tag:blogger.com,1999:blog-25284320353948680372024-02-21T15:11:32.869+00:00ASTROINGENIOObservatorio Astronómico de Ingenio "Juan Moreno" (OAIJM) MPC J39.
Latitud: 27º55´12"N
Longitud: 15º26´11"W
Altitud: 298.0mAstroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.comBlogger141125tag:blogger.com,1999:blog-2528432035394868037.post-47219527313770741942021-10-11T10:51:00.004+01:002022-02-03T11:25:51.949+00:00¡¡¡¡REABRIMOS!!!!<p> <span face="Arial, Helvetica, sans-serif" style="background-color: white; color: #222222; font-size: small;">Poco más de año y medio después, reabrimos a expensas de como evolucionen las cifras posteriormente.</span></p><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">A partir del próximo viernes 15 de octubre del 2021, nuestro observatorio vuelve a abrir sus puertas al público.</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">El Sol, Júpiter y Saturno entre otros astros en esta época, esperan a que vengas a verles.</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;">Reservas y condiciones:</div><div dir="auto" style="background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></div><div dir="auto" style="background-color: white;"><span style="color: #222222; font-size: x-small;">https://www.calengoo.com/booking/observatorio_astronomico_de_ingenio_juan_moreno/#/</span></div>Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-44798119749821938632020-05-03T18:54:00.001+01:002020-05-03T18:54:30.228+01:00Después de mucho tiempo, con la dedicación a las tareas del Observatorio Astronómico de Ingenio Juan Moreno, poco nos queda para dedicar a este blog que ya hace unos años que abrimos.<div>
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Hoy y con algo mas de tiempo dado que el estado de alarma sanitaria nos tiene confinados en casa y tenemos el observatorio cerrado al público, hemos dedicado un poquito de tiempo a retomar poco a poco la actividad fotográfica astronómica, principalmente la solar.</div>
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Aquí les dejamos una imagen del Sol de esta mañana del día 3 de mayo del 2020, realizada a las 10:46:16UT desde el Observatorio Astronómico de ingenio Juan Moreno; y, donde podemos apreciar que el Sol se encuentra en estos momentos en un periodo de calma en su actividad fotosférica, producto del cambio inminente de ciclo solar (cambio en la polaridad magnética del Sol). Hoy no presenta región activa alguna, tan solo quedan restos de la RA12760 acercándose al borde solar oeste y a punto de desaparecer, después de casi dos semanas como grupo B. Por tanto nos movemos en valores de actividad solar W=0. </div>
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Norte arriba, Este a la izquierda (recordemos que el giro del Sol se produce de Este a Oeste). Hemos añadido un pequeño circulito en la parte superior derecha para que se puedan hacer idea del tamaño aproximado de la Tierra.</div>
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Día de observación: 3126</div>
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Días transcurridos desde inicio de las observaciones: 3485 (18/10/2010)-</div>
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Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-21949384117858732052018-06-07T23:31:00.000+01:002018-06-07T23:31:26.984+01:00PRIMER GRUPO DE ESTUDIANTES EN EL NUEVO OAIJM<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqAmEQrHXwYOEXowhTIOzff2MNybZM79QCaoFmOV08sIXQMp-1PKNVO4TLMQzQIR2wxfvcNKO80Q5LY-tEYAXXy7ZkXWmdrin3G65xC29b8jEApoQX5q9kpyU-G6e_XmIiJXqugThuGLk/s1600/33816551_1962129947166152_1662963340751667200_n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqAmEQrHXwYOEXowhTIOzff2MNybZM79QCaoFmOV08sIXQMp-1PKNVO4TLMQzQIR2wxfvcNKO80Q5LY-tEYAXXy7ZkXWmdrin3G65xC29b8jEApoQX5q9kpyU-G6e_XmIiJXqugThuGLk/s320/33816551_1962129947166152_1662963340751667200_n.jpg" width="320" /></a>El pasado 25 de mayo del 2018, nos visitó el primer grupo de estudiantes de la isla, en esta nueva andadura del OAIJM.<br />
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Nos visitó, un grupo de 23 alumnos de 4º de la ESO del IES Saulo Torón de Gáldar bajo la batuta del tutor del curso y profesor de matemáticas Melquiades Pérez Pérez y la profesora también de matemáticas Isabel Gil Bolaños.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8uLPKRpbZOZ28SuHvjEcC40kaRAGsITTxmrcZQ64QqxDAkt20O1IEfy3BBp1mEw2Hff9kQy6zX4qfrNtaDVDpkElhtdejIsUT1fAG2fv8dN4xe8DCXpmn26xGN2ttVPCpkib2I-3WFxE/s1600/33847431_1962130093832804_888114406913736704_n.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8uLPKRpbZOZ28SuHvjEcC40kaRAGsITTxmrcZQ64QqxDAkt20O1IEfy3BBp1mEw2Hff9kQy6zX4qfrNtaDVDpkElhtdejIsUT1fAG2fv8dN4xe8DCXpmn26xGN2ttVPCpkib2I-3WFxE/s320/33847431_1962130093832804_888114406913736704_n.jpg" width="320" /></a><br />
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El grupo tenía un doble objetivo: conocer mas de cerca un observatorio amateur y que es lo que en él se realiza; y, principalmente, desarrollar un trabajo de colaboración con la ESA (Agencia Espacial Europea) para la medida de la profundidad de algunos cráteres del hemisferio sur lunar.</div>
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Trabajando con un telescopio S/C de 203mm de diámetro f/10, realizaron, de forma autónoma y tras las explicaciones pertinentes sobre el funcionamiento del equipo, la toma de las imágenes requeridas para dicha medición; y que, determinarán posteriormente.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1nYoYyDS1vtbzw44RPfVQSVA_ax6Fc7pBtipm1OiShHAHAteL7AlTI45Htrm2vOqALqyGw2P6w0r8539RGcXtGnQp12p6KMY-kfZOcS3DI5YPBiZikm2xTjB9Q7YWSYefTBH1qOEFee4/s1600/33869022_1962130040499476_4420392753498685440_n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="text-align: justify;">Mas información en: https://www.infonortedigital.com/portada/educacion/item/66153-la-luna-y-el-ies-saulo-toron</span></a></div>
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Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-24760016986444249732018-06-07T23:10:00.001+01:002018-06-07T23:10:23.171+01:00YA ESTAMOS EN MARCHA!!!Aunque la inauguración oficial será el proximo 27 de julio del 2018, el Observatorio Astronómico de Ingenio "Juan Moreno" ya está en marcha.<br />
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Después de casi 10 años de actividad astronómica de carácter privado, el nuevo Observatorio Astronómico de Ingenio se pone en marcha y abre sus puertas al público en general para mostrar y compartir nuestra experiencia y nuestro cielo, con escolares, particulares, grupos de empresas y con nuestros seguidores, amigos y compañeros aficionados y amateurs.<br />
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Reformamos y estrenamos nuevo equipamiento, que daremos a conocer en breve, pero que servirá para modernizar y mejorar nuestra experiencia de cara al público en general, ofreciendo sesiones diurnas en luz integral y H-alpha; y, nocturnas.<br />
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El próximo 27 de Julio, inauguraremos, bajo invitación dado lo reducido del local, en una sesión de observación del eclipse total de luna de esa tarde-noche y otro tipo de actividades; y, posteriormente, al dia siguiente, sábado 28 de julio abriremos oficialmente de cara al público, en nuestra primera sesión diurna oficial.<br />
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Mas información en los próximos días y semanas.<br />
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<br />Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com2tag:blogger.com,1999:blog-2528432035394868037.post-67960189300761864062018-06-07T22:52:00.000+01:002018-06-07T22:54:00.119+01:00Visita de Dietmar Staps<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVBMK_lCTATW0XhHsEY9I9EWSdSXh2z9P0dzLJO9hztFi7PxtD9yJIE_gdOn0Pw5-8fSV4EI284OCAScVL1lf2s7SvP4OXvxGLtX1FdjiD9MNysc_3n4DLEdOwCyEGb-vVx6xGzUk6m3o/s1600/26804796_1818420718203743_6365796308255222269_n.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVBMK_lCTATW0XhHsEY9I9EWSdSXh2z9P0dzLJO9hztFi7PxtD9yJIE_gdOn0Pw5-8fSV4EI284OCAScVL1lf2s7SvP4OXvxGLtX1FdjiD9MNysc_3n4DLEdOwCyEGb-vVx6xGzUk6m3o/s320/26804796_1818420718203743_6365796308255222269_n.jpg" width="320" /></a>El pasado 21 de enero del 2018, recibíamos en el Observatorio Astronómico de Ingenio "Juan Moreno", la visita inesperada de todo un experto en la observación solar: Dietmar Staps.</div>
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Hombre conocedor de nuestro astro rey y seguidor de su actividad solar desde hace ya 49 años, cuando quien escribe apenas tenía unos pocos meses, carga a sus espaldas nada mas y nada menos que 20 eclipses totales de Sol observados por todo el planeta desde el año 1971.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6MsQOHYZeTbUs9UpIi0n_csFNav6Rp98AjUmJUfucM1DOfYEQIus1KG45XRoGNpyf79Vz4nUlvO-8x0f0TKQGI6iSYK1g17lGjIXv-emEqO3amWjodnG5CBTUB-2390acSp9HhWKKDG8/s1600/26805214_1818484071530741_2534554347586915716_n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6MsQOHYZeTbUs9UpIi0n_csFNav6Rp98AjUmJUfucM1DOfYEQIus1KG45XRoGNpyf79Vz4nUlvO-8x0f0TKQGI6iSYK1g17lGjIXv-emEqO3amWjodnG5CBTUB-2390acSp9HhWKKDG8/s400/26805214_1818484071530741_2534554347586915716_n.jpg" width="300" /></a>Miembro de la Asociación Sonne de Alemania y con varias publicaciones en diversos libros de astronomía y especialmente en observación solar, Dietmar disfruta sus vacaciones desde hace ya tres años, en el sur de la Isla de Gran Canaria. En esta ocasión, aprovechó su visita a la isla, para conocer de promera mano, el trabajo que en el Observatorio Astronómico de Ingenio realizamos desde hace ya casi 8 años en lo que a la observación solar se refiere.</div>
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Interesado por la forma de trabajar y que información y a donde se enviaba; también nos mostró algo de su trabajo y conocimiento acerca de este tema. Además, en esta ocasión, se desplazó a Gran Canaria con su telescopio solar LUNT de 60mm, con el que durante tres días (viernes, sábado y domingo) pudimos disfrutar del Sol en la banda H-alpha, aunque la actividad fuese baja en este sentido, pudiendose observar alguna que otra protuberancia solar.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUN8mx3gahUWdryCMnlJIOs9Bl7ndP7obZTab8nXSAbtUuPRAWqeupdC_CwBR6vKVjOeiL-26gppp1GOu6W6O_Nykp_65W8yHd2WNYwe9bgQCwTfGk56Hh9mux79PhmC1XIUwpgD6N-F8/s1600/19642415_1818484174864064_2893627992514256015_n.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUN8mx3gahUWdryCMnlJIOs9Bl7ndP7obZTab8nXSAbtUuPRAWqeupdC_CwBR6vKVjOeiL-26gppp1GOu6W6O_Nykp_65W8yHd2WNYwe9bgQCwTfGk56Hh9mux79PhmC1XIUwpgD6N-F8/s320/19642415_1818484174864064_2893627992514256015_n.jpg" width="320" /></a>Una pena fué la barrera del idioma, pero, con la ayuda del amigo Sven Dings, que también disfruto de la velada del sábado oyendo a Dietmar contar sus historias del Sol por todo el planeta, pudimos sortear este peldaño.</div>
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Gracias a Dietmar Staps por esta agradable visita; y, que repita!!!</div>
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<br />Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-67348679692959699942018-01-10T23:10:00.000+00:002018-01-10T23:10:46.762+00:00Región Activa 12694: el inicio del Ciclo Solar Nº 25<div style="text-align: justify;">
El pasado día 8 afloró muy cercano al meridiano solar, el grupo 12694. Una región activa, que podría pasar desapercibida, dada su baja actividad; si no fuera porque marca el final de un ciclo solar(el número 24) y el comienzo de otro, el número 25.</div>
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Esto es así, dado que dicho grupo emerge en latitudes muy altas, en concreto en 32ºS.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgjN0uO0ZOLFgib7pVqdYnZewM1TbfuEn3DBhCJwRl_SQm3n2WtPeMON0lVPPWj8IZD4sXOple_Awa60RomavNV2qLUOYPL45SYY8ngwqAzGrssC0mmFMRDrVIziv2UH8kXi4MWX-gKXA/s1600/180110-1020.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgjN0uO0ZOLFgib7pVqdYnZewM1TbfuEn3DBhCJwRl_SQm3n2WtPeMON0lVPPWj8IZD4sXOple_Awa60RomavNV2qLUOYPL45SYY8ngwqAzGrssC0mmFMRDrVIziv2UH8kXi4MWX-gKXA/s200/180110-1020.jpg" width="200" /></a>El inicio de un ciclo, lo marca la aparición de grupos en altas latitudes (mas allá de los 30º N y S), los cuales a medida que avanza el ciclo van a apareciendo en latitudes cada vez mas bajas hasta marcar el fin de ciclo con grupos cercanos o en torno a los 5º N y S. De todas formas, seguiremos viendo aún algún que otro grupo mas del ciclo Nº 24; ya que, se llega a producir un solape entre el fin de uno y el comienzo de otro. Es lo que se denomina <a href="https://www.windows2universe.org/sun/activity/butterfly.html&lang=sp" target="_blank">Diagrama de Maunder en Mariposa</a>.</div>
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Aquí pueden ver una imagen del Sol del día de hoy (realizada desde el Observatorio Astronómico de Ingenio a las 10:20h TU), donde se aprecian (en el hemisferio Sur) dos grupos Axx con dos poros cada uno y que corresponden a un grupo sin clasificar (el mas cercano al ecuador y perteneciente al ciclo Nº 24) y un segundo mas al sur, el 12694 (perteneciente al ciclo solar Nº 25).</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPF0tG0vh59TunsW1vdLMZYVBunmENSFOuE1xZSVHWQn6NDA6IRyI58Sqnq12ZljYTHyvbBYkoHFqzDFY7ScpJ7Mr583POvZ8H_NmumK3FDn-AjKcPZcl2nnL7g-ctSQds5Zqkd9hjjpw/s1600/180110coord.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPF0tG0vh59TunsW1vdLMZYVBunmENSFOuE1xZSVHWQn6NDA6IRyI58Sqnq12ZljYTHyvbBYkoHFqzDFY7ScpJ7Mr583POvZ8H_NmumK3FDn-AjKcPZcl2nnL7g-ctSQds5Zqkd9hjjpw/s200/180110coord.jpg" width="200" /></a></div>
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- Las posiciones de ambos grupos son las siguientes:</div>
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Fecha Hora UT Región Longitud Latitud Observador</div>
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180110 1020 258.2 -07.7 JAM<br />180110 1020 12694 244.2 -31.6 JAM<br /><br />- Datos de la imagen:</div>
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<br />Rotación Solar de Carrintong= 2199<br />Diámetro solar = 1951.58 arcseg<br />P = -2.47 (Ángulo de Posición)<br />B = -4.06 (Latitud del centro del disco)<br />L = 221.83 (Longitud del meridiano central)</div>
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Hora = 10:20 UT</div>
Resolución= 1.17 arcseg/pixel<br /><br />Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-74638088840738419692018-01-09T15:54:00.002+00:002018-01-09T15:54:47.781+00:00Primera región activa asociada al Ciclo Solar Nº 25En la jornada de ayer lunes 8 de enero del 2018, afloró en el centro del disco solar, la primera región activa asociada al cíclo solar nº 25.<br />
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Se trata de la región activa NOAA 12694, que afloró cercano al meridiano solar en latitud 32º Sur como un grupo Axx con un único poro y que a medida que transcurrían las horas, evolucionaba a grupo Bxo.<br />
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A las 12:54h UT de ayer, en que fué observado por AstroIngenio poco despúes de su afloramiento, aprovechando un claro entre las nubes, se mostraba como un grupo Axx; mientras que ya, en la jornada de hoy, a las 11:03UT, se encontraba también como grupo Axx con un único poro aislado, por lo que la debilidad del mismo ya es patente, aunque es posible que se reactive de nuevo, como suele ocurrir al inicio de actividad de los grupos.<br />
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Lamentablemente, la climatología ha impedido realizar imágenes, dada la nubosidad abundante existente. Lo seguiremos intentando en los próximos días...Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-52169972008896198082017-01-24T08:49:00.000+00:002017-01-24T08:49:49.231+00:00El Hemisferio Sur Solar se desconecta y el Norte trata de sobrevivir.En estas semanas estamos asistiendo a la bajada de actividad solar de este ciclo solar Nº 24.<br />
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La tendencia a la baja de dicho ciclo es ya clara e indudable, alimentada principalmente por el hemisferio norte. El sur lleva varias semanas desconectado, sin ni siquiera mostrar un solo poro; mientras que, el norte, después de una semana de inactividad, vuelve a remontar el vuelo con varios grupos tipo C y D (en sus momentos de máxima actividad) cercanos al ecuador solar.<br />
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Para muestra, el parte solar del pasado dia 22 de enero del 2017.<br />
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Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com1tag:blogger.com,1999:blog-2528432035394868037.post-47204656655278424632017-01-13T17:18:00.000+00:002017-01-13T17:18:32.455+00:00Tres Regiones Activas hoy en el SolDespués de varios dias con la actividad solar bajo mínimos, entre ayer y hoy han surgido tres regiones activas que animan este ocaso del ciclo solar nº 24.<br />
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Ayer jueves veíamos surgir por el limbo este del hemisferio norte, la región activa 12625 como grupo H con una sola mancha y un único foco, que hoy muestra similar disposición pero con dos focos activos en la misma mancha.<br />
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Algo mas al norte, ha surgido hoy tambien por el limbo este del hemisferio norte en torno a los 8ºN, otra región activa (aún sin numerar) también en configuración H pero mas extensa y con dos focos.<br />
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Al sur de este grupo, pero aún dentro del hemisferio norte y muy cerca del ecuador solar, ha surgido también por el limbo este otro de configuración Bxo con dos únicos focos.<br />
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El hemisferio sur, continua inactivo en lo que ya parece ser su mínimo definitivo hacia el final de ciclo.<br />
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El área total medida de las regiones activas mencionadas es de 162 millonésimas de hemisferio. <br />
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Posiciones de los grupos a las 10h 40m UT:<br />
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12625 253.7 +02.1 JAM<br />
242.6 +01.9 JAM<br />
242.6 +08.7 JAM<br />
242.8 +07.9 JAM<br /><br /><br />Rotación Solar de Carrington = 2186<br />Diámetro solar en segundos de arco= 1951.40<br />P = -4.02<br />B = -4.40<br />L = 319.89<br />
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IMÁGENES OBTENIDAS ESTA MAÑANA DESDE EL OIJM. En todas las imágenes, Norte arriba y Este a la izquierda. <br />
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<br />Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-66138527867444046462017-01-08T23:26:00.001+00:002017-01-08T23:27:03.271+00:00GRAFICAS DE OBSERVACIÓN SOLAR 2016 (I)<div style="text-align: justify;">
Gráfica de promedio de actividad solar total y por hemisferios del año 2016 obtenidas desde el Observatorio Astronómico de Ingenio "Juan Moreno" OAIJM MPC J39.</div>
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Se observa la tendencia a la baja de la actividad solar en ambos hemisferios, con repunte en el total aportada por el hemisferio sur en mayo, mientras el norte mantenía la actividad de abril; y, caida importante en el mes de junio en ambos hemisferios (mayormente en el norte) que afectó de manera significativa al Wolf medio total y con repunte del norte en los meses de julio y agosto que hicieron recuperar la tendencia de meses anteriores, pero con una tendencia general del año 2016 a la baja buscando el final del ciclo 24.</div>
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<br />Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-22461421637489953292017-01-03T22:37:00.000+00:002017-01-03T23:23:49.786+00:00GRAFICAS DE OBSERVACIÓN SOLAR 2016Compartimos a continuación las tres primeras gráficas de los resultados de las observaciones realizadas a lo largo del año 2016 desde el Observatorio Astronómico de Ingenio OAIJM y su comparativa con la lista Parhelio.<br />
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Dias Observados durante el año 2016: 356/366 (97.27%) <br />
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En los próximos dias/semanas publicaremos mas resultados de esta actividad. <br />
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Figura 1: Actividad Solar por Hemisferios, registrada desde el OAIJM durante el año 2016.<br />
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<a 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" style="cursor: move;" width="640" /></a>Figura 2: Actividad Solar Total, registrada desde el OAIJM durante el año 2016.<br />
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<img alt="" height="168" 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" width="640" /><br />
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Figura 3: Comparativa de Actividad Solar Total, registrada desde el OAIJM y por la lista PARHELIO durante el año 2016.<br />
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<img alt="" height="168" 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width="640" /> Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-75406850495025345632017-01-03T20:33:00.002+00:002017-01-03T20:33:59.324+00:00Feliz Año 2017<div style="text-align: justify;">
Acaba un año mas y renovamos las esperanzas de uno mejor, con la llegada del 2017.</div>
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Se va el año 2016 y en Astroingenio lo celebramos con nuevas esperanzas y nuevos objetivos para el 2017 con la mirada fijada ya en el comienzo del 2018, que debería de marcar un punto de inflexión en la actividad de este blog y de quien lo dirige, con nuevos objetivos profesionales, educativos y divulgativos en el campo de la astronomía; así como una mejora material y personal. Trataremos incluso de ir mas lejos, buscando lograr un viejo objetivo que quedó en el camino hace varias décadas.</div>
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El 2016 ha dejado como principal bagaje astronómico, un 97.27% de dias de observación solar. Han sido 356 dias observados de los 366 del año bisiesto que nos ha dejado, con un alto porcentaje de dias despejados y muy buen seeing, que ha permitido obtener los resultados expuestos. En los próximos dias, realizaremos una entrada con los datos mas relevantes.</div>
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A todo esto se une el reconocimiento del trabajo realizado en este campo por parte de la American Asociaciation of Variable Star Observers (AVVSO) con el Premio AVVSO Solar Observer del pasado 12 de Noviembre del 2016 en el 105º Encuentro Anual de la AVVSO celebrado en Burlington, Massachusetts (EEUU), premio que nos congratula y orgullece.</div>
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A tod@s l@s amig@s de Astroingenio, Feliz Año 2017 con nuestros mejores deseos.</div>
Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-5241869322341569112016-05-14T22:47:00.000+01:002016-05-14T22:47:19.655+01:00TRÁNSITO DE MERCURIO<div style="text-align: justify;">
Después de mucho tiempo sin publicar nada, les dejo una imagen del tránsito de Mercurio del pasado lunes dia 9 de mayo del 2016.</div>
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Este día, Murphy se puso a trabajar con muchas ganas...</div>
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Casualmente (y digo solo casualmente), después de una racha de 151 días observados de manera continuada desde el 8 de diciembre del 2015, salvo el 2 de febrero del 2016 donde por muy poco tiempo, al aprovechar un claro entre las nubes no dió tiempo a finalizar el dibujo diario de la observación, parecía que se iba a romper la racha; y que, digo casualmente gracias a Murphy, no iba a poder observar el paso del planeta ante el Sol.</div>
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Los días habían sido magníficos en los últimos 5 meses; pero, la mañana del 9 de mayo, la nubosidad era tan espesa y abundante, que se desmoronaron todas las esperanzas de observar dicho tránsito.</div>
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Pero, a eso de las 13h UT (14h TL), un rayo de luz entre las nubes, revivió la esperanza; y, hubo que dejar el almuerzo, para pasar a la acción rápida, ya que el cielo se despejó rápidamente, aunque con mucha turbulencia lógicamente (cosa que había olvidado como era desde hacía también muchos meses).</div>
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Así y todo, Murphy siguió haciendo de las de él y complicó mucho la observación y la sesión fotográfica, pero no evitó, que ambas cosas se saldaran con éxito, no con el éxito esperado, pero bien.</div>
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Aquí les dejo una imagen de dicho tránsito, obtenida a las 14h19m UT, en luz blanca con la Canon EOS-1000D y el refractor.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimTBPoaj1NvODRsfOjmaHaCCm1uH2fIXrQAwcWPqTQOu2v5RaG7mHVIWB-eghZZyUOJPKhzk9veuQ2MrDMqJhHZ6yIKCIaicoPKWgXfMJOH6BYymCJcrEOyr3XYkL8FCmPfEhaKv2MTa8/s1600/sol_09052016_141857ut_j39_r_t.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="620" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimTBPoaj1NvODRsfOjmaHaCCm1uH2fIXrQAwcWPqTQOu2v5RaG7mHVIWB-eghZZyUOJPKhzk9veuQ2MrDMqJhHZ6yIKCIaicoPKWgXfMJOH6BYymCJcrEOyr3XYkL8FCmPfEhaKv2MTa8/s640/sol_09052016_141857ut_j39_r_t.jpg" width="640" /></a></div>
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Por suerte, la racha continúa y ya son 133 dias en los que se ha observado el Sol desde este observatorio, de los 134 del año 2016; y, 163 de 165 desde el 1 de diciembre del 2015.</div>
Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-20564514048922757922015-01-10T22:30:00.000+00:002015-01-10T22:31:30.845+00:00Cometa C/2014 Q2 (Lovejoy)Después de un tiempo sin publicar, hoy traemos por aquí la primera imagen del cometa C/2014 Q2 (Lovejoy), la nubecita en el centro de la imagen en color verde azulado, obtenida desde el Observatorio Astronómico de Ingenio OAIJM.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJA9AAYbR-FZDBgAuWyKlOfyrakroJ22d0tVwzI3ieew9a2wtlO31n3FIiOaBXGSPek1gKXTUFUnWnjBhItaW5KLWlePNKqZ1GTa5DK21kj6ZT9WDOAmQju02wYH1u0-hkZ4FqFWYT-5Y/s1600/a2_62jpg.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJA9AAYbR-FZDBgAuWyKlOfyrakroJ22d0tVwzI3ieew9a2wtlO31n3FIiOaBXGSPek1gKXTUFUnWnjBhItaW5KLWlePNKqZ1GTa5DK21kj6ZT9WDOAmQju02wYH1u0-hkZ4FqFWYT-5Y/s1600/a2_62jpg.jpg" height="213" width="320" /></a></div>
La imagen es de las 21:50:42h UT del dia 7/01/2015, con cámara EOS1000D y objetivo de 55mm sobre montura LXD-75 y 15" de exposición. No es una gran imagen, pero ahí está.<br />
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El cometa es visible a simple vista en estos dias en la constelación de Tauro. Les adjunto una carta de localización para las 22:25h TU de mañana 11/01/2015.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIa_AIcmQsodmW2-fUq268Wez62iqJI-QC1KLpj2jlu2QOrF90FQeBvFR_ganK8JRbQIUpn4UfAZns8oH3xcUWK42T5fjEyTZGF1FBFWphKIZ8uShY9pegzbrbcXD5-WpRwzR8NZASf00/s1600/Sin+t%C3%ADtulo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIa_AIcmQsodmW2-fUq268Wez62iqJI-QC1KLpj2jlu2QOrF90FQeBvFR_ganK8JRbQIUpn4UfAZns8oH3xcUWK42T5fjEyTZGF1FBFWphKIZ8uShY9pegzbrbcXD5-WpRwzR8NZASf00/s1600/Sin+t%C3%ADtulo.png" height="153" width="320" /></a></div>
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<br />Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com2tag:blogger.com,1999:blog-2528432035394868037.post-73839662884187932862014-01-02T00:50:00.000+00:002014-01-02T00:50:46.314+00:00Primera imagen del Sol del 2014Esta mañana ha comenzado el 2014 con buen tiempo; y, después de mucho tiempo, me he decidido a publicar una entrada en este blog. Los deberes como padre poco tiempo dejan como para estar publicando, pero ello no ha impedido completar el año de observación solar que acaba de finalizar.<br />
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En esta ocasión, les dejo como decía en el título de esta entrada, los primeros fotones captados de la fosotsfera solar en el inicio del año 2014, con el Sol casi en máximo de actividad solar en el hemisferio sur y casi nulo en el hemisferio norte; algo que, viene siendo habitual en los últimos meses, lo cual apunta a que estamos ya en el inicio del descenso de la actividad solar del reciente ciclo 24.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3ZNDwTHgperogc3cdpBX-N9vHU6toLWRDwNrloVbVavIHTvF7zdQ7y-aRZPU3zLT3IZKZ8D_wFXdg8WGbnwJU3lqqXVHi53uzSIcSbLo-9zCGCvcdYRokJAkAqcuBFN_pTkpsw2Q0ueE/s1600/sol_20140101_102825ut_j39_g_R_T__.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="370" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3ZNDwTHgperogc3cdpBX-N9vHU6toLWRDwNrloVbVavIHTvF7zdQ7y-aRZPU3zLT3IZKZ8D_wFXdg8WGbnwJU3lqqXVHi53uzSIcSbLo-9zCGCvcdYRokJAkAqcuBFN_pTkpsw2Q0ueE/s400/sol_20140101_102825ut_j39_g_R_T__.jpg" width="400" /></a></div>
<br />Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-87292203327991719002013-08-18T00:35:00.000+01:002013-08-18T00:37:40.577+01:00El Sol del mes de Julio del 2013<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dw5PN07JEKBI4HQPG1fWeyUCXDPO21WkMMjYJG7jM0RXdDZNP5p0Hwq6I7xouDA3zKgTuoZcpfXMxqLsV4pdw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
31 dias de observación solar completos en un video de 17 segundos... Desde luego, la calidad que aquí se muestra, nada tiene que ver con lo subido, pero es lo que da el blog.Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-27704445988513317592013-05-27T13:08:00.000+01:002013-05-28T00:08:59.375+01:00Cuatro planetas del Sistema Solar en una imagen desde el OAIJM<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH1TClluuMyBMJ5TiIzXrV_cJS_6OtQ1YgaLv1Qw3aDG8FYAnN8nlb8ehTOyJRd4ystNninr24gvP7KueVUeZDWqLKZeDVps1sCIGBwQAnCnX_6R0n5LrdCOaPlEgIyU0TlJyrhTI64xE/s1600/IMG_7736_.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="425" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH1TClluuMyBMJ5TiIzXrV_cJS_6OtQ1YgaLv1Qw3aDG8FYAnN8nlb8ehTOyJRd4ystNninr24gvP7KueVUeZDWqLKZeDVps1sCIGBwQAnCnX_6R0n5LrdCOaPlEgIyU0TlJyrhTI64xE/s640/IMG_7736_.JPG" width="640" /></a></div>
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Ayer tarde, se producía una bella estampa de conjunción de planetas del Sistema Solar; en esta ocasión, tras la puesta de Sol, los brillantes Venus y Júpiter y el esquivo Mercurio, se mostraron sobre el horizonte oeste del Observatorio Astronómico de Ingenio "Juan Moreno".</div>
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Aquí les dejamos una imagen de dicha conjunción planetaria; en la que se puede apreciar un cuarto planeta del Sistema Solar... ¿adivinan cuál?</div>
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En los próximos días seguirán "muy cerca" relativamente entre ellos y observables con facilidad sobre el horizonte oeste al atardecer, media hora o cuarenta y cinco minutos después de que se oculte el Sol.</div>
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Y ojo para los que intentan buscar una explicación mas allá de la puramente científica...</div>
Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-51333867581361760562013-05-16T10:44:00.000+01:002013-05-16T10:44:18.416+01:00El Sol llegando al máximo del ciclo 24<div style="text-align: justify;">
Una mañana estupenda para observar el Sol, cielo despejado en Ingenio con magnífica transparencia y estabilidad atmosférica, tanto para visual como para fotografía solar, cin una ligera brisa que mejora la imagen.</div>
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El Sol lleva varias semanas con su diente de sierra habitual, pero sin llegar a bajar su actividad de 100 como venía siendo normal hasta ahora. Aparecen y desaparecen continuamente regiones muy activas y en concreto hoy tenemos 11 regiones o grupos con un total de 141 focos que nos da un número relativo de actividad de 251.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPq73_-Y5usS_QlA_OG_k6HhjfDha3tJKwaSHdd7P0K9hShbx0dzUzrWCDXCORg2UUctTaT08yBQjUie3SIJfpn3jz66gluUdM3mnSXRSgvQOFej_Q_PB_K7lxPc_FeH_2VQOxDL6TX_c/s1600/20130516_083924tu_j39.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="584" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPq73_-Y5usS_QlA_OG_k6HhjfDha3tJKwaSHdd7P0K9hShbx0dzUzrWCDXCORg2UUctTaT08yBQjUie3SIJfpn3jz66gluUdM3mnSXRSgvQOFej_Q_PB_K7lxPc_FeH_2VQOxDL6TX_c/s640/20130516_083924tu_j39.jpg" width="640" /></a></div>
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Ambos hemisferios parecen competir para ver quien se lleva la palma en actividad y parece que en principio es el hemisferio norte el que se muestra mas activo, principalmente en cuanto a fulguraciones se refiere; ya que, en estos últimos dias, el grupo 11748 ha reventado con varias de ellas de la clase X (1.2 ayer a la 1:25TU, 3.2 a las 0:00TU del dia 14, 2.8 a las 15:48TU y 1.7 a la 1:53TU, estas dos últimas del dia 13 cuando estaba a punto de aparecer por el limbo este solar).</div>
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En la imagen que muestro, podemos ver los grupos de manchas y fue tomada a las 09:39UT de hoy.</div>
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En fin, que la cosa está calentita y parece que ya nos acercamos al máximo del ciclo y en un muy buen momento; ya que, para aquellos que lo deseen, este próximo domingo 19 de mayo, nuestros compañeros del Grupo Hypatia de Telescopios, proponen una observación solar gratuita en el Mirador de la Degollada de las Yeguas en San Bartolomé de Tirajana (carretera GC-60 desde Maspalomas a Ayacata en la salida siguiente al km 45 de la autopista GC-1), entre las 9:00AM y las 12:30AM. No se la pueden perder, porque si el tiempo acompaña, podrán ver cosas sorprendentes con los equipos que van a disponer para ello.<span itemprop="description"><span class="fsl"></span></span></div>
Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-74575335388838511102013-03-13T00:31:00.001+00:002013-03-13T00:31:57.791+00:00C/2012 L4 (PANSTARR): Desde Gran Canaria (II)<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyrc7jQjHrmowsAiZThDg689CEOUmzRTsMfLA4EVp0ggNQIcDeGYlmbM9Fcdqv6RS_gdzS9uERE9aaYV4Vtafd_ZWkRVhI-014i0hsYquLpzzwZKcfEC8VUNnclN7y0rKpxdtwpXGKebY/s1600/C2011_L4_PANSTARR_11032013_195650UT_JAMQ.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyrc7jQjHrmowsAiZThDg689CEOUmzRTsMfLA4EVp0ggNQIcDeGYlmbM9Fcdqv6RS_gdzS9uERE9aaYV4Vtafd_ZWkRVhI-014i0hsYquLpzzwZKcfEC8VUNnclN7y0rKpxdtwpXGKebY/s320/C2011_L4_PANSTARR_11032013_195650UT_JAMQ.jpg" width="229" /></a>Otra imagen del cometa obtenida desde el Pico de las Nieves en Gran Canaria, en la tarde del pasado lunes 11 de marzo del 2013.Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-23636533983052277302013-03-13T00:27:00.002+00:002013-03-13T00:28:31.128+00:00Cometa Panstarr desde Ingenio<div style="text-align: justify;">
En la jornada de hoy, el tiempo ha permitido observar el cometa desde Ingenio, sin necesidad de desplazamiento al centro de la isla. Después de comprobar la zona por la que se ocultaría el cometa desde el observatorio y viendo que las condiciones meteorológicas eran excelentes, me arriesgué a observarlo desde Ingenio a sabiendas que disponía de muy poco tiempo para detectarlo; ya que, se observaría a partir de las 19:34 y hasta aproximadamente las 19:43.</div>
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Además hoy, la presencia de la Luna en su primer dia de edad, con un cuarto creciente muy finito, permitiría detectarlo a tiempo. Y así ocurrió...</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhkj-lkM90-_OXvWp6fMyLNi4QQ0kY5LID7UsiYSMbqIfw3h6lNlUkFUpc7NnUSEWx2iSlkgB_jkZyjsYyJ9djxdL6ZbQJENNHMikEVCxlEpskkL3Fe0Pz4uMnhWqFIgjkCjmXg9WvNz4/s1600/PANSTARR_20130312_194206UT_2905_2r.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhkj-lkM90-_OXvWp6fMyLNi4QQ0kY5LID7UsiYSMbqIfw3h6lNlUkFUpc7NnUSEWx2iSlkgB_jkZyjsYyJ9djxdL6ZbQJENNHMikEVCxlEpskkL3Fe0Pz4uMnhWqFIgjkCjmXg9WvNz4/s400/PANSTARR_20130312_194206UT_2905_2r.jpg" width="400" /></a></div>
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Aquí les dejo una imagen captada a las 19h42m06sUT, donde se aprecia el cometa "sobre" la Iglesia de La Candelaria poco antes de ocultarse.</div>
Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-44137751687575419462013-03-10T01:10:00.002+00:002013-03-13T00:28:13.869+00:00C/2012 L4 (PANSTARR): Desde Gran Canaria (I)Por fin al tercer intento, hemos recibido los primeros fotones del Panstarr desde Gran Canaria.Javier Falcón y yo, hemos cogido los bártulos y nos hemos ido a la caza del Panstarr.<br />
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La tarde hacía presagiar que no íbamos a lograrlo, pero al final, la agudeza visual de Frank (que se unió al grupo allá arriba), nos abrió la luz, cuando ya estábamos a punto de tirar la toalla.<br />
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El cometa está muy brillante (en torno a la magnitud 0), pero dado que está inmerso en el crepúsculo vespertino, se requiere el uso de prismáticos p.e. de 7 o 10x50, no mayores ya que requieren buen pulso y abarcan un campo muy pequeño que dificulta rastrearlo.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbOsjvCzxjhWCICJYMyDr0IQeck7gwDDatsXff9Gi4M24rE_5Oi96OFeBfz-YXD1iiy_oLBX7rn9mkm2rvZInc-5k4EaB_E7QvxnhgrODa9QHj7F0wTi5ljyd1tR5Hi8D64c70fh7zXPo/s1600/09032013_195817UT_JAMQ_154mm_8s_f63_ISO200_2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbOsjvCzxjhWCICJYMyDr0IQeck7gwDDatsXff9Gi4M24rE_5Oi96OFeBfz-YXD1iiy_oLBX7rn9mkm2rvZInc-5k4EaB_E7QvxnhgrODa9QHj7F0wTi5ljyd1tR5Hi8D64c70fh7zXPo/s400/09032013_195817UT_JAMQ_154mm_8s_f63_ISO200_2.jpg" width="400" /></a></div>
Pero no ha sido por mucho tiempo, ya que lo detectamos a las 19:58 cuando ya estaba muy cerquita del horizonte, de ahí que la imagen no esté bien enfocada.<br />
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Próximo intento, el lunes 11¿alguien se anima?Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-56717239213454510752013-03-06T00:43:00.000+00:002013-03-06T00:43:17.674+00:00COMETA PANSTARRS (II)Las previsiones mas favorables están siendo superadas y ya está en magnitud +1.4. Recordemos que la magnitud es el brillo de un astro y que las estrellas mas débiles visibles a simple vista son de magnitud 6. A medida que son mas brillantes esa magnitud es mas cercana a cero e incluso puede tener valores negativos. P.e.: la Polar es de magnitud +2.0, Vega 0, Sirius -1.8, Venus -4.3, Luna -12.3 y el Sol -26.4.<br />
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Pues el cometa es hoy tan brillante como p.e Regulus (alpha Leo), magnitud +1.4 y subiendo de brillo a razón de media magnitud diaria. A estas alturas, podría pasar por el perihelio (distancia mínima al Sol) y dias posteriores en magnitud negativa incluso...<br />
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Unas imágenes de diversos autores: <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigwQzQdB-mfqozqp37UjdUoDVOWmTw-buNDuN3VpMXC3N8L7n4aL_eR8joPi8rxnL0WOwPhFSLe8zXucqJvCnPWUHCeNzQaik0FmHMqGJodPmJ3bW_UOx4hg5izUbsWn7r0e1xckYY5fg/s1600/2013-03-03-Panstarrs-Lake-Clifton-IIS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigwQzQdB-mfqozqp37UjdUoDVOWmTw-buNDuN3VpMXC3N8L7n4aL_eR8joPi8rxnL0WOwPhFSLe8zXucqJvCnPWUHCeNzQaik0FmHMqGJodPmJ3bW_UOx4hg5izUbsWn7r0e1xckYY5fg/s400/2013-03-03-Panstarrs-Lake-Clifton-IIS.jpg" width="400" /> </a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB-kQtGc1YsqsRLIUZKVh4ycG9d_KFTPCD_E2R73A3whCuhi382svdWNJyRUl9twxcARpwbnZjaBtHcEY91Eka6uxvYhuKCcEetwanXLIzeP7a_yTFNuCtqn4XuUTqNN_FT1u7DEcXWpA/s1600/CometPanstarrs_FarmPan1_1920.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB-kQtGc1YsqsRLIUZKVh4ycG9d_KFTPCD_E2R73A3whCuhi382svdWNJyRUl9twxcARpwbnZjaBtHcEY91Eka6uxvYhuKCcEetwanXLIzeP7a_yTFNuCtqn4XuUTqNN_FT1u7DEcXWpA/s400/CometPanstarrs_FarmPan1_1920.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrDtb-7r804lpzPhdT640kPDmgxwOaZDJ-OHk6dZ3uXmFeoyXt7H9HXCCaROVaGfBI_KQbPEOwM4u_zCfnyHeIqbOOX4rMwuVuMxpvYsqjIzZKgJuRPQ2gc-ld1dyc0H3aZR15MgNdmMA/s1600/CometPanstarrsOverPerth1_GBoxer.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrDtb-7r804lpzPhdT640kPDmgxwOaZDJ-OHk6dZ3uXmFeoyXt7H9HXCCaROVaGfBI_KQbPEOwM4u_zCfnyHeIqbOOX4rMwuVuMxpvYsqjIzZKgJuRPQ2gc-ld1dyc0H3aZR15MgNdmMA/s400/CometPanstarrsOverPerth1_GBoxer.jpg" width="400" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgop7Dm4lV8oxvC3z93_yhKWAGYApqrvolCMZqik9TF2zUHQjpfUZ1GzUbTpjKh0y1FuHQr19WI_t0BQ7p931xWKYiDcsVzuE7vkqcPgWuIv4WeDjunfQqJdKCmHJGzqxxcXeuT78_fzdE/s1600/PanSTARRS_Sandringham_s.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgop7Dm4lV8oxvC3z93_yhKWAGYApqrvolCMZqik9TF2zUHQjpfUZ1GzUbTpjKh0y1FuHQr19WI_t0BQ7p931xWKYiDcsVzuE7vkqcPgWuIv4WeDjunfQqJdKCmHJGzqxxcXeuT78_fzdE/s400/PanSTARRS_Sandringham_s.jpg" width="400" /></a>Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-71264665089971546762013-03-02T21:39:00.000+00:002013-03-02T21:49:38.472+00:00COMETA PANSTARRS (I)<div style="text-align: justify;">
Estos dias iremos tratando de actualizar los últimos datos que vayan llegando sobre este cometa.</div>
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Iniciamos esta primera entrada con la última medida realizada por el compañero <a class="normTxt" href="http://www.blogger.com/blogger.g?blogID=2528432035394868037">
Marco Antônio Coelho Goiato
</a>de la lista de observadores de cometas a la que pertenezco en la que hace una completa descripción del cometa, que anima a dejar de hacer todo lo que uno tenga que hacer el miércoles, 13 por la tarde y subir a observarlo desde la cumbre de la isla.</div>
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El comentario de Marco Antonio dice así: </div>
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C/2011 L4: fácil de identificar com os prismáticos 7x50 apesar de sua
baixa altitude ( 3º ) e imerso no crepúsculo náutico ( sol: -13 º ); não
identificável a olho nu nestas circunstâncias; evidencia-se com grande
facilidade sua brilhante cauda amarelada ( poeira ),
subestimada pela luz crepuscular. Em ascensão de brilho.</div>
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Aunque se entiende bien a las claras lo que nos quiere decir, pongo también su traducción:</div>
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<span class="" id="result_box" lang="es"><span class="hps">C/2011</span> <span class="hps">L4</span><span class="">: Fácil de</span> <span class="hps">identificar</span> <span class="hps">con</span> <span class="hps">prismáticos</span> <span class="hps">7x50</span> <span class="hps">a pesar de su</span> <span class="hps">baja altura</span> <span class="hps">(3 º</span>), y <span class="hps">sumergido en el</span> <span class="hps">crepúsculo</span> <span class="hps">náutico</span> <span class="hps">(el sol</span><span class="">: -13</span> <span class="hps">º);</span> <span class="hps">no identificable</span> <span class="hps">a simple vista</span> <span class="hps">bajo estas</span> <span class="hps">circunstancias, es</span> <span class="hps">evidente</span> <span class="hps">la facilidad</span> <span class="hps">con la cola</span> <span class="hps">brillante</span> <span class="hps atn">amarillo (</span>polvo), <span class="hps">subestimada por</span> <span class="hps">el crepúsculo.</span> <span class="hps">Aumento de</span> <span class="hps">brillo.</span></span></div>
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La estimación de magnitud que ha realizado es de 2.1 (lo que implica un aumento de media magnitud en solo dos dias - BUEN AUGURIO-) y como podemos ver, lo ha observado con prismáticos a solo tres grados de altura sobre el horizonte ya que no era identificable a simple vista (dada la baja altura sobre el horizonte). Esta serán mas o menos las circunstancias bajo las que será observado el próximo miércoles, 13; ya que, ese dia se encontrará a 15º del Sol.<br />
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Una imagen de lo que vamos a poder ver el próximo miércoles, a la que hay que incluirle Marte, la Luna y Urano (este último con prismáticos). Es una imagen de Reginaldo Nazar desde Brasil. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7ZfkWp01CVZOXHMaQipvU7Gr4Rz1755etc51_9882EzzKvDcyWmkiQ9M1La9Ne-bCUKbzoBF_WbMMZ3HeoWhnCc1NuW2dYCIkxlvqGMLdIbtN5v7e0FjLIjIC-AEqE2OyA0HEdlx3qWU/s1600/PanStars.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7ZfkWp01CVZOXHMaQipvU7Gr4Rz1755etc51_9882EzzKvDcyWmkiQ9M1La9Ne-bCUKbzoBF_WbMMZ3HeoWhnCc1NuW2dYCIkxlvqGMLdIbtN5v7e0FjLIjIC-AEqE2OyA0HEdlx3qWU/s400/PanStars.png" width="400" /></a></div>
Esperemos que para esa fecha esté aún mas brillante y si todo sale bien, tendremos un bello espectáculo.</div>
Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-58856885694761742872013-03-02T00:28:00.001+00:002013-03-02T21:24:00.400+00:00Llega el PANSTARRS (El primero de los cometas esperados)<div style="text-align: justify;">
En las próximas semanas, asistiremos a uno de los momentos mas esperados por cualquier astrónomo amateur: la llegada de un supercometa o un cometa brillante...</div>
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Del 7 al 15 de marzo del 2013 el cometa C/2011 L4 (PANSTARRS) se encontrará a la mínima distancia al Sol (perihelio) en torno a las 0.3UA mostrándose en todo su esplendor. Si las previsiones no fallan, y van mas o menos bien encaminadas ya que en la pasada noche del 28/02 ya se encuentra en magnitud 2.6, el cometa se encontrará muy cerca de la magnitud 1.0; y por tanto, desde hace semanas, será bien visible a simple vista.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt3GOfEOlFlgu2Vj4vqIR9ugwhK7HafdzfTpBOB3OLK0TbFn3_bUgJGHm6ilMhn8nbcDb6JASpTBEQn0TswErds_RDSrpjMBpimrn8VZKua0D2lRgV-hGvroyFBV7oxJ7XZzFVwarhLzE/s1600/curva_luz_panstarrs.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="492" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt3GOfEOlFlgu2Vj4vqIR9ugwhK7HafdzfTpBOB3OLK0TbFn3_bUgJGHm6ilMhn8nbcDb6JASpTBEQn0TswErds_RDSrpjMBpimrn8VZKua0D2lRgV-hGvroyFBV7oxJ7XZzFVwarhLzE/s640/curva_luz_panstarrs.jpg" width="640" /></a></div>
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El mejor momento para su observación desde Canarias, ocurrirá en la tarde-noche del 12 y 13 de marzo, poco después del ocaso solar, durante el crepúsculo astronómico, cuando se encontrará en su máximo brillo y es de esperar que desarrolle una buena cola que ya muestra en imágenes obtenidas desde el hemisferio sur.</div>
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Así, en la tarde del 13 de marzo, sobre el horizonte oeste, el cometa se encontrará a 7.5º al oeste de la Luna en fase creciente con tan solo 2 dias desde el novilunio y por tanto, mostrando la luz cenicienta... todo un espectáculo; aunque la cosa no quedará ahí, ya que además tendremos muy cerca al planeta Marte y a Urano, estando los 4 astros prácticamente alineados y visibles a simple vista (con dificultad Urano), y un quinto astro el asteroide 2-Pallas localizable con prismáticos.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnu6nFnz5hUqGrV8d1haTwKeA9bduSGe-sMb_gpHmtN4neCQqDl-pXjhXL7L8SCHlSov1h_VH3DNEBN28ini4vr7HoVaoMvNqK8JofUcZWkOWot904Gv7ynqf4EUr9zQf1R17KvzmsB_M/s1600/13032013_1900H.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnu6nFnz5hUqGrV8d1haTwKeA9bduSGe-sMb_gpHmtN4neCQqDl-pXjhXL7L8SCHlSov1h_VH3DNEBN28ini4vr7HoVaoMvNqK8JofUcZWkOWot904Gv7ynqf4EUr9zQf1R17KvzmsB_M/s640/13032013_1900H.jpg" width="640" /></a></div>
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Será el momento culminante de la visita de uno de los mas esperados... el siguiente, en noviembre el ISON: TAN BRILLANTE COMO LA LUNA LLENA Y ADEMÁS VISIBLE A SIMPLE VISTA INCLUSO DE DIA (Si las previsiones no fallan claro).<br />
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De momento, disfruten estas imágenes fresquitas del cometa, junto a otro brillante el C/2012 F6 (Lemmon) visible en el Hemisferio sur de Justin Tilbrook<b> y </b>Yuri Beletsky respectivamente.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2O-Mjxy9EXp1nBIR-aJUwrfEurO8NRRh3eu3c0iku3aDmJpn4EML6eu-KlM2sVNRnI5XRNivmxSA_dVJi1kH0vQvWQaqDf3IYhvpcfFL0DCHsl-ImWZXwkIRHn-xDJb8I1RjDt1r4zLI/s1600/F6_L4_Justin+Tilbrook.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2O-Mjxy9EXp1nBIR-aJUwrfEurO8NRRh3eu3c0iku3aDmJpn4EML6eu-KlM2sVNRnI5XRNivmxSA_dVJi1kH0vQvWQaqDf3IYhvpcfFL0DCHsl-ImWZXwkIRHn-xDJb8I1RjDt1r4zLI/s640/F6_L4_Justin+Tilbrook.jpg" width="425" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVjP9qHnuUzafmt-lwZrhj7xpw-9sudamrHePTSISwHVTOsxSM4dCxvlzu_6FGsxhr_O-0Eer38mf85ogFWtCHNkjV93O1vV_qh6xp7LAOuXaphNDyKkGRZeJY-o2oaX7zpPHnYOpfCuI/s1600/F6_L4_Yuri+Beletsky.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="488" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVjP9qHnuUzafmt-lwZrhj7xpw-9sudamrHePTSISwHVTOsxSM4dCxvlzu_6FGsxhr_O-0Eer38mf85ogFWtCHNkjV93O1vV_qh6xp7LAOuXaphNDyKkGRZeJY-o2oaX7zpPHnYOpfCuI/s640/F6_L4_Yuri+Beletsky.jpg" width="640" /></a></div>
Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0tag:blogger.com,1999:blog-2528432035394868037.post-44221317625459447962012-12-06T19:37:00.000+00:002012-12-06T19:37:25.055+00:00El Sol hoy (06/12/2012)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL5ZHj7Y_d3eK3sx2I5NdQVCpD6v9Sox06b6VrWuz1bSL5KXSEupB4l9JOngy1RN_LQitlj9yk65-Y9n22kZ2uyaLZvXrE5EyfuUqiP1u4adL1k5ruRwFdFlNh3-gOEpCi73w4TiLSWaA/s1600/Sol_20121206_0922TU_JAMQ_t.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL5ZHj7Y_d3eK3sx2I5NdQVCpD6v9Sox06b6VrWuz1bSL5KXSEupB4l9JOngy1RN_LQitlj9yk65-Y9n22kZ2uyaLZvXrE5EyfuUqiP1u4adL1k5ruRwFdFlNh3-gOEpCi73w4TiLSWaA/s640/Sol_20121206_0922TU_JAMQ_t.jpg" width="632" /></a></div>
Imagen del Sol de esta mañana, con un seeing bastante bueno. A simple vista es mas espectacular, se lo puedo garantizar...Astroingeniohttp://www.blogger.com/profile/17358414000007962588noreply@blogger.com0