{"id":4811,"date":"2021-01-11T06:00:36","date_gmt":"2021-01-11T05:00:36","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=4811"},"modified":"2021-01-11T06:05:22","modified_gmt":"2021-01-11T05:05:22","slug":"%c2%a1otros-mundos-%c2%bfotros-pueblos","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/11\/%c2%a1otros-mundos-%c2%bfotros-pueblos\/","title":{"rendered":"\u00a1Otros Mundos! \u00bfOtros Pueblos?"},"content":{"rendered":"<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Sondean la Nebulosa de Ori\u00f3n con radiotelescopios buscando exoplanetas<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/dPrppshSmR2ICyZcIGjbkqLWG2HEcOILnXYUrZ0Ge6Fo04xMboya_sFJkuNoX_FjIvX5vnZiIG-UumJLc3Zmxuu03-FK3s8c-hm9hp4k8nPUk_DCWzzYQEKy2Q\" alt=\"Nebulosa de Ori\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><em>Un sondeo detallado de las estrellas en la Nebulosa de Ori\u00f3n ha descubierto que menos del 10% tiene el suficiente polvo circundante para hacer planetas del tama\u00f1o de J\u00fapiter, de acuerdo con un informe de los astr\u00f3nomos de la Universidad de California, Berkeley, el California Institute of Technology (Caltech) y el Centro Harvard-Smithsonian para Astrof\u00edsica<\/em><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"file:\/\/\/C:\/DOCUME%7E1\/EMILIO%7E1\/CONFIG%7E1\/Temp\/moz-screenshot-42.png\" alt=\"\" \/><\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/5\/5f\/Messier-42-10.12.2004-filtered.jpeg\" alt=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/5\/5f\/Messier-42-10.12.2004-filtered.jpeg\" width=\"615\" height=\"425\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Porque las estrellas como el Sol probablemente se formaron en grupos abiertos y calientes como Ori\u00f3n, la conclusi\u00f3n sugiere que las estrellas tipo Sol tienen pocas probabilidades de formar planetas, o al menos, planetas del tama\u00f1o de J\u00fapiter o mayores.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Pensamos que la mayor parte de las estrellas en la galaxia se form\u00f3 en regiones densas como la de Ori\u00f3n, de modo que implica que sistemas como el nuestro podr\u00eda ser la excepci\u00f3n m\u00e1s que la regla&#8221;.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Eso fue lo dijo Joshua Eisner, autor principal, becario Miller de postdoctorado en UC Berkeley. Esto es coherente con los actuales resultados de b\u00fasquedas de planetas, que est\u00e1n descubriendo que s\u00f3lo cerca del 6% de las estrellas sondeadas tienen planetas del tama\u00f1o de J\u00fapiter o m\u00e1s grandes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static2.abc.es\/media\/201003\/22\/Orion--647x340.jpg\" alt=\"Hallan en la Nebulosa de Ori\u00f3n todos los ingredientes claves para la vida\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Espectro de agua y mol\u00e9culas org\u00e1nicas en la Nebulosa de Ori\u00f3n, obtenido por HIFI<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Est\u00e1n presentes todos los ingredientes necesarios para la Vida, y, si se crean planetas&#8230;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El estudio realizado por Eisner, por John M. Carpenter, astr\u00f3nomo de Caltech, y sus colegas apareci\u00f3 en la edici\u00f3n del 10 de agosto del The Astrophysical Journal de hace varios a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">El Nebulosa de Ori\u00f3n es un brillante grupo de apenas un mill\u00f3n de a\u00f1os de edad, iluminada por la luz de estrellas reci\u00e9n formadas, como una joya en la espada del cazador Ori\u00f3n. El grupo es tambi\u00e9n muy denso, dijo Eisner, con 1.000 estrellas apretadas dentro de una regi\u00f3n de algunos a\u00f1os-luz de lado. Para comparar, en el vecindario del Sol, hay s\u00f3lo una estrella dentro de ese volumen de espacio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Hubble capta el impresionante nacimiento de planetas en Ori\u00f3n | La  Ciencia y sus Demonios\" \/><img decoding=\"async\" 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\" alt=\"La formaci\u00f3n del sistema solar\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> capta el impresionante nacimiento de planetas en Ori\u00f3n<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hace cuatro mil millones a\u00f1os, sin embargo, el Sol podr\u00eda haber estado en un grupo denso y abierto como Ori\u00f3n. Porque los grupos abiertos como Ori\u00f3n al final se vuelven libres de la gravedad, se dispersan a lo largo de miles de millones de a\u00f1os, y como resultado, los compa\u00f1eros de nacimiento del Sol se han ido lejos.<\/p>\n<p style=\"text-align: justify;\">Estudiar grupos de estrellas como la Nebulosa de Ori\u00f3n &#8220;ayuda a nuestra comprensi\u00f3n del t\u00edpico modo de formaci\u00f3n de estrellas y planetas&#8221;, dijo Eisner.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Un 'lazo de fuego' oculto en la constelaci\u00f3n de Ori\u00f3n - El Universo Hoy\" \/><img decoding=\"async\" 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\" alt=\"Astrof\u00edsica Estelar 9\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las nuevas conclusiones provienen de algunas de las primeras observaciones de un conjunto de radiotelescopios operado en conjunto por la UC Berkeley, el Caltech, la Universidad de Maryland y la Universidad de Illinois, y ubicado en Cedar Flat al este de las Monta\u00f1as Inyo de California, cerca de la ciudad de Bishop. El conjunto combinado para investigaci\u00f3n en astronom\u00eda milim\u00e9trica (CARMA) fue creado en 2004 al trasladar los nueve telescopios de 6 metros del conjunto de la Asociaci\u00f3n Berkeley-Illinois-Maryland (BIMA) desde Hat Creek, California, y los seis telescopios de 10 metros del conjunto de onda-milim\u00e9trico del Radio-Observatorio Valle Owen (OVRO) de la Caltech a Cedar Flat. El plato de 15 metros del conjunto realiz\u00f3 sus primeras observaciones en 2006.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/manualdatecnologia.com\/images\/240px-CARMA_Panoramic_cropped2.jpg\" alt=\"Ilustraci\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El conjunto CARMA (arriba) observa las longitudes de onda milim\u00e9tricas, que es ideal para perforar las nubes de polvo y gas que rodean a las estrellas j\u00f3venes para ver sus densos discos de polvo. Eisner y sus colegas tambi\u00e9n usaron para este estudio el conjunto Submilim\u00e9trico (SMA), en la cima de Mauna Kea en Hawai. La combinaci\u00f3n del CARMA y el SMA permiti\u00f3 la sensibilidad y la alta calidad de imagen necesarias para observar los discos de polvo en Ori\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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QVp1d0QDAi4aA0ecfutGa+h2f9O0ajWPZVc5tTaqdIBrqTnto1TVDC5gOIVYpgkQAA7WCB87tVHA97DPhc5t7GxIulHIBAiKioAoUQAtPbc6dWUc0gkEQQYPAjMLq2i5wloJEXOQEWu42GSDkOvsi939K9mMrVyyozvWik9zsDneAiIdDb1LkNwt\/wCU6LhsFClg2k1qWEsBDJqFpZVcS2nTgnxQQ5xJ\/jTdvClV5QRfb7f+maDalUU6b302UXuJDnd4x4qV2UoZfFiwUjJ8EB7rAgD4cJmoqIio0HmZ1EZgHKwsbFZCtNkmLDPMgCwJzNtPM2URWownO8kWuIykHI5lZAHGbQItxkzb0KyqFERFok7zu8hkFkKjQWmtvHUZ\/C5reQtr8dfCASoFFSEBWbfCgPD5tyv5XRBFFSFXOnPcB5AABApvgzu4x6EZFWrUcTLnOJiJJJMbpOlzbisKqDQcWnwu3GWki8eVxJHqsucSZJJJzJuTzKisoIkIq2JEzE3gwY1g3g+SoiqtQiThBDZOEEgkCbAkASYi8DkFAg6mqZxEAuJcS50uJJiZxEgkGTlNzM2hVqF37iTB9J3DTIrLXkZEi8+e\/wBgjBY9daoMkbwMtb5j8qQq4zffdEGcI3BVd9krhjg4gOwkGHSQY0MGYWNpq43udAbJJgZCdAoOaqBFVAqDw+UhRBCFp7gbySYkzeXTvmYw3nfaNVk9bus9d3ntjQZFy4gBgEGSSLHymIvMIjmQqmhEDS+uts4i\/sOM17iTJMnUnMkkkknUycyoIBoq51\/ZVpi+e7X2OahGWn959blRAigKuI7+HlMx6klBVJQKICpKpP0ygfCgE9QgiFFplMmYEwJPASBPqQgiiLdJoLgDNzHhbiO4Q2RJy1CDLlElAoCqIqNEe3WitMXA329bfVQDddSEERaqZ+\/rcdcVEEVMadfZERRAipKCtOdptrPrY5j0WVURUAsbbh9foVAOE71FYRkEdddQhC1UcDECLRmTPG\/CBa1kZYydEEfu3fOvXBLazP4so0bzGfrFvUwPNQoKoiIKEBCrXQCIFxFxcXBsdDaORKGSNSBbln6aoIFFWGDPyJ9ihQElEjr+0BAPynXXuhQNOut3okKKhARIVQEAVH9da2lCSczwHLcijtOXx0FFrTkfn+llBVFqLZ65el\/f2WUVumySBv4ge5IAWERBVtjQc3R5ErmiDKKuG9VjCSABJJAHEmwRlJ65Lq50Mw4RdwdiviEAgNmYgzOU5LkwTy+ir8+d0ElUPMRJg3I0UhCbZIIgSFQdN6gOjQyN6kIUQVRAOv6RARUFAgi0xkgmQII1vfcMzEaLMIqCsJCoCgQnNdtl2jAScLHS1zIe0OAxCMTQcnjMHQrj8qqIiINM15fF\/utUA3EMZcGyMRaA5wGpaCQCeBIUp59cvqrSZJgmOtdyDARdTQO8Xy9\/soykZG6Rnlrp5H3RXJVbFF25VtAn2vzQc0K6nZ3XgSBqMuC4oIq5vx9JRFGVYPcx17eijtOX1RFRCUCIoLNogc7z8wpCqKiKKogBCiKAgRFRFQiIC6sZIcZyg85cBnpmiIOaIiKLUZcfufsiIC6bT+7IDLK2g99\/FEQYZIBIMaeoP2UNQ7yiIqiod59fRTGd59URBXVSZvbdJgcBJyCwiIP\/2Q==\" alt=\"Dobles en Orion (regi\u00f3n central) | Sur Astron\u00f3mico\" \/><img decoding=\"async\" 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\" alt=\"Astrof\u00edsica y F\u00edsica: El Cintur\u00f3n de Ori\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las observaciones de los astr\u00f3nomos de la regi\u00f3n central de Ori\u00f3n, m\u00e1s de 250 estrellas conocidas mostraron que s\u00f3lo un 10% emit\u00eda radiaci\u00f3n de longitud de onda de 1,3 mil\u00edmetros, la t\u00edpica emisi\u00f3n de un disco caliente de polvo. Se consider\u00f3 que menos todav\u00eda -menos del 8% de las estrellas sondeadas- ten\u00edan discos de polvo con masas mayores a una cent\u00e9sima de la masa del Sol, una masa considerada como el l\u00edmite inferior para la formaci\u00f3n de planetas del tama\u00f1o de J\u00fapiter. La masa promedio de un disco protoplanetario en la regi\u00f3n era de apenas una mil\u00e9sima de la masa del Sol, seg\u00fan calcularon los investigadores.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nebulosa de Ori\u00f3n - Wikiwand\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Localizada la tercera pieza de un rompecabezas estelar en Ori\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSvn31uPYuy5erD-6NIusAWpTJ6W6eDmrkslg&amp;usqp=CAU\" alt=\"Estrellas embrionarias en el coraz\u00f3n de Ori\u00f3n. Asturias Mundial\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQHUnVKsohu4Z9STOJuXG2ij6OAJKI7xufjtw&amp;usqp=CAU\" alt=\"Nebulosas de gases y de polvos \u2014 Astronoo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Eisner se\u00f1al\u00f3 que los sondeos previos que \u00e9l y Carpenter hab\u00edan realizado en otros grupos j\u00f3venes y abiertos, m\u00e1s viejos o m\u00e1s j\u00f3venes que Ori\u00f3n, mostraban una tendencia evolutiva en el promedio de masas de los discos en las diferentes regiones. Los grupos m\u00e1s viejos tend\u00edan a mostrar menos polvo, quiz\u00e1s porque gran parte de \u00e9l ya se hab\u00eda condensado en planetas.<\/p>\n<p style=\"text-align: justify;\">Los sondeos previos de otra regi\u00f3n de formaci\u00f3n de estrellas de menor densidad -el grupo Tauro- mostraban que m\u00e1s del 20% de sus estrellas ten\u00edan suficiente masa para formar planetas. La diferencia probablemente est\u00e1 relacionada con las estrellas calientes y muy api\u00f1adas del grupo Ori\u00f3n, dijo Carpenter, astr\u00f3nomo de investigaci\u00f3n superior y subdirector de OVRO.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/_w1kycNNBkOE\/TFUtXyK5SbI\/AAAAAAAAECo\/2Gn3XCAdZ7c\/s1600\/oriondeep_andreo.jpg\" alt=\"Astrof\u00edsica y F\u00edsica: El Cintur\u00f3n de Ori\u00f3n\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;De alg\u00fan modo, el ambiente del grupo Ori\u00f3n no es propicio para la formaci\u00f3n de discos muy masivos o que sobrevivan, presumiblemente debido al campo de ionizaci\u00f3n de las enormes estrellas calientes, de las que se puede esperar que foto-evaporen polvo y terminen con discos de poca masa&#8221;, dijo.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Muchas de las estrellas de Ori\u00f3n captadas por CARMA ya hab\u00edan sido fotografiadas por el Telescopio Espacial <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> y las apodaron proplyds, por discos protoplanetarios. Mientras el <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> ve\u00eda los discos de polvo contra la estrella, el CARMA detect\u00f3 directamente las emisiones de gases del mismo polvo.<\/p>\n<p style=\"text-align: justify;\">&#8220;CARMA es un instrumento ideal para este tipo de estudio, con sus 15 telescopios que proveen la buena resoluci\u00f3n necesaria para resolver discos protoplanetarios, de modo que podemos determinar su estructura y medir sus masas m\u00e1s precisamente&#8221;, dijo Eisner.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.circuloastronomico.cl\/imagenes\/neb\/vista_orion_b_436.jpg\" alt=\"Astrof\u00edsica Estelar 9\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Carpenter se\u00f1al\u00f3 que las futuras mejoras al conjunto CARMA podr\u00edan permitir la detecci\u00f3n de discos aun m\u00e1s peque\u00f1os, capaces de formar planetas menores a J\u00fapiter. Para detectar discos aun m\u00e1s peque\u00f1os, los capaces de formar planetas del tama\u00f1o de la Tierra, o s\u00faper-Tierra, se necesitar\u00e1 de un conjunto de m\u00e1s envergadura, como el gran conjunto milim\u00e9trico de Atacama (ALMA) ahora en construcci\u00f3n en Chile.<\/p>\n<p style=\"text-align: justify;\">Los co-autores del art\u00edculo en la revista son Richard L. Plambeck, de UC Berkeley, Stuartt A. Corder, estudiante postgraduado de Caltech y Chunhua Qi, y David Wilner del Centro Harvard-Smithsonian para astrof\u00edsica, que opera el conjunto submilim\u00e9trico.<\/p>\n<p style=\"text-align: justify;\">Fuente: <a href=\"http:\/\/www.spaceflightnow.com\/\" target=\"_blank\">Spaceflight<\/a>. 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