{"id":126125,"date":"2013-01-03T00:05:48","date_gmt":"2013-01-03T04:35:48","guid":{"rendered":"http:\/\/www.moonmentum.com\/blog\/?p=126125"},"modified":"2013-04-09T11:24:38","modified_gmt":"2013-04-09T15:54:38","slug":"lluvia-de-estrellas-al-amanecer","status":"publish","type":"post","link":"https:\/\/moonmentum.com\/blog\/actualidad\/observatorio-moonmentum\/lluvia-de-estrellas-al-amanecer\/","title":{"rendered":"Lluvia de estrellas al amanecer"},"content":{"rendered":"<p><strong><img loading=\"lazy\" decoding=\"async\" class=\"alignleft size-medium wp-image-127260 lazyload\" style=\"--smush-placeholder-width: 300px; --smush-placeholder-aspect-ratio: 300\/200;float: left; margin: 6px; border: 0pt none;\" title=\"Cuadrantidas Meteoros\" data-src=\"http:\/\/www.moonmentum.com\/blog\/wp-content\/uploads\/2013\/01\/observatorio3jan-300x200.jpg\" alt=\"Cuadrantidas Meteoros\" width=\"300\" height=\"200\" src=\"data:image\/gif;base64,R0lGODlhAQABAAAAACH5BAEKAAEALAAAAAABAAEAAAICTAEAOw==\" \/><noscript><img loading=\"lazy\" decoding=\"async\" class=\"alignleft size-medium wp-image-127260\" style=\"float: left; margin: 6px; border: 0pt none;\" title=\"Cuadrantidas Meteoros\" src=\"http:\/\/www.moonmentum.com\/blog\/wp-content\/uploads\/2013\/01\/observatorio3jan-300x200.jpg\" alt=\"Cuadrantidas Meteoros\" width=\"300\" height=\"200\" \/><\/noscript>Una r\u00e1faga de meteoros llenar\u00e1 el cielo antes del amanecer del 3 de enero.<\/strong><\/p>\n<p>La lluvia anual de\u00a0<strong>meteoros Cuadr\u00e1ntidas<\/strong> por lo general son de las mejores del a\u00f1o, y en 2013, una vez m\u00e1s, ofrecer\u00e1n una presentaci\u00f3n agradable.<\/p>\n<p>En todo el\u00a0hemisferio occidental,\u00a0<strong>la lluvia alcanza su pico antes del amanecer 3 de enero.<\/strong> Por desgracia, una luna gibosa menguante tambi\u00e9n estar\u00e1 en el cielo, y su luz \u00a0oscurecen las rayas tenues.<\/p>\n<p>Las\u00a0<strong>Cuadr\u00e1ntidas<\/strong> generar un alto porcentaje de meteoros brillantes, por lo que todav\u00eda debe clasificar entre los mejores lluvias del a\u00f1o. Los astr\u00f3nomos predicen que las\u00a0Cuadr\u00e1ntidas\u00a0alcanzar\u00e1n su punto m\u00e1ximo alrededor de las 8 de la ma\u00f1ana EST 3.<!--more--><\/p>\n<p>Ese tiempo es m\u00e1s eficaz para\u00a0Asia,\u00a0pero en\u00a0Am\u00e9rica del Norte\u00a0los observadores de meteoros tambi\u00e9n debe mantener un ojo hacia fuera porque la predicci\u00f3n de lluvias de meteoros sigue siendo inexacta.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignright\" style=\"border: 0pt none; margin: 6px;\" 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\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alt=\"\" width=\"264\" height=\"215\" \/>Los meteoros de las Cuadr\u00e1ntidas son lo suficientemente brillantes como para ser vistos durante el crep\u00fasculo.<\/p>\n<p><strong> <\/strong><\/p>\n<p><strong> <\/strong><\/p>\n<p><strong>La Gran cacerola se acurruca baja en el norte al caer la noche<\/strong>, con su cazo no muy alejado del horizonte. Rota a trav\u00e9s del cielo durante la noche, alcanzando su punto m\u00e1s alto temprano por la ma\u00f1ana. Seguir\u00e1 alta en el cielo a primera luz.<\/p>\n<p><span style=\"font-size: large;\"><strong>La Osa Mayor<\/strong><\/span><\/p>\n<p>La Osa Mayor es una de las constelaciones m\u00e1s famosas. Se puede ver durante todo el a\u00f1o mirando hacia el norte. La constelaci\u00f3n es m\u00e1s extensa que el asterismo que aparece en la imagen, pero \u00e9ste \u2013llamado a veces La cacerola\u2014 es la parte m\u00e1s conocida e identificable de la Osa Mayor. En M\u00e9xico parte de la Osa Mayor se oculta bajo el horizonte y luego sale una vez con cada giro de la b\u00f3veda celeste. Pero en la latitud de Grecia esta constelaci\u00f3n da vueltas y vueltas alrededor del polo norte celeste sin jam\u00e1s ocultarse. Por eso dice Homero, en La odisea, que la Osa Mayor \u201cNunca se hunde en las aguas del oc\u00e9ano\u201d.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" style=\"float: left; margin: 6px; border: 0pt none;\" 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\" alt=\"\" width=\"318\" height=\"214\" \/>Seg\u00fan la leyenda griega, Zeus, padre de los dioses del Olimpo, se enamor\u00f3 un d\u00eda de la hermosa ninfa cazadora Calisto, que viv\u00eda en los bosques de Arcadia. Presa de un intenso amor, Zeus sedujo a Calisto. Hera, la esposa de Zeus, estaba tan celosa de la ninfa, que la convirti\u00f3 en oso.<\/p>\n<p>Pas\u00f3 el tiempo y cierto d\u00eda Arkas, hijo de Calisto, que tambi\u00e9n era cazador, se top\u00f3 con un oso en el bosque. El animal era nada menos que su madre, pero Arkas no lo sab\u00eda. Estaba a punto de dispararle una flecha cuando Zeus intervino para imped\u00edrselo y revelarle la verdad. A fin de que Calisto no volviera a tener encuentros peligrosos de esa naturaleza, Zeus la tom\u00f3 de la cola y la lanz\u00f3 hacia el cielo. Luego el padre de los dioses ol\u00edmpicos transform\u00f3 a Arkas en oso y lo puso tambi\u00e9n en el cielo para hacerle compa\u00f1\u00eda a su madre. Arkas es hoy la constelaci\u00f3n de la Osa Menor, y la punta de su cola es la estrella polar, gu\u00eda de navegantes y viajeros desde tiempos antiguos.<\/p>\n<p>Pero Hera no estaba conforme. Despu\u00e9s de todo, con Calisto dando vueltas en el cielo eternamente, Zeus pod\u00eda ver a su amor cuando se le antojara. As\u00ed que la diosa llam\u00f3 a su hermano, Poseid\u00f3n, dios del mar, y le hizo prometer jam\u00e1s permitir que los osos celestes, Calisto y Arkas, se acercaran a sus dominios acu\u00e1ticos. Por eso la Osa Mayor y la Osa Menor nunca se ponen&#8230; En la latitud de Grecia; en M\u00e9xico, donde la Osa Mayor hunde la cola bajo el horizonte, esta parte de la leyenda no tiene sentido.<\/p>\n<p>Por lo general, las formas de la mayor\u00eda de las constelaciones les evocan im\u00e1genes distintas a observadores de culturas distintas. Pero las estrellas de la Osa Mayor tambi\u00e9n fueron asociadas con este animal por los ind\u00edgenas del Nuevo Mundo. Una leyenda india de Norteam\u00e9rica explica por qu\u00e9 cambian de color en el oto\u00f1o las hojas de los bosques del norte. Las tres estrellas de la cola de la osa griega representaban para estos indios a tres cazadores que iban en pos de un oso, representado por el cuenco de la cacerola. Todo el a\u00f1o dan vueltas y vueltas persiguiendo al oso, pero en el oto\u00f1o, cuando se ve la constelaci\u00f3n bajar hacia el horizonte al caer la noche, los cazadores le dan alcance a su presa. Entonces disparan sus flechas. Una de las flechas le da en el flanco y al manar la sangre del oso, pinta los \u00e1rboles de color rojo intenso.<\/p>\n<p><strong>Nota: <\/strong>Esta informaci\u00f3n s\u00f3lo es v\u00e1lida para el Hemisferio Norte.<\/p>\n<p><strong> <\/strong><span style=\"color: #888888;\">\u00bf<em>Cu\u00e1ntas veces te detienes a observar lo que el cielo cada noche coloca en cartelera?\u2026 Recuerda el axioma que dice \u201cComo es arriba\u2026 Es abajo\u201d\u2026 El cielo y las estrellas no son un adorno\u2026 Son una realidad.<\/em><\/span><\/p>\n<p><span style=\"color: #888888;\"><strong>Observar nos conecta en un 30%<\/strong> con la energ\u00eda del Universo.<\/span><\/p>\n<p><span style=\"color: #888888;\"><strong>Imitar lo observado\u00a0 nos conecta en un 70%<\/strong> con la energ\u00eda del Universo\u2026<\/span><\/p>\n<p><span style=\"color: #888888;\"><strong>Emular<\/strong> lo observado nos convierte en la energ\u00eda.<\/span><br \/>\n<strong> <\/strong><\/p>\n<p><span style=\"color: #888888;\"><sub><strong>Fuentes:<\/strong> radiouniverso.org,<br \/>\n<strong>Imagen: <\/strong><\/sub> <sub>noticiaaldia.com<\/sub><\/span><strong> <\/strong><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Una r\u00e1faga de meteoros llenar\u00e1 el cielo antes del amanecer del 3 de enero. La lluvia anual de\u00a0meteoros Cuadr\u00e1ntidas por lo general son de las mejores del a\u00f1o, y en 2013, una vez m\u00e1s, ofrecer\u00e1n una presentaci\u00f3n agradable. En todo el\u00a0hemisferio occidental,\u00a0la lluvia alcanza su pico antes del amanecer 3 de enero. Por desgracia, una [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":127260,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[16],"tags":[343,17199,688,610],"class_list":["post-126125","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-observatorio-moonmentum","tag-lourdes-mendez","tag-mirando-las-estrellas","tag-observatorio","tag-planetas"],"_links":{"self":[{"href":"https:\/\/moonmentum.com\/blog\/wp-json\/wp\/v2\/posts\/126125","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/moonmentum.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/moonmentum.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/moonmentum.com\/blog\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/moonmentum.com\/blog\/wp-json\/wp\/v2\/comments?post=126125"}],"version-history":[{"count":0,"href":"https:\/\/moonmentum.com\/blog\/wp-json\/wp\/v2\/posts\/126125\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/moonmentum.com\/blog\/wp-json\/wp\/v2\/media\/127260"}],"wp:attachment":[{"href":"https:\/\/moonmentum.com\/blog\/wp-json\/wp\/v2\/media?parent=126125"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/moonmentum.com\/blog\/wp-json\/wp\/v2\/categories?post=126125"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/moonmentum.com\/blog\/wp-json\/wp\/v2\/tags?post=126125"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}