{"id":27474,"date":"2025-01-01T08:00:59","date_gmt":"2025-01-01T07:00:59","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27474"},"modified":"2024-12-31T13:52:12","modified_gmt":"2024-12-31T12:52:12","slug":"la-gravedad-esa-fuerza-misteriosa-5","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/01\/01\/la-gravedad-esa-fuerza-misteriosa-5\/","title":{"rendered":"La Gravedad, esa fuerza misteriosa"},"content":{"rendered":"<p style=\"text-align: justify;\">Hace alg\u00fan tiempo que dos nuevos estudios, realizados por investigadores de Australia, Austria y Alemania han puesto en entredicho la forma en la que entendemos la f\u00edsica de la gravedad. Los descubrimientos, publicados en las revistas Astrophysical Journal y Monthly Notices of the Royal Astronomical Society, se basan en observaciones de galaxias enanas sat\u00e9lite o galaxias m\u00e1s peque\u00f1as que se encuentran en el extrarradio de la gran galaxia espiral que es la V\u00eda L\u00e1ctea.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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\" alt=\"El Dark Energy Survey encuentra nuevas galaxias enanas orbitando la V\u00eda L\u00e1ctea | Cosmolog\u00eda de precisi\u00f3n | SciLogs | Investigaci\u00f3n y Ciencia\" \/>\u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"What Is a Satellite Galaxy? | NASA Space Place \u2013 NASA Science for Kids\" width=\"264\" height=\"177\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Las\u00a0<strong>galaxias enanas<\/strong>\u00a0son las m\u00e1s peque\u00f1as que se conocen, y podr\u00edan ser la clave para la comprensi\u00f3n de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> y del proceso por el cual se forman las\u00a0<strong>galaxias<\/strong>\u00a0m\u00e1s grandes. &#8230; Las\u00a0<strong>galaxias sat\u00e9lite<\/strong>\u00a0son peque\u00f1os objetos celestes que orbitan alrededor de las\u00a0<strong>galaxias<\/strong>\u00a0m\u00e1s grandes, como nuestra propia V\u00eda L\u00e1ctea.&#8221;<\/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\" src=\"data:image\/jpeg;base64,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\" alt=\"Ley de gravitaci\u00f3n universal \u2013 Patricia y las Constelaciones\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">La Ley de la gravitaci\u00f3n universal de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, publicada en 1687, sirve para explicar c\u00f3mo act\u00faa la gravedad en la Tierra, por ejemplo por qu\u00e9 cae una manzana de un \u00e1rbol. El profesor Pavel Kroupa del Instituto de Astronom\u00eda Argelander de la Universidad de Bonn (Alemania) explic\u00f3:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00abA pesar de que su ley describe los efectos cotidianos de la gravedad en la Tierra, las cosas que podemos ver y medir, cabe la posibilidad de que no hayamos sido capaces de comprender en absoluto las leyes f\u00edsicas que rigen realmente la fuerza de la gravedad\u00bb.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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\" alt=\"La materia oscura podr\u00eda ser anterior al Big Bang\" \/> <img decoding=\"async\" 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\" alt=\"Materia oscura - Wikipedia, la enciclopedia libre\" \/><\/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 Se supone que la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; permea todo el Universo<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La ley de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> ha sido puesta en entredicho por distintos cosm\u00f3logos modernos, los cuales han redactado teor\u00edas contradictorias sobre la gravitaci\u00f3n que intentan explicar la gran cantidad de discrepancias que se dan entre las mediciones reales de los sucesos astron\u00f3micos y las predicciones basadas en los modelos te\u00f3ricos. La idea de que la \u00ab<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u00bb pueda ser la responsable de estas discrepancias ha ganado muchos adeptos durante los \u00faltimos a\u00f1os. No obstante, no existen pruebas concluyentes de su existencia.<\/p>\n<p style=\"text-align: justify;\">En esta investigaci\u00f3n, el profesor Kroupa y varios colegas examinaron \u00abgalaxias enanas sat\u00e9lite\u00bb, cientos de las cuales deber\u00edan existir en la cercan\u00eda de las principales galaxias, incluida la V\u00eda L\u00e1ctea, seg\u00fan indican los modelos te\u00f3ricos. Se cree que algunas de estas galaxias menores contienen tan s\u00f3lo unos pocos millares de estrellas (se estima que la V\u00eda L\u00e1ctea, por ejemplo, contiene m\u00e1s de 200.000 millones de estrellas).<\/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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRZbEkA26vfY8Q5kqv9kGJLM6PDHv6mkPTRBfEi-gFVLuJys7G6UaZDYP4jjOAGmFb9Y6c&amp;usqp=CAU\" alt=\"Hacia la soluci\u00f3n del problema de las galaxias enanas en la V\u00eda L\u00e1ctea - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSRNPWM2pW4kKxm5mxPl1psFtLw_S1q7Tp8tAyvEoQR9-D4bwst9MkUldjo34z4wrGzjBQ&amp;usqp=CAU\" alt=\"Dos sat\u00e9lites en una galaxia del tama\u00f1o de la V\u00eda L\u00e1ctea - Diario de Ibiza\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">No obstante, a d\u00eda de hoy s\u00f3lo se ha logrado detectar treinta de estas galaxias alrededor de la V\u00eda L\u00e1ctea. Esta situaci\u00f3n se atribuye al hecho de que, al contener tan pocas estrellas, su luz es demasiado d\u00e9bil como para que podamos observarlas desde una distancia tan lejana. Lo cierto es que este estudio tan detallado ha deparado resultados sorprendentes.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00abEn primer lugar, hay algo extra\u00f1o en su distribuci\u00f3n\u00bb, indic\u00f3 el profesor Kroupa. \u00abEstas galaxias sat\u00e9lite deber\u00edan estar distribuidas uniformemente alrededor de su galaxia madre, pero no es el caso.\u00bb<\/p>\n<\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"alignnone wp-image-33432\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/11\/Local_Group.svg_.png\" alt=\"\" width=\"419\" height=\"315\" srcset=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/11\/Local_Group.svg_.png 1200w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/11\/Local_Group.svg_-450x338.png 450w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/11\/Local_Group.svg_-700x525.png 700w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/11\/Local_Group.svg_-150x113.png 150w, http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2021\/11\/Local_Group.svg_-768x576.png 768w\" sizes=\"(max-width: 419px) 100vw, 419px\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Distribuci\u00f3n de las peque\u00f1as galaxias alrededor de la V\u00eda L\u00e1ctea que, al ser un cuerpo de mayor masa, las atrae hacia s\u00ed como ocurre con la Peque\u00f1a Nube de Magallanes.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Los investigadores descubrieron que la totalidad de los sat\u00e9lites cl\u00e1sicos de la V\u00eda L\u00e1ctea (las once galaxias enanas m\u00e1s brillantes) est\u00e1n situados pr\u00e1cticamente en un mismo plano que dibuja una especie de disco. Tambi\u00e9n observaron que la mayor\u00eda de estas once galaxias rotan en la misma direcci\u00f3n en su movimiento circular alrededor de la V\u00eda L\u00e1ctea, de forma muy similar a como lo hacen los planetas alrededor del Sol.<\/p>\n<p style=\"text-align: justify;\">La explicaci\u00f3n de los f\u00edsicos a estos fen\u00f3menos es que los sat\u00e9lites debieron surgir de una colisi\u00f3n entre galaxias m\u00e1s j\u00f3venes. \u00abLos fragmentos resultantes de un acontecimiento as\u00ed pueden formar galaxias enanas en rotaci\u00f3n\u00bb, explic\u00f3 el Dr. Manuel Metz, tambi\u00e9n del Instituto de Astronom\u00eda Argelander. \u00c9ste a\u00f1adi\u00f3 que \u00ablos c\u00e1lculos te\u00f3ricos nos indican la imposibilidad de que los sat\u00e9lites creados contengan <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u00bb.<\/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\" 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\" alt=\"C\u00f3mo son las galaxias sat\u00e9lite de la V\u00eda L\u00e1ctea\" \/><\/p>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Estos c\u00e1lculos contradicen otras observaciones del equipo. \u00abLas estrellas contenidas en los sat\u00e9lites que hemos observado se mueven a mucha m\u00e1s velocidad que la predicha por la Ley de la gravitaci\u00f3n universal. Si se aplica la f\u00edsica cl\u00e1sica, esto s\u00f3lo puede atribuirse a la presencia de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u00bb, asever\u00f3 el Dr. Metz.<\/p>\n<p style=\"text-align: justify;\">Este enigma nos indica que quiz\u00e1s se hayan interpretado de forma incorrecta algunos de los principios fundamentales de la f\u00edsica. \u00abLa \u00fanica soluci\u00f3n posible ser\u00eda desechar la Ley de la gravitaci\u00f3n de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>\u00bb, indic\u00f3 el profesor Kroupa. \u00abProbablemente habitemos un universo no <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>iano. De ser cierto, nuestras observaciones podr\u00edan tener explicaci\u00f3n sin necesidad de recurrir a la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>.\u00bb<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/mek.kosmo.cz\/pil_lety\/usa\/sts\/sts-86\/86mir.jpg\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" title=\"MIR\" src=\"http:\/\/mek.kosmo.cz\/pil_lety\/usa\/sts\/sts-86\/86mir.jpg\" alt=\"MIR, algo m\u00e1s que un simple laboratorio espacial, una belleza para la ciencia humana.\" width=\"384\" height=\"390\" \/><\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Hasta ahora, la Ley de la gravitaci\u00f3n de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> s\u00f3lo ha sido modificada en tres ocasiones: para incluir los efectos de las grandes velocidades (la teor\u00eda especial de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>), la proximidad de grandes masas (la teor\u00eda general de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>) y las escalas subat\u00f3micas (la mec\u00e1nica cu\u00e1ntica). Ahora, las graves inconsistencias reveladas por los datos obtenidos sobre las galaxias sat\u00e9lite respaldan la idea de que hay que adoptar una \u00abdin\u00e1mica newtoniana modificada\u00bb (MOND) para el espacio.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Teor\u00eda MOND y la materia oscura \u2014 Astronoo\" \/><img decoding=\"async\" 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\" alt=\"La teor\u00eda MOND de Milgrom tiene la batalla perdida contra la materia oscura seg\u00fan un art\u00edculo en Science | Francis (th)E mule Science's News\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Teor\u00eda MOND y la materia oscura \u2014 Astronoo\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es la teor\u00eda MOND de la materia oscura? - Quora\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a>OND, propuesta en 1981, modifica la segunda ley de la din\u00e1mica de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> para que con ella se pueda explicar la rotaci\u00f3n a velocidad uniforme de las galaxias, que contradice las predicciones newtonianas que afirman que la velocidad de los objetos separados del centro ser\u00e1 menor.<\/p>\n<p style=\"text-align: justify;\">Los nuevos descubrimientos poseen implicaciones de gran calado para la f\u00edsica fundamental y para las teor\u00edas sobre el Universo. Seg\u00fan el astrof\u00edsico Bob Sanders de la Universidad de Groningen (Pa\u00edses Bajos), \u00ablos autores de este art\u00edculo aportan argumentos contundentes. Sus resultados coinciden plenamente con lo predicho por la din\u00e1mica newtoniana modificada, pero completamente contrarios a la hip\u00f3tesis de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>. No es normal encontrarse con observaciones tan concluyentes.\u00bb<\/p>\n<p style=\"text-align: justify;\">Para m\u00e1s informaci\u00f3n, consulte:<\/p>\n<p style=\"text-align: justify;\">Instituto Argelander de Astronom\u00eda:<br \/>\n<a href=\"http:\/\/www.astro.uni-bonn.de\/\">http:\/\/www.astro.uni-bonn.de<\/a><\/p>\n<p style=\"text-align: justify;\">Astrophysical Journal:<br \/>\n<a href=\"http:\/\/www.iop.org\/EJ\/journal\/apj\">http:\/\/www.iop.org\/EJ\/journal\/apj<\/a><\/p>\n<p style=\"text-align: justify;\">Monthly Notices of the Royal Astronomical Society:<br \/>\n<a href=\"http:\/\/www.wiley.com\/bw\/journal.asp?ref=0035-8711\">http:\/\/www.wiley.com\/bw\/journal.asp?ref=0035-8711<\/a><\/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\" src=\"data:image\/jpeg;base64,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\" alt=\"Las teor\u00edas m\u00e1s extra\u00f1as del universo - Dos teor\u00edas enfrentadas\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La Fuerza o Interacci\u00f3n Gravitacional, siempre ha causado controversias en el sentido de que, a pesar de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> y de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> con su la Relatividad, contiene rincones oscuros en los que no hemos podido entrar y son causantes de dudas y controversias. Acordaos de aquella teor\u00eda de Dirac en la que dec\u00eda que la Gravedad, con el paso del tiempo ser\u00eda cambiante.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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\" alt=\"Las cuatro fuerzas fundamentales | Beatriz P\u00e9rez Trigo _ FQ\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSnKZwZ-E_B3zIVtsTLGAKJLJPoKSt9iQs1bg&amp;usqp=CAU\" alt=\"Archivo:Interacciones del modelo est\u00e1ndar de la f\u00edsica de particulas.png - Wikipedia, la enciclopedia libre\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0La Gravedad, se niega a entrar en el Modelo Est\u00e1ndar, y, el Gravit\u00f3n no aparece<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Lo cierto es que, de las cuatro fuerzas fundamentales de la Naturaleza, es la Gravedad la que siempre nos ha causado m\u00e1s problemas para entenderla plenamente. Claro que, la ciencia no se para, las investigaciones y las observaciones contin\u00faan sin cesar, y, surgen nuevas teor\u00edas que tratan de despejar aquellas inc\u00f3gnitas que todav\u00eda nos ponen ante la duda y no permiten el conocimiento pleno.<\/p>\n<p style=\"text-align: justify;\">Esperemos que en un futuro pr\u00f3ximo, lleguemos a despejar todas aquellas dudas que sobre \u00e9sta fuerza elemental de la Naturaleza a\u00fan tenemos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Emilio Silvera<\/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%2F01%2F01%2Fla-gravedad-esa-fuerza-misteriosa-5%2F&amp;title=La+Gravedad%2C+esa+fuerza+misteriosa' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=La+Gravedad%2C+esa+fuerza+misteriosa&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F01%2F01%2Fla-gravedad-esa-fuerza-misteriosa-5%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>Hace alg\u00fan tiempo que dos nuevos estudios, realizados por investigadores de Australia, Austria y Alemania han puesto en entredicho la forma en la que entendemos la f\u00edsica de la gravedad. Los descubrimientos, publicados en las revistas Astrophysical Journal y Monthly Notices of the Royal Astronomical Society, se basan en observaciones de galaxias enanas sat\u00e9lite o [&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\/27474"}],"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=27474"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27474\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27474"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27474"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27474"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}