lida de la &#8220;existencia de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;. Lo hizo<a href=\"http:\/\/www.quo.es\/%20http:\/\/adsabs.harvard.edu\/doi\/10.1086\/150317\">\u00a0Vera Rubin, en 1970<\/a>, y con ello consigui\u00f3 explicar los movimientos y la velocidad de las estrellas. M\u00e1s cerca en el tiempo los cient\u00edficos han dedicado considerables recursos a identificar la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, ya sea en el espacio, bajo tierra o en\u00a0<a href=\"http:\/\/www.quo.es\/ciencia\/descubrieron-una-nueva-particula-en-el-cern\">laboratorios como el del CERN<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/c\/c3\/CL0024%2B17.jpg\/230px-CL0024%2B17.jpg\" alt=\"\" \/><img decoding=\"async\" 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\" alt=\"Tiene el superc\u00famulo Abell 1689 momento angular? - Astronom\u00eda - 2022\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Nos han vendido im\u00e1genes de la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;\u00a0 inexistentes<\/p>\n<p style=\"text-align: justify;\">Para consolidar a\u00fan m\u00e1s el concepto de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, el\u00a0<a href=\"https:\/\/www.nobelprize.org\/nobel_prizes\/physics\/laureates\/2011\">Premio Nobel de F\u00edsica de 2011<\/a>\u00a0fue para un grupo de cient\u00edficos por &#8220;el descubrimiento de la expansi\u00f3n acelerada del universo a trav\u00e9s de la observaci\u00f3n de supernovas distantes&#8221;, algo posible gracias a la energ\u00eda oscura.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, a pesar de los enormes recursos que se han invertido, a\u00fan quedan muchos misterios sin explicar relacionados con la materia y la energ\u00eda oscura. O al menos quedaban. Ya que de acuerdo con\u00a0<a href=\"https:\/\/obswww.unige.ch\/Recherche\/evol\/Prof-Andre-Maeder,14\">Andr\u00e9 Maeder<\/a>, investigador de la Universidad de Ginebra (UNIGE), Suiza, ambos conceptos pueden dejar de ser v\u00e1lidos. En un art\u00edculo\u00a0<a href=\"http:\/\/iopscience.iop.org\/article\/10.3847\/1538-4357\/aa92cc\">publicado en\u00a0<em>Astrophysical Journal<\/em><\/a>, Maeder se\u00f1ala que los fen\u00f3menos que supuestamente describen la &#8220;materia y la energ\u00eda oscura&#8221; pueden demostrarse sin ellos.<\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/factorelblog.com\/wp-content\/uploads\/2016\/02\/form.jpg\" alt=\"Resultado de imagen de Las ecuaciones de campo de la relatividad general\" \/><\/div>\n<p style=\"text-align: justify;\">La forma en que representamos el universo y su historia se describe mediante las ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, la gravitaci\u00f3n universal de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> y la mec\u00e1nica cu\u00e1ntica. El modelo de consenso actualmente es el de\u00a0un <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> seguido de una expansi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">&#8220;En este modelo \u2013se\u00f1ala Maeder en\u00a0<a href=\"https:\/\/www.unige.ch\/actualites\/archives\/2017\/\">un comunicado<\/a>\u2013, hay una hip\u00f3tesis de partida que no se ha tenido en cuenta, en mi opini\u00f3n. Con eso me refiero al concepto de invariante: la\u00a0invariancia del espacio vac\u00edo, en otras palabras, el espacio vac\u00edo y sus propiedades no cambian despu\u00e9s de una dilataci\u00f3n o contracci\u00f3n. El espacio vac\u00edo juega un papel primordial en las ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, ya que trata una cantidad conocida como\u00a0&#8220;constante cosmol\u00f3gica&#8221;, y el modelo del universo resultante depende de ello&#8221;.<\/p>\n<p style=\"text-align: justify;\">Sobre la base de esta hip\u00f3tesis, Maeder est\u00e1 ahora reexaminando el modelo del universo, se\u00f1alando que la invariancia de escala del espacio vac\u00edo tambi\u00e9n est\u00e1 presente en la teor\u00eda fundamental del electromagnetismo.<\/p>\n<p>&nbsp;<\/p>\n<div data-assetid=\"4320067_es_imagens\" data-sust=\"false\" data-autoplay=\"true\" data-location=\"alacarta_videos\" data-related=\"true\" data-id=\"4320067\"><img decoding=\"async\" loading=\"lazy\" class=\"\" title=\"Imagen de la galaxia\" src=\"http:\/\/img.rtve.es\/i\/?w=1180&amp;i=1511366066396.jpg\" alt=\"Imagen de la galaxia\" width=\"813\" height=\"457\" \/><\/div>\n<div style=\"text-align: justify;\">\n<blockquote><p>Un estudio pone en duda la existencia de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> y la energ\u00eda oscura, conceptos elaborados hace casi un siglo.\u00a0THINKSTOCK<\/p><\/blockquote>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img2.rtve.es\/i\/?w=1600&amp;i=1511366066396.jpg\" alt=\"La expansi\u00f3n acelerada del universo se puede explicar | RTVE.es\" width=\"820\" height=\"461\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando Maeder llev\u00f3 a cabo pruebas cosmol\u00f3gicas con este nuevo modelo, descubri\u00f3 que coincid\u00eda con las observaciones. Tambi\u00e9n descubri\u00f3 que\u00a0el modelo predice la expansi\u00f3n acelerada del universo\u00a0sin tener que factorizar ninguna part\u00edcula o energ\u00eda oscura. En resumen, seg\u00fan sus c\u00e1lculos, la energ\u00eda oscura puede no existir realmente ya que la aceleraci\u00f3n de la expansi\u00f3n estar\u00eda contenida en las ecuaciones de la f\u00edsica.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/userscontent2.emaze.com\/images\/8d515808-e3f7-45d3-9a98-791ff4de36f0\/0b4db295ab8882d77f95fecad0138a1a.gif\" alt=\"ORIGEN DEL UNIVERSO by martaferlo2005 on emaze\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Otro an\u00e1lisis realizado por Maeder se centr\u00f3 en la ley de gravitaci\u00f3n universal de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>. Si se incorpora a ella la hip\u00f3tesis de este cient\u00edfico, la ley se modifica ligeramente. De hecho, contiene un t\u00e9rmino de aceleraci\u00f3n externa muy peque\u00f1o, que es particularmente significativo en bajas densidades. Esta ley modificada, conduce a masas de c\u00famulos que concuerdan con la de materia visible (contrariamente a lo que argument\u00f3 Zwicky en 1933). Esto significa que\u00a0no se necesita <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> para explicar las velocidades de las galaxias.<\/p>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/estudiarfisica.com\/wp-content\/uploads\/2013\/12\/file-page31.jpg\" alt=\"Nociones b\u00e1sicas de cosmolog\u00eda\u00bb, ponencia divulgativa en La Noche del  Conocimiento, 22 de Noviembre de 2013, Kaburi, Barcelona. \u2013 Estudiar F\u00edsica\" width=\"623\" height=\"467\" \/><\/p>\n<p>&nbsp;<\/p>\n<div data-sticky=\"parent\">\n<div>\n<p style=\"text-align: justify;\">Una nueva prueba demostr\u00f3 que la teor\u00eda de Maederl tambi\u00e9n predice las altas velocidades alcanzadas por las estrellas en las regiones exteriores de las galaxias (como Rubin hab\u00eda observado), sin tener que recurrir a la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> para describirlas. Finalmente, tambi\u00e9n permiti\u00f3 observar la dispersi\u00f3n de las velocidades de las estrellas que oscilaban alrededor del plano de la V\u00eda L\u00e1ctea. Esta dispersi\u00f3n, que aumenta con la edad de las estrellas relevantes, se puede explicar muy bien utilizando la\u00a0hip\u00f3tesis del espacio vac\u00edo invariante, mientras que antes no hab\u00eda acuerdo sobre el origen de este efecto.<\/p>\n<p style=\"text-align: justify;\">&#8220;El anuncio de este modelo \u2013concluye Maeder\u2013, por fin resuelve dos de los mayores misterios de la astronom\u00eda y es fiel al esp\u00edritu de la ciencia: nada puede darse por sentado, ni en t\u00e9rminos de experiencia, observaci\u00f3n o razonamiento&#8221;.<\/p>\n<p style=\"text-align: justify;\"><strong>\u00bfDemasiado bueno para ser verdad?<\/strong><\/p>\n<\/div>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F02%2F06%2Fparece-que-la-materia-oscura-se-desvanece%2F&amp;title=Parece+que+la+%26%238220%3Bmateria+oscura%26%238221%3B+se+desvanece' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Una nueva teor\u00eda niega la existencia de la &#8220;materia oscura y de la energ\u00eda oscura&#8221; porque los fen\u00f3menos que las justificar\u00edan pueden demostrarse sin ellas,. &nbsp; Algunos dicen que todo el Universo est\u00e1 permeado por esa &#8220;materia oscura&#8221; que no podemos ver [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[412],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/19584"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=19584"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/19584\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=19584"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=19584"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=19584"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}