tag:blogger.com,1999:blog-89263542205500633622024-02-20T12:15:10.922-08:00AstronomiaJose Tortajadahttp://www.blogger.com/profile/12761208779470175694noreply@blogger.comBlogger9125tag:blogger.com,1999:blog-8926354220550063362.post-32462464417401103912012-05-13T11:24:00.000-07:002012-05-13T11:24:20.396-07:00TRATAMIENTO DE IMÁGENES ASTRONÓMICAS<div class="Section1">
<h1 style="background: silver; mso-pattern: gray-125 silver; mso-shading: silver;">
<b><span style="color: blue; font-size: 22pt;">TRATAMIENTO DE
IMÁGENES ASTRONÓMICAS </span></b></h1>
<h1 style="background: silver; mso-pattern: gray-125 silver; mso-shading: silver;">
<b><span style="color: blue; font-size: 22pt;">Por José
Tortajada</span></b><b><span style="color: grey; font-size: 22pt;"></span></b></h1>
<div class="MsoNormal">
<span style="font-size: 11pt;"> </span></div>
<div style="border-bottom: fuchsia 1.5pt double; border-left: fuchsia 1.5pt double; border-right: fuchsia 1.5pt double; border-top: fuchsia 1.5pt double; padding-bottom: 1pt; padding-left: 4pt; padding-right: 4pt; padding-top: 1pt;">
<div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; mso-border-alt: double fuchsia 1.5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: 11pt;">Estas
imágenes son tomadas de la NASA y usadas en la divulgación y la educación de la
astronomía, por lo que se pueden consultar las condiciones de uso en sus páginas
webs.</span><span style="font-size: 14pt;"></span></div>
</div>
<div class="MsoNormal">
<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">En
las siguientes líneas se muestran y ofrecen las imágenes y las páginas, desde
donde partir en el trabajo del tratamiento digital. </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Para llevarlo a cabo podemos
usar cualquiera de los programas, sino se indica lo contrario, pero si se indica
algún programa en concreto, será con tal programa con el que se realizará el
tratamiento.</span></div>
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<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<b><span style="color: navy; font-family: Unique; font-size: 14pt;">IMÁGENES
DEL SISTEMA SOLAR:</span></b></div>
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<span style="font-size: 14pt;"> </span></div>
<h2>
<u><span style="color: grey;">LA
LUNA</span></u></h2>
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<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Direcciones en Internet de
la Luna:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"></span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"><a href="http://www.lpi.usra.edu/lpi/welcome.html">http://www.lpi.usra.edu/lpi/welcome.html</a></span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"><a href="http://www.solarviews.com/span/toc.htm">http://www.solarviews.com/span/toc.htm</a> (Sistema Solar en general, y la Luna en
particular)</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"><a href="http://www.lpi.usra.edu/">http://www.lpi.usra.edu/</a></span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"><a href="http://www.nrl.navy.mil/clementine/clib/">http://www.nrl.navy.mil/clementine/clib/</a></span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"><a href="http://www.paisvirtual.com/ciencia/naturaleza/naiad/nueveplanetas/solarsystem/">http://www.paisvirtual.com/ciencia/naturaleza/naiad/nueveplanetas/solarsystem/</a> (Sistema Solar en general, y la Luna en
particular)</span></div>
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<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<b><u><span style="color: magenta; font-size: 18pt;">IMÁGENES:</span></u></b><span style="font-size: 14pt;"> </span></div>
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<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;">Esta vez se ofrecen varias
versiones de formatos JPG, GIF, BMP, para que se conozcan las diferencias y
semejanzas entre ellas y el uso de los distintos programas con que se
tratan.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-size: 14pt;"><a href="http://www.terra.es/personal5/cursojt/Alpes%20Lunares%20JPG">Alpes Lunares
JPG </a> <a href="http://www.terra.es/personal5/cursojt/Alpes%20Lunares%20Gif">Alpes Lunares
Gif</a> <a href="http://www.terra.es/personal5/cursojt/Alpes%20Lunares%20BMP">Alpes Lunares
BMP</a> </span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"><a href="http://www.terra.es/personal5/cursojt/Luna%20completa%20en%20JPG">Luna
completa en JPG</a>
</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"><a href="http://www.terra.es/personal5/cursojt/polo_south%20lunar%20JPG"><span lang="EN-GB">polo_south
lunar</span></a></span><span style="font-size: 14pt;">
<span lang="EN-GB" style="color: #3366ff;">JPG:</span><span lang="EN-GB"> <a href="http://www.terra.es/personal5/cursojt/polo_south%20lunar%20BMP">polo_south
lunar</a> <span style="color: #3366ff;">BMP</span> <a href="http://www.terra.es/personal5/cursojt/polo_south%20lunar%20gif">polo_south
lunar GIF</a></span></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"><a href="http://www.terra.es/personal5/cursojt/topo%20graf%C3%ADa%20lunar%20JPG">topografía
lunar</a></span> <a href="http://www.terra.es/personal5/cursojt/topo%20graf%C3%ADa%20lunar%20JPG"><span style="font-size: 14pt;">JPG</span></a><span style="font-size: 14pt;"> <a href="http://www.terra.es/personal5/cursojt/topo%20graf%C3%ADa%20lunar%20BMP">topografía
lunar BMP</a></span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"><a href="http://www.terra.es/personal5/cursojt/topo%20graf%C3%ADa%20lunar%20GIF">topografía
lunar GIF</a> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"> </span></div>
<h4>
<u><span style="color: grey;">Mercurio</span></u></h4>
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<b><i style="mso-bidi-font-style: normal;"><span style="color: grey;"> </span></i></b></div>
<h3>
Páginas webs relacionadas con Mercurio</h3>
<div class="MsoNormal">
<a href="http://www.etsimo.uniovi.es/solar/span/mercury.htm#intro">http://www.etsimo.uniovi.es/solar/span/mercury.htm#intro</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.jpl.nasa.gov/solarsystem/mercury/">http://www.jpl.nasa.gov/solarsystem/mercury/</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.maxpages.com/midnightfire/Mercury">http://www.maxpages.com/midnightfire/Mercury</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
http://www.mysmartsearch.com/Mercury--astronomy.htm</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="color: #ff99cc; font-size: 18pt;">IMÁGENES DE
MERCURIO:</span></b></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.terra.es/personal5/cursojt/Caloris2.JPG">Caloris 2 JPG
</a> <a href="http://www.terra.es/personal5/cursojt/Mercter.JPG">Caloris L JPG </a> <a href="http://www.terra.es/personal5/cursojt/fault.JPG">Falla de Mercurio
</a> <a href="http://www.terra.es/personal5/cursojt/Mercter.JPG">Mercter JPG </a> <a href="http://www.terra.es/personal5/cursojt/mercuryl.JPG">Mercuryl JPG</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Un ejemplo de tratamiento de imágenes lo
proporciono con la que sigue:</div>
<div class="MsoNormal">
</div>
<h5>
<u>VENUS</u></h5>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Estas imágenes serán distintas, no hay imagen del visible de
Venus en que se vea la superficie, así que serán imágenes de radar y por tanto
sus informaciones son muy distintas, veámoslas:</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.etsimo.uniovi.es/solar/span/venus.htm#intro">http://www.etsimo.uniovi.es/solar/span/venus.htm#intro</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.feinstein.com.ar/Venus.html">http://www.feinstein.com.ar/Venus.html</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.arval.org.ve/Venussp.htm">http://www.arval.org.ve/Venussp.htm</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://wmaestro.com/webplanetas/">http://wmaestro.com/webplanetas/</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Y ahora vamos a ver que imágenes detalladas podemos ver y
usar:</div>
<div class="MsoNormal">
<span lang="EN-GB"><a href="http://www.terra.es/personal5/cursojt/Sif%20Mons%20venus.JPG">Sif Mons
venus</a> <a href="http://www.terra.es/personal5/cursojt/arach1%20venus.JPG">arach1
venus</a> <a href="http://www.terra.es/personal5/cursojt/p38360%20venus.JPG">p38360
venus</a></span><span lang="EN-GB"></span></div>
<div class="MsoNormal">
<span lang="EN-GB"> </span></div>
<div class="MsoNormal">
Han sido varias las misiones a Venus, algunas de sus páginas
web son:</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.jpl.nasa.gov/magellan/">http://www.jpl.nasa.gov/magellan/</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Claro que una idea de todas las pasadas misiones espaciales,
están en la siguiente página:</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.jpl.nasa.gov/missions/past/">http://www.jpl.nasa.gov/missions/past/</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Y ahora nos vamos a </div>
<div class="MsoNormal">
</div>
<h6>
<u>MARTE</u></h6>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
El más interesante en la actualidad, pues el hallazgo de
supuestas o ciertas (¿?) bacterias o restos de la actividad marciana, nos
plantean que la búsqueda de agua, pruebas de su actividad, de materia orgánica,
etc. nos harán disfrutar en los próximos años de este pequeño planeta.</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Algunas páginas web de Marte son:</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://mars.jpl.nasa.gov/">http://mars.jpl.nasa.gov/</a> En que veremos el
proyecto de la exploración marciana, y el de la Mars Pathfinder está en:</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://mars.jpl.nasa.gov/default.html">http://mars.jpl.nasa.gov/default.html</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://vraptor.jpl.nasa.gov/voyager/voyager.html">http://vraptor.jpl.nasa.gov/voyager/voyager.html</a>
Es de la nave Voyager este lugar.</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://marslander.jpl.nasa.gov/">http://marslander.jpl.nasa.gov/</a> El
proyecto de la supuestamente fracasada Mars Polar Lander, pero que al final en
qué quedará?</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://mars.jpl.nasa.gov/mgs/">http://mars.jpl.nasa.gov/mgs/</a> Con el
actual Mars Global Surveyor</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
El tema de la vida en Marte lo podemos analizar en las
siguientes páginas:</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://cu-ames.arc.nasa.gov/marslife">http://cu-ames.arc.nasa.gov/marslife</a> </div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Y ahora vamos a ver algunas imágenes que estudiar de
Marte:</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.terra.es/personal5/cursojt/Marte%20150a3b0mg.JPG">Marte con sus
casquetes</a> <a href="http://www.terra.es/personal5/cursojt/Marte%2015fe5f0riosg.JPG">Los valles
con erosión y estratos</a> <a href="http://www.terra.es/personal5/cursojt/Marte%20mag_chain_arrowsm.JPG">Vida
en Marte</a> <a href="http://www.terra.es/personal5/cursojt/Marte%20magnetita%20bacteriana.JPG">Y
la magnetita de las bacterias</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.terra.es/personal5/cursojt/Marte%2015fe5f0riosg.JPG">Sedimentos</a> <a href="http://www.terra.es/personal5/cursojt/marsatmosfera.JPG">Atmósfera</a> <a href="http://www.terra.es/personal5/cursojt/network%20r%C3%ADos%20de%20marte.JPG">Ríos</a> <a href="http://www.terra.es/personal5/cursojt/islandse.JPG">Volcanes</a> <a href="http://www.terra.es/personal5/cursojt/slump.JPG">Erosión y Slump</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Y por ahora hasta aquí, pues está página va por partes ....
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Espero que le haya servido y gustado.</div>
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</div>
<div class="MsoNormal">
Correo electrónico del autor: josetortajada@yahoo.es</div>
</div>Jose Tortajadahttp://www.blogger.com/profile/12761208779470175694noreply@blogger.com0tag:blogger.com,1999:blog-8926354220550063362.post-59480294215112392962012-05-13T11:19:00.002-07:002012-05-13T11:19:20.828-07:00IMÁGENES DE MARTE PARA ESTUDIAR CON EL PROYECTO DE COOPERACIÓN CON LA NASA<div class="Section1">
<div class="MsoBodyText">
IMÁGENES DE MARTE PARA ESTUDIAR CON EL PROYECTO DE
COOPERACIÓN CON LA NASA</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://msip.asu.edu/pages/frames/home/home_f.html" target="mainFrame"><span style="text-decoration: none; text-underline: none;"></span></a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="font-family: 'Arial Unicode MS';"><a href="http://msip.asu.edu/pages/frames/index.html">http://msip.asu.edu/pages/frames/index.html</a>
(aquí se puede ver el proyecto globalmente)</span></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;">Cuando tengas estas imágenes
analizadas, guardas la imagen con el texto de word, si has realizado
tratamientos, con ellos y si deseas algo más (dibujos a escanear) se lo
solicitas al profesor. Todo ello lo guardas en tu carpeta y se lo envías al
profesor al correo:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"><a href="mailto:jose.tortaja@terra.es">jose.tortaja@terra.es</a></span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;">En
qué consiste este proyecto y como vamos a participar</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;">Nuestro formato de
participación es en lo que llaman en el MSIP: “Formato de Archivado-datos”: las
investigaciones que haremos de “archivado-datos”, del Mars Studento Imaging
Project, son conducidas por los profesores del aula. El estudiante en equipo
utilizará<span style="mso-spacerun: yes;"> </span>una imagen o varias de las
publicadas en las webs y tomadas de Marte como las más apropiadas para sus
proyectos. De este modo los estudiantes serán capaces de completar el plan de
estudios completo MSIP de un modo eficaz y ameno. </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;">Antes de empezar, os cuento
que en la web cuya dirección ahora escribiré, se encuentra una amplísima
información de todos los planetas, por supuesto de Marte y además más
información de Marte se encuentra en la web del profesor de este planeta (<a href="http://www.iespana.es/Marte-web">www.iespana.es/Marte-web</a>).</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"><a href="http://alex.pixar.es/nueveplanetas/nueveplanetas/solarsystem/">http://alex.pixar.es/nueveplanetas/nueveplanetas/solarsystem/</a></span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;">Además no dejes de ver las
noticias relativas a Marte aparecidas en las diversas fechas del mes de abril de
2002 y siguientes meses, de la base de datos de noticias de este profesor y
busca en ellas las novedades, que son realmente buenas e
interesantes.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoBodyText2">
Vas a realizar un estudio de varias imágenes de Marte,
para concretarlo deberás seguir los siguientes pasos:</div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;">1.-
Escoger una imagen de entre las que aparecen en las webs, que ahora listo, una
vez seleccionada, muéstrasela a tu profesor y si el da el consentimiento, bájala
a tu carpeta, evitando repeticiones o imágenes difíciles o que no interesan,
empieza tu análisis de ella y de ellas al hacer el trabajo deberás llevar a cabo
varias actividades que relato en el segundo punto. Las direcciones
son:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"><a href="http://mars.jpl.nasa.gov/mgs/msss/camera/images/index.html"><b><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Latest Images from
Mars</span></b></a></span><span style="font-size: 14pt; mso-ansi-language: EN-GB; mso-bidi-font-size: 12.0pt;">
<span lang="EN-GB"><a href="http://mars.jpl.nasa.gov/mgs/msss/camera/images/index.html">http://mars.jpl.nasa.gov/mgs/msss/camera/images/index.html</a></span></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-size: 14pt; mso-ansi-language: EN-GB; mso-bidi-font-size: 10.0pt;"><br />View the most recent pictures of the Martian
surface.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-size: 14pt; mso-ansi-language: EN-GB; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-size: 14pt; mso-ansi-language: EN-GB; mso-bidi-font-size: 10.0pt;"><a href="http://mars.jpl.nasa.gov/mgs/"><span lang="ES" style="mso-ansi-language: ES;">http://mars.jpl.nasa.gov/mgs/</span></a></span><span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;"> Si eliges esta web, deberás
estar seguro que tu imagen es válida.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;">2.-
Actividades: Deberás en primer lugar observar atentamente la imagen,
identificando los elementos de que está compuesta: cráteres, zonas erosionadas,
posibles formas de erosión fluvial, de ladera, etc., depósitos de sedimentos, de
tipo volcánico, formaciones de hielo, estratos, etc. Y una vez
observadas:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;">DESCRIBE LA IMAGEN. Con los
elementos mencionados arriba y mencionando los datos de la imagen que puedas
conocer, situación, guarda imágenes de su situación e insértalas en tu
trabajo.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;">RELATA SU HISTORIA:. Ahora y
con las indicaciones que te ha proporcionado el profesor, deberás realizar
varias “historias” que describan como se ha formado esta área
marciana.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;">REALIZA TRATAMIENTOS
DIGITALES QUE ACENTÚEN LOS RASGOS DESCRITOS O QUE LOS SEÑALEN CON CLARIDAD.
Evidentemente los guardarás y en el texto describe en que consisten y que se
observa en ellos.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;">Y
finalmente guárdala e insértala en la página que has
creado</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;">Hasta aquí es la actividad
inicial, después seguiremos con las otras actividades que el profesor te
explicará y cuyas actividades se describen en las web y conexiones
siguientes:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;">El
proyecto tiene una serie de documentos que el profesor ha guardado en los
ordenadores y los ha impreso en papel, pero si los quieres ver, están
en:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;">Finalmente, el profesor
revisará vuestros trabajos, los enviará a la NASA y los insertará en las páginas
webs del curso.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;">Pero, aún no hemos
terminado, otro día nos lo contarás.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoBodyText3">
DOCUMENTOS ORIGINALES DEL PROYECTO MSIP</div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<table border="0" cellpadding="0" style="width: 560px;">
<tbody>
<tr style="height: 426pt;">
<td style="height: 426pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 420pt;" valign="top" width="560">
<div align="center">
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<b><span lang="EN-GB" style="font-family: Verdana; mso-ansi-language: EN-GB;">Curriculum</span></b><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Teachers participating in MSIP will be able to download a five-volume
set of materials including the MSIP Teacher Guide, MSIP Resource Manual, MSIP
Student Handbook and Activity Guide, the Mapping the Surface of a Planet
activity, and the Mars Activites Book to provide guidance in implementing the
Mars Student Imaging Project within their science curriculum. Additionally, the
Student Handbook provides National Science Education Standards-aligned
activities for THEMIS Student Interns and guides them through every step of the
research design and proposal process.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></td></tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;"> </span></div>
<div align="center">
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 93.75pt;" width="125">
<div class="MsoNormal">
<span style="color: black; font-family: 'Arial Unicode MS';"></span></div>
</td>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 281.25pt;" valign="top" width="375">
<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Please select a format in which you would like to download the
<b>Mars Student Imaging Project (MSIP) Application</b>.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<ul type="disc">
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/MSIP%20Application.pdf" target="_blank"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Application (PDF
File)</span></a></span><span style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">
</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span>
</li>
<li class="MsoNormal" style="color: black; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: windowtext; font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/MSIP%20Application.doc"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Application (Microsoft Word
File)</span></a></span><span style="color: windowtext; font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">
</span><span lang="EN-GB" style="font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></li>
</ul>
</td></tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;"> </span></div>
<div align="center">
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 93.75pt;" width="125">
<div class="MsoNormal">
<span style="color: black; font-family: 'Arial Unicode MS';"></span></div>
</td>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 281.25pt;" valign="top" width="375">
<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Please click on the link below to download the <b>MSIP Teacher
Guide</b>.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<div class="MsoNormal" style="margin-left: 36pt; margin-right: 36pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/MSIPTeacherGuidev105.pdf" target="_blank"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">MSIP Teacher
Guide (PDF File) v105</span></a></span><span lang="EN-GB" style="color: black; font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></div>
</td></tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;"> </span></div>
<div align="center">
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 93.75pt;" width="125">
<div class="MsoNormal">
<span style="color: black; font-family: 'Arial Unicode MS';"></span></div>
</td>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 281.25pt;" valign="top" width="375">
<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Please click on the link below to download the <b>MSIP Resource
Manual</b>.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<div class="MsoNormal" style="margin-left: 36pt; margin-right: 36pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/MSIPResourceManualv105.pdf" target="_blank"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">MSIP Resource
Manual (PDF File) v105</span></a></span><span lang="EN-GB" style="color: black; font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></div>
</td></tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;"> </span></div>
<div align="center">
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 93.75pt;" width="125">
<div class="MsoNormal">
<span style="color: black; font-family: 'Arial Unicode MS';"></span></div>
</td>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 281.25pt;" valign="top" width="375">
<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Please click on the link below to download the <b>MSIP Student
Handbook and Activity Guide</b>.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<div class="MsoNormal" style="margin-left: 36pt; margin-right: 36pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/MSIPStudentGuidev105.pdf" target="_blank"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">MSIP Student
Handbook (PDF File) v105</span></a></span><span lang="EN-GB" style="color: black; font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></div>
</td></tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;"> </span></div>
<div align="center">
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 93.75pt;" width="125">
<div class="MsoNormal">
<span style="color: black; font-family: 'Arial Unicode MS';"></span></div>
</td>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 281.25pt;" valign="top" width="375">
<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Please click on the link below to download the <b>Model Activity
form</b>.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<div class="MsoNormal" style="margin-left: 36pt; margin-right: 36pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/ModelActivityFormv105.pdf" target="_blank"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Model Activity
form (PDF File) v105</span></a></span><span lang="EN-GB" style="color: black; font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></div>
</td></tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;"> </span></div>
<div align="center">
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 93.75pt;" width="125">
<div class="MsoNormal">
<span style="color: black; font-family: 'Arial Unicode MS';"></span></div>
</td>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 281.25pt;" valign="top" width="375">
<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Please click on the link below to download the <b>Mapping the Surface
of a Planet Teacher Guide book</b>.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<div class="MsoNormal" style="margin-left: 36pt; margin-right: 36pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/MappingTeacherGuidev105.pdf" target="_blank"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Teacher Guide
(PDF File) v105</span></a></span><span lang="EN-GB" style="color: black; font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></div>
</td></tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;"> </span></div>
<div align="center">
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 93.75pt;" width="125">
<div class="MsoNormal">
<span style="color: black; font-family: 'Arial Unicode MS';"></span></div>
</td>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 281.25pt;" valign="top" width="375">
<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Please click on the link below to download the <b>Mapping the Surface
of a Planet Student Guide book</b>.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<div class="MsoNormal" style="margin-left: 36pt; margin-right: 36pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/MappingStudentGuidev105.pdf" target="_blank"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Student Guide
(PDF File) v105</span></a></span><span lang="EN-GB" style="color: black; font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></div>
</td></tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;"> </span></div>
<div align="center">
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 93.75pt;" width="125">
<div class="MsoNormal">
<span style="color: black; font-family: 'Arial Unicode MS';"></span></div>
</td>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 281.25pt;" valign="top" width="375">
<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Please click on the link below to download the <b>Mapping the Surface
of a Planet, Activity One image</b>.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<div class="MsoNormal" style="margin-left: 36pt; margin-right: 36pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/ActivityOneImage.pdf" target="_blank"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Activity One Image (PDF
File)</span></a></span><span lang="EN-GB" style="color: black; font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></div>
</td></tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;"> </span></div>
<div align="center">
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 93.75pt;" width="125">
<div class="MsoNormal">
<span style="color: black; font-family: 'Arial Unicode MS';"></span></div>
</td>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 281.25pt;" valign="top" width="375">
<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Please click on the link below to download the <b>Mapping the Surface
of a Planet, Activity One Context image</b>.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<div class="MsoNormal" style="margin-left: 36pt; margin-right: 36pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/ActivityOneContext_v105.pdf" target="_blank"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Activity One
Context Image (PDF File) v105</span></a></span><span lang="EN-GB" style="color: black; font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></div>
</td></tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;"> </span></div>
<div align="center">
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 93.75pt;" width="125">
<div class="MsoNormal">
<span style="color: black; font-family: 'Arial Unicode MS';"></span></div>
</td>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 281.25pt;" valign="top" width="375">
<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Please click on the link below to download the <b>Mapping the Surface
of a Planet, Activity Two image</b>.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<div class="MsoNormal" style="margin-left: 36pt; margin-right: 36pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/ActivityTwoImage.pdf" target="_blank"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Activity Two Image (PDF
File)</span></a></span><span lang="EN-GB" style="color: black; font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></div>
</td></tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;"> </span></div>
<div align="center">
<table border="0" cellpadding="0" style="mso-cellspacing: 1.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 93.75pt;" width="125">
<div class="MsoNormal">
<span style="color: black; font-family: 'Arial Unicode MS';"></span></div>
</td>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt; width: 281.25pt;" valign="top" width="375">
<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Please click on the link below to download the <b>Mapping the Surface
of a Planet, Activity Three image</b>.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<div class="MsoNormal" style="margin-left: 36pt; margin-right: 36pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/ActivityThreeImage.pdf" target="_blank"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Activity Three Image (PDF
File)</span></a></span><span lang="EN-GB" style="color: black; font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></div>
</td></tr>
</tbody></table>
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<span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;"> </span></div>
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<span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Please click on the link below to download the <b>Mars Activites:
Teacher Resources and Classroom Activities Book</b>.</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
<div class="MsoNormal" style="margin-left: 36pt; margin-right: 36pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana; font-size: 10pt;"><a href="http://msip.asu.edu/pages/pdfs/MSIP-MarsActivities.pdf" target="_blank"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Mars Activities
Book (PDF File)</span></a></span><span lang="EN-GB" style="color: black; font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></div>
</td></tr>
</tbody></table>
</div>
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<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span><span lang="EN-GB" style="color: black; font-family: 'Arial Unicode MS'; mso-ansi-language: EN-GB;"></span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
</div>Jose Tortajadahttp://www.blogger.com/profile/12761208779470175694noreply@blogger.com0tag:blogger.com,1999:blog-8926354220550063362.post-17993316629179725882012-05-13T11:06:00.002-07:002012-05-13T11:06:51.802-07:00PÁGINA DE RECURSOS PARA LA ENSEÑANZA DE LA ASTRONOMI<div class="MsoBodyText">
PÁGINA DE RECURSOS PARA LA ENSEÑANZA DE LA ASTRONOMIA
ON-LINE</div>
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</div>
<div class="MsoNormal">
<i><span style="color: magenta; font-size: 14pt; mso-bidi-font-size: 12.0pt;">El cielo en
este mes por el OAN:</span></i></div>
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</div>
<div class="MsoNormal">
<a href="http://www.oan.es/servicios/agenda/laestacion.html">http://www.oan.es/servicios/agenda/laestacion.html</a></div>
<div class="MsoNormal">
</div>
<div style="margin-left: 36pt; margin-right: 36pt;">
<b><span style="color: magenta; font-size: 14pt; mso-bidi-font-size: 7.5pt;">ASTROFÍSICA</span></b><span style="color: magenta; font-size: 14pt; mso-bidi-font-size: 10.0pt;"></span></div>
<table border="0" cellpadding="0" cellspacing="10" cols="1" style="margin-left: 36pt; mso-cellspacing: 7.5pt; width: 90%;">
<tbody>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<div class="MsoNormal">
<b><span style="font-family: Arial; font-size: 7.5pt;">Alumnos</span></b><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></div>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l23 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.vilspa.esa.es/astroweb/astronomy.html" target="_blank">AstroWeb</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Es
una colección de más de más de 3000 enlaces sobre Astronomía y Astrofísica en
Internet: observatorios, publicaciones, organizaciones, software, y mucho más.
Esta base de datos es mantenida por AstroWeb Consortium. En inglés. (Visitada:
8/9/01) </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.georgetown.edu/labyrinth/labyrinth-home.html">AstroEd</a></span></b><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Colección
sobre astronomía, tierra y ciencia del espacio con imágenes y animaciones,
material curricular y cursos on-line, noticias, historia de la astronomía,
vistas del cielo... En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l22 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.badastronomy.com/bad/misc/index.html" target="_blank">Bad
astronomy</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">En
esta página puedes encontrar información sobre las concepciones erróneas en la
astronomía, películas que inducen al error, noticias, vídeos cortos, etc. En
inglés. (Visitada: 8/9/01) </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l29 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.ency-astro.com/"><b><span style="font-size: 7.5pt;">Enciclopedia
de astronomía</span></b></a> </span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">La
Encyclopedia of Astronomy and Astrophysics está formada por más de 2.5 millones
de palabras. En inglés. (Visitada: 8/9/01) </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 1.5pt;">
<td style="height: 1.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-line-height-alt: 1.5pt; mso-list: l30 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.universia.es/contenidos/estudios/auladigital/fisica/%3Ca%20href=%22http://www.realaudio.com/contentp/rabest/earthsky.html%22%3Ehttp://www.realaudio.com/contentp/rabest/earthsky.html" target="_blank">Earh & Sky </a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Explicaciones
y exploraciones en el mundo de los movimientos de plantetas. Has de tener
instalado el RealAudio. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 1.5pt;">
<td style="height: 1.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-line-height-alt: 1.5pt; mso-list: l27 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;"><a href="http://phyun5.ucr.edu/%7Ewudka/Physics7/Notes_www/notes_www.html"><b><span style="font-family: Arial;">Relatividad y Cosmología</span></b></a><br />Un amplio
tutorial sobre la historia de la física en formato html y en formato pdf. En
inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
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<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l28 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.wwsoftware.com/">Mapa del cielo</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">SkyMap
Pro 7 es un programa gratuito para visualizar las constelaciones. Puedes
bajártelo desde esta página. </span><span lang="EN-GB" style="font-family: Verdana; font-size: 7.5pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Arial;">En inglés. </span><span lang="EN-GB" style="font-family: Arial; font-size: 10pt; mso-ansi-language: EN-GB; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 23.25pt;">
<td style="height: 23.25pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l21 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.theastronomer.org/index.html"><b><span lang="EN-GB" style="font-size: 7.5pt; mso-ansi-language: EN-GB;">The astronomer on
line</span></b></a></span><span lang="EN-GB" style="font-family: Arial; font-size: 10pt; mso-ansi-language: EN-GB;"><br /></span><span lang="EN-GB" style="font-family: Verdana; font-size: 7.5pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Arial;">Página web de The Astronomer group (TA). </span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Es
una revista para amateurs avanzados que publica todas las observaciones de
interés astronómico lo antes posible. Puedes ver observaciones de planetas,
cometas, puedes comprar vídeos o software, visitar otros enlaces, etc. En
inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 23.25pt;">
<td style="height: 23.25pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l38 level1 lfo9; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.iafe.uba.ar/">Sitio del Instituto de Astronomia y Fisica del
Espacio </a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Instituto
de Astronomía y Física del Espacio Buenos Aires, Argentina. En la página
encontrarás los apartados actividades de investigación, área de divulgación,
oferta para estudiantes, información astronómica, pregúntele a un astrónomo,
listas de discusión, y también un enlace a la Asociación de Astronomía de
Argentina.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">En
español.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l20 level1 lfo10; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.kramer.com/%7Ewcac/Tutorials/distance_conversion_calculator.htm"><b><span style="font-size: 7.5pt;">Calculadora de conversión de
distancias</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Escribiendo
el valor conocido en el campo de unidades correspondiente, el applet te muestra
los valores en otros tipos de medidas astronómicas. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l15 level1 lfo11; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.kramer.com/%7Ewcac/Tutorials/tutorials_index.htm%20"><b><span style="font-size: 7.5pt;">Tutoriales sobre
astrofísica</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Tutoriales
sobre cosmología, física de partículas, espectroscopía, planetas, incluso una
guía de pronunciación de constelaciones y estrellas... </span><span lang="EN-GB" style="font-family: Verdana; font-size: 7.5pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Arial;">M. Oltersdorf, Wilderness Center Astronomy Club. </span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">En
inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 1.5pt;">
<td style="height: 1.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-line-height-alt: 1.5pt; mso-list: l3 level1 lfo12; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.astrosoft.co.uk/">Astrosoft</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">En
esta web puedes encontrar simulaciones gratuitas sobre astronomía y física. En
inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l19 level1 lfo13; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://alpha.fesg.tu-muenchen.de/dieter/java/DTCalendar.html"><b><span style="font-size: 7.5pt;">Conversión de fechas</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Es
un applet que introduces convierte fechas de un calendario a otro. Sólo tienes
que introducir la fecha del calendario o del juliano (con referencia a
Greenwich) y apretar Return. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l34 level1 lfo14; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.astro.wisc.edu/%7Edolan/constants/calc.html"><b><span style="font-size: 7.5pt;">Calculadora de unidades
astrofísicas</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Un
applet de calcula fácilmente Chris Dolan's Home Page or the Department of
Astronomy, Universidad de Wisconsin, Madison, Wisconsin. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
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<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Arial; font-size: 10pt;"><a href="http://www.universia.es/contenidos/estudios/auladigital/fisica/#VOLVER"><span style="font-size: 7.5pt;">Volver</span></a></span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></div>
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<div class="MsoNormal">
<b><span style="font-family: Arial; font-size: 7.5pt;">Profesores</span></b><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></div>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l17 level1 lfo15; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.vilspa.esa.es/astroweb/astronomy.html" target="_blank">AstroWeb</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Es
una colección de más de más de 3000 enlaces sobre Astronomía y Astrofísica en
Internet: observatorios, publicaciones, organizaciones, software, y mucho más.
Esta base de datos es mantenida por AstroWeb Consortium. En inglés. (Visitada:
8/9/01) </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l16 level1 lfo16; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.badastronomy.com/bad/misc/index.html" target="_blank">Bad
astronomy</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">En
esta página puedes encontrar información sobre las concepciones erróneas en la
astronomía, películas que inducen al error, noticias, vídeos cortos, etc. En
inglés. (Visitada: 8/9/01) </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l7 level1 lfo17; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.iac.es/" target="_blank">Instituto de Astrofísica de Canarias
</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">El
IAC es un centro de investigación español internacionalizado, integrado por: El
Instituto de Astrofísica, el Observatorio del Teide, el Observatorio del Roque
de los Muchachos. Desde la página web puedes consultar los siguientes apartados:
reuniones científicas, notas de prensa y revistas, galería de imágenes, becas y
empleos, gran telescopio, museo de la ciencia y el cosmos, asociaciones
astronómicas, enlaces de interés. Bases de datos y catálogos recogidos por el
Instituto de Astrofísica de Canarias. Muy completo. En español.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l44 level1 lfo18; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.ency-astro.com/"><b><span style="font-size: 7.5pt;">Enciclopedia
de astronomía</span></b></a> </span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">La
Encyclopedia of Astronomy and Astrophysics está formada por más de 2.5 millones
de palabras. En inglés. (Visitada: 8/9/01) </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 1.5pt;">
<td style="height: 1.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-line-height-alt: 1.5pt; mso-list: l8 level1 lfo19; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.universia.es/contenidos/estudios/auladigital/fisica/%3Ca%20href=%22http://www.realaudio.com/contentp/rabest/earthsky.html%22%3Ehttp://www.realaudio.com/contentp/rabest/earthsky.html" target="_blank">Earh & Sky </a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Explicaciones
y exploraciones en el mundo de los movimientos de plantetas. Has de tener
instalado el RealAudio. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 1.5pt;">
<td style="height: 1.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-line-height-alt: 1.5pt; mso-list: l37 level1 lfo20; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.astrosoft.co.uk/">Astrosoft</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">En
esta web puedes encontrar simulaciones gratuitas sobre astronomía y física. En
inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l14 level1 lfo21; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.georgetown.edu/labyrinth/labyrinth-home.html">AstroEd</a></span></b><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Colección
sobre astronomía, tierra y ciencia del espacio con imágenes y animaciones,
material curricular y cursos on-line, noticias, historia de la astronomía,
vistas del cielo... En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 1.5pt;">
<td style="height: 1.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-line-height-alt: 1.5pt; mso-list: l42 level1 lfo22; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.nasa.gov/">Nasa<span style="color: #333333;"><br /></span></a></span></b><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Página de la NASA. Hay FAQ (Frequently Asked
Questions); information sobre el programa espacial de Estados Unidos, hay links
de todo tipo, galerías de imágenes, video y audio que puedes bajarte, etc. En
inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 55.5pt;">
<td style="height: 55.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l41 level1 lfo23; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://cfa-www.harvard.edu/cfa/sed/" target="_blank">Centro astrofísico
Harvard-Smithsonian</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">El
departamento de Ciencias de la Educación (SED) del Harvard-Smithsonian Center
for Astrophysics dirige proyectos fundados por el National Science Foundation y
el Annenberg/CPB Math and Science Project, Estos proyectos pretenden dirigir las
necesidades de profesores y estudiantes en el nivel básico, de secundaria y
universidario a través de la tecnología avanzada, material, etc. En
inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 46.5pt;">
<td style="height: 46.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l6 level1 lfo24; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.astronomy.com/home.asp" target="_blank">Astronomy.com</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Noticias,
compras, revistas, galería fotográfica. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 49.5pt;">
<td style="height: 49.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l24 level1 lfo25; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.iaa.es/sg/revistasonline.htm"><b><span style="font-size: 7.5pt;">Revistas on-line</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Aquí
están todas las revistas de astrofísica consultables desde internet. De algunas
puedes ver el abstract y de otros, el texto completo. Página mantenida por la
Biblioteca del Instituto de Astrofísica de Andalucía. En español.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 13.5pt;">
<td style="height: 13.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l10 level1 lfo26; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://seds.lpl.arizona.edu/billa/tnp/nineplanets.html" target="_blank">The
nine planets</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Es
una visión global a la historia, mitología y el actual conocimiento científico
de cada uno de los planetas y lunas de nuestro sistema solar. Cada página
contiene imágenes y texto, algunas contienen vídeos y sonido. En
inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l25 level1 lfo27; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.wwsoftware.com/">Mapa del cielo</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">SkyMap
Pro 7 es un programa gratuito para visualizar las constelaciones. Puedes
bajártelo desde esta página. En inglés. </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l36 level1 lfo28; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.universia.es/contenidos/estudios/auladigital/fisica/%3Cfont%20size=%22-2%22%20face=%22Verdana%22%3Ehttp://www.iac.es/biblio/wwwbib4.htm%3C/font%3E"><b><span style="font-size: 7.5pt;">Biblioteca astrofísica </span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Revistas
online Preprints y otras publicaciones Newsletters y publicaciones de
observatorios Libros, Diccionarios, Glosarios y Enciclopedias online. Del
Instituto de Astrofísica de Canarias.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 23.25pt;">
<td style="height: 23.25pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l33 level1 lfo29; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.theastronomer.org/index.html"><b><span lang="EN-GB" style="font-size: 7.5pt; mso-ansi-language: EN-GB;">The astronomer on
line</span></b></a></span><span lang="EN-GB" style="font-family: Arial; font-size: 10pt; mso-ansi-language: EN-GB;"><br /></span><span lang="EN-GB" style="font-family: Verdana; font-size: 7.5pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Arial;">Página web de The Astronomer group (TA). </span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Es
una revista para amateurs avanzados que publica todas las observaciones de
interés astronómico lo antes posible. Puedes ver observaciones de planetas,
cometas, puedes comprar vídeos o software, visitar otros enlaces, etc. En
inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 23.25pt;">
<td style="height: 23.25pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l40 level1 lfo30; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.iafe.uba.ar/">Sitio del Instituto de Astronomia y Fisica del
Espacio </a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Instituto
de Astronomía y Física del Espacio Buenos Aires, Argentina. En la página
encontrarás los apartados actividades de investigación, área de divulgación,
oferta para estudiantes, información astronómica, pregúntele a un astrónomo,
listas de discusión, y también un enlace a la Asociación de Astronomía de
Argentina. En español.</span><span style="font-family: Arial; font-size: 10pt;">
</span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 23.25pt;">
<td style="height: 23.25pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l32 level1 lfo31; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.astro.wisc.edu/%7Edolan/constellations/"><b><span style="font-size: 7.5pt;">Constelaciones</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Información
sobre constelaciones, las estrellas más brillantes y las más lejanas, calendario
de las posiciones de los planetas, un applet sobre las fases de la luna, etc.
Página de Chris Dolan, Department of Astronomy, Universidad de Wisconsin,
Madison, Wisconsin. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l13 level1 lfo32; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.kramer.com/%7Ewcac/Tutorials/distance_conversion_calculator.htm"><b><span style="font-size: 7.5pt;">Calculadora de conversión de
distancias</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Escribiendo
el valor conocido en el campo de unidades correspondiente, el applet te muestra
los valores en otros tipos de medidas astronómicas. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l39 level1 lfo33; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.kramer.com/%7Ewcac/Tutorials/tutorials_index.htm%20"><b><span style="font-size: 7.5pt;">Tutoriales sobre
astrofísica</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Tutoriales
sobre cosmología, física de partículas, espectroscopía, planetas, incluso una
guía de pronunciación de constelaciones y estrellas... </span><span lang="EN-GB" style="font-family: Verdana; font-size: 7.5pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Arial;">M. Oltersdorf, Wilderness Center Astronomy Club. </span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">En
inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l12 level1 lfo34; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://alpha.fesg.tu-muenchen.de/dieter/java/DTCalendar.html"><b><span style="font-size: 7.5pt;">Conversión de fechas</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Es
un applet que introduces convierte fechas de un calendario a otro. Sólo tienes
que introducir la fecha del calendario o del juliano (con referencia a
Greenwich) y apretar Return. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l9 level1 lfo35; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.astro.wisc.edu/%7Edolan/constants/calc.html"><b><span style="font-size: 7.5pt;">Calculadora de unidades
astrofísicas</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Un
applet de calcula fácilmente Chris Dolan's Home Page or the Department of
Astronomy, Universidad de Wisconsin, Madison, Wisconsin. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Arial; font-size: 10pt;"><a href="http://www.universia.es/contenidos/estudios/auladigital/fisica/#VOLVER"><span style="font-size: 7.5pt;">Volver</span></a></span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></div>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<div class="MsoNormal">
<b><span style="font-family: Arial; font-size: 7.5pt;">Investigación</span></b><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></div>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l26 level1 lfo36; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.vilspa.esa.es/astroweb/astronomy.html" target="_blank">AstroWeb</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Es
una colección de más de más de 3000 enlaces sobre Astronomía y Astrofísica en
Internet: observatorios, publicaciones, organizaciones, software, y mucho más.
Esta base de datos es mantenida por AstroWeb Consortium. En inglés. </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l46 level1 lfo37; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.iac.es/" target="_blank">Instituto de Astrofísica de Canarias
</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">El
IAC es un centro de investigación español internacionalizado, integrado por: El
Instituto de Astrofísica, el Observatorio del Teide, el Observatorio del Roque
de los Muchachos. Desde la página web puedes consultar los siguientes apartados:
reuniones científicas, notas de prensa y revistas, galería de imágenes, becas y
empleos, gran telescopio, museo de la ciencia y el cosmos, asociaciones
astronómicas, enlaces de interés. Bases de datos y catálogos recogidos por el
Instituto de Astrofísica de Canarias. Muy completo. En inglés. (Visitada:
8/9/01) </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l0 level1 lfo38; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.ency-astro.com/"><b><span style="font-size: 7.5pt;">Enciclopedia
de astronomía</span></b></a> </span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">La
Encyclopedia of Astronomy and Astrophysics está formada por más de 2.5 millones
de palabras. En inglés. (Visitada: 8/9/01) </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 1.5pt;">
<td style="height: 1.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-line-height-alt: 1.5pt; mso-list: l35 level1 lfo39; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.nasa.gov/">Nasa<span style="color: #333333;"><br /></span></a></span></b><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Página de la NASA. Hay FAQ (Frequently Asked
Questions); information sobre el programa espacial de Estados Unidos, hay links
de todo tipo, galerías de imágenes, video y audio que puedes bajarte, etc. En
inglés. (Visitada: 8/9/01) </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 55.5pt;">
<td style="height: 55.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l43 level1 lfo40; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://cfa-www.harvard.edu/cfa/sed/" target="_blank">Centro astrofísico
Harvard-Smithsonian</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">El
departamento de Ciencias de la Educación (SED) del Harvard-Smithsonian Center
for Astrophysics dirige proyectos fundados por el National Science Foundation y
el Annenberg/CPB Math and Science Project, Estos proyectos pretenden dirigir las
necesidades de profesores y estudiantes en el nivel básico, de secundaria y
universidario a través de la tecnología avanzada, material, etc. En
inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 1.5pt;">
<td style="height: 1.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-line-height-alt: 1.5pt; mso-list: l31 level1 lfo41; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://encke.jpl.nasa.gov/" target="_blank">Comet
Observation</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Observaciones
de algunos de los cometas. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 49.5pt;">
<td style="height: 49.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l47 level1 lfo42; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.iaa.es/sg/revistasonline.htm"><b><span style="font-size: 7.5pt;">Revistas on-line</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Aquí
están todas las revistas de astrofísica consultables desde internet. De algunas
puedes ver el abstract y de otros, el texto completo. Página mantenida por la
Biblioteca del Instituto de Astrofísica de Andalucía. En español. (Visitada:
8/9/01) </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 13.5pt;">
<td style="height: 13.5pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l5 level1 lfo43; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://seds.lpl.arizona.edu/billa/tnp/nineplanets.html" target="_blank">The
nine planets</a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Es
una visión global a la historia, mitología y el actual conocimiento científico
de cada uno de los planetas y lunas de nuestro sistema solar. Cada página
contiene imágenes y texto, algunas contienen vídeos y sonido. En
inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 23.25pt;">
<td style="height: 23.25pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l11 level1 lfo44; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: Arial; font-size: 7.5pt;"><a href="http://www.iafe.uba.ar/">Sitio del Instituto de Astronomia y Fisica del
Espacio </a></span></b><span style="font-family: Arial; font-size: 10pt;"><br /></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Instituto
de Astronomía y Física del Espacio Buenos Aires, Argentina. En la página
encontrarás los apartados actividades de investigación, área de divulgación,
oferta para estudiantes, información astronómica, pregúntele a un astrónomo,
listas de discusión, y también un enlace a la Asociación de Astronomía de
Argentina. En español.</span><span style="font-family: Arial; font-size: 10pt;">
</span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr style="height: 23.25pt;">
<td style="height: 23.25pt; padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l18 level1 lfo45; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.astro.wisc.edu/%7Edolan/constellations/"><b><span style="font-size: 7.5pt;">Constelaciones</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Información
sobre constelaciones, las estrellas más brillantes y las más lejanas, calendario
de las posiciones de los planetas, un applet sobre las fases de la luna, etc.
Página de Chris Dolan, Department of Astronomy, Universidad de Wisconsin,
Madison, Wisconsin. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l45 level1 lfo46; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.kramer.com/%7Ewcac/Tutorials/distance_conversion_calculator.htm"><b><span style="font-size: 7.5pt;">Calculadora de conversión de
distancias</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Escribiendo
el valor conocido en el campo de unidades correspondiente, el applet te muestra
los valores en otros tipos de medidas astronómicas. En inglés. </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l2 level1 lfo47; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://alpha.fesg.tu-muenchen.de/dieter/java/DTCalendar.html"><b><span style="font-size: 7.5pt;">Conversión de fechas</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Es
un applet que introduces convierte fechas de un calendario a otro. Sólo tienes
que introducir la fecha del calendario o del juliano (con referencia a
Greenwich) y apretar Return. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
<tr>
<td style="padding-bottom: 0.75pt; padding-left: 0.75pt; padding-right: 0.75pt; padding-top: 0.75pt;">
<ul type="disc">
<li class="MsoNormal" style="mso-list: l1 level1 lfo48; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.astro.wisc.edu/%7Edolan/constants/calc.html"><b><span style="font-size: 7.5pt;">Calculadora de unidades
astrofísicas</span></b></a></span><span style="font-family: Verdana; font-size: 7.5pt; mso-bidi-font-family: Arial;">Un
applet de calcula fácilmente Chris Dolan's Home Page or the Department of
Astronomy, Universidad de Wisconsin, Madison, Wisconsin. En inglés.</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></li>
</ul>
</td></tr>
</tbody></table>Jose Tortajadahttp://www.blogger.com/profile/12761208779470175694noreply@blogger.com0tag:blogger.com,1999:blog-8926354220550063362.post-57819317226980690752012-05-13T10:59:00.002-07:002012-05-13T10:59:53.974-07:00Links para el tratamiento de imágenes astronómicas<h1 style="background: silver; mso-pattern: gray-125 silver; mso-shading: silver;">
<b><span style="color: blue; font-size: 22pt; mso-bidi-font-size: 12.0pt;">Links para el
tratamiento de imágenes astronómicas </span></b></h1>
<h1 style="background: silver; mso-pattern: gray-125 silver; mso-shading: silver;">
<b><span style="color: blue; font-size: 22pt; mso-bidi-font-size: 12.0pt;">Por José
Tortajada</span></b><b><span style="color: grey; font-size: 22pt; mso-bidi-font-size: 12.0pt;"></span></b></h1>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="font-size: 11pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<br clear="all" style="mso-ignore: vglayout;" />
<div style="border-bottom: fuchsia 1.5pt double; border-left: fuchsia 1.5pt double; border-right: fuchsia 1.5pt double; border-top: fuchsia 1.5pt double; padding-bottom: 1pt; padding-left: 4pt; padding-right: 4pt; padding-top: 1pt;">
<div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; mso-border-alt: double fuchsia 1.5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: 11pt; mso-bidi-font-size: 12.0pt;">Estas
imágenes son tomadas de la NASA y usadas en la divulgación y la educación de la
astronomía, por lo que se pueden consultar las condiciones de uso en sus páginas
webs.</span><span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"></span></div>
</div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;">En
las siguientes líneas se muestran y ofrecen las imágenes y las páginas, desde
donde partir en el trabajo del tratamiento digital. </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;">Para llevarlo a cabo podemos
usar cualquiera de los programas, sino se indica lo contrario, pero si se indica
algún programa en concreto, será con tal programa con el que se realizará el
tratamiento.</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<b><span style="color: navy; font-family: Unique; font-size: 14pt; mso-bidi-font-size: 12.0pt;">IMÁGENES
DEL SISTEMA SOLAR:</span></b></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<h2>
<u><span style="color: grey; text-effect: none;">LA
LUNA</span></u></h2>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;">Direcciones en Internet de
la Luna:</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"></span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"><a href="http://www.lpi.usra.edu/lpi/welcome.html">http://www.lpi.usra.edu/lpi/welcome.html</a></span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"><a href="http://www.solarviews.com/span/toc.htm">http://www.solarviews.com/span/toc.htm</a><span style="mso-spacerun: yes;"> </span>(Sistema Solar en general, y la Luna en
particular)</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"><a href="http://www.lpi.usra.edu/">http://www.lpi.usra.edu/</a></span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"><a href="http://www.nrl.navy.mil/clementine/clib/">http://www.nrl.navy.mil/clementine/clib/</a></span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"><a href="http://www.paisvirtual.com/ciencia/naturaleza/naiad/nueveplanetas/solarsystem/">http://www.paisvirtual.com/ciencia/naturaleza/naiad/nueveplanetas/solarsystem/</a><span style="mso-spacerun: yes;"> </span>(Sistema Solar en general, y la Luna en
particular)</span></div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<h4>
<u><span style="color: grey; text-effect: none;">Mercurio</span></u></h4>
<div class="MsoNormal">
<b><i style="mso-bidi-font-style: normal;"><span style="color: grey;"> </span></i></b></div>
<h3>
Páginas webs relacionadas con Mercurio</h3>
<div class="MsoNormal">
<a href="http://www.etsimo.uniovi.es/solar/span/mercury.htm#intro">http://www.etsimo.uniovi.es/solar/span/mercury.htm#intro</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.jpl.nasa.gov/solarsystem/mercury/">http://www.jpl.nasa.gov/solarsystem/mercury/</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.maxpages.com/midnightfire/Mercury">http://www.maxpages.com/midnightfire/Mercury</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
http://www.mysmartsearch.com/Mercury--astronomy.htm</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<h5>
<u>VENUS</u></h5>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Estas imágenes serán distintas, no hay imagen del visible de
Venus en que se vea la superficie, así que serán imágenes de radar y por tanto
sus informaciones son muy distintas, veámoslas:</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.etsimo.uniovi.es/solar/span/venus.htm#intro">http://www.etsimo.uniovi.es/solar/span/venus.htm#intro</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.feinstein.com.ar/Venus.html">http://www.feinstein.com.ar/Venus.html</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.arval.org.ve/Venussp.htm">http://www.arval.org.ve/Venussp.htm</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://wmaestro.com/webplanetas/">http://wmaestro.com/webplanetas/</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.jpl.nasa.gov/magellan/">http://www.jpl.nasa.gov/magellan/</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Claro que una idea de todas las pasadas misiones espaciales,
están en la siguiente página:</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.jpl.nasa.gov/missions/past/">http://www.jpl.nasa.gov/missions/past/</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Y ahora nos vamos a </div>
<div class="MsoNormal">
</div>
<h6>
<u>MARTE</u></h6>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
El más interesante en la actualidad, pues el hallazgo de
supuestas o ciertas (¿?) bacterias o restos de la actividad marciana, nos
plantean que la búsqueda de agua, pruebas de su actividad, de materia orgánica,
etc. nos harán disfrutar en los próximos años de este pequeño planeta.</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Algunas páginas web de Marte son:</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://mars.jpl.nasa.gov/">http://mars.jpl.nasa.gov/</a> En que veremos el
proyecto de la exploración marciana, y el de la Mars Pathfinder está en:</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://mars.jpl.nasa.gov/default.html">http://mars.jpl.nasa.gov/default.html</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://vraptor.jpl.nasa.gov/voyager/voyager.html">http://vraptor.jpl.nasa.gov/voyager/voyager.html</a><span style="mso-spacerun: yes;"> </span>Es de la nave Voyager este lugar.</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://marslander.jpl.nasa.gov/">http://marslander.jpl.nasa.gov/</a> El
proyecto de la supuestamente fracasada Mars Polar Lander, pero que al final en
qué quedará?</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://mars.jpl.nasa.gov/mgs/">http://mars.jpl.nasa.gov/mgs/</a> Con el
actual Mars Global Surveyor</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
El tema de la vida en Marte lo podemos analizar en las
siguientes páginas:</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://cu-ames.arc.nasa.gov/marslife">http://cu-ames.arc.nasa.gov/marslife</a><span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Espero que le haya servido y gustado.</div>Jose Tortajadahttp://www.blogger.com/profile/12761208779470175694noreply@blogger.com0tag:blogger.com,1999:blog-8926354220550063362.post-21862651916425072332012-05-13T10:52:00.001-07:002012-05-13T10:52:38.638-07:00LINKS CON SOFTWARE DE ASTRONOMÍA<div class="MsoBodyText">
LINKS CON SOFTWARE QUE SE PUEDE BAJAR DE ASTRONOMÍA</div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;">Selección de programas que
pueden ser utilizados en las actividades prácticas de
Astronomía.</span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span class="smhead1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 14.5pt; mso-hansi-font-family: 'Times New Roman';">1.- TheSky Astronomy Software 5.0.6 Updater</span></span><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-bidi-font-size: 12.0pt;"></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-bidi-font-size: 12.0pt;"><a href="http://www.zdnet.com/downloads/stories/info/0,,89722,.html">http://www.zdnet.com/downloads/stories/info/0,,89722,.html</a></span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"><a href="http://hotfiles.zdnet.com/cgi-bin/texis/swlib/hotfiles/downloading.html?DispCategory=Mac+Home+%26+Education&DispSubcategory=Science&DispTitle=TheSky+Astronomy+Software+5%2E0%2E6+Updater&refresh_url=ftp%3A%2F%2Fwww%2Ebisque%2Ecom%2Foutbox%2Fdown%20"><b>Download
Now</b></a></span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<h1>
<span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-bidi-font-size: 12.0pt;">2.- LUNAR</span></h1>
<div class="MsoNormal">
<span class="mdeck1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 10.0pt; mso-hansi-font-family: 'Times New Roman';">Display information on the moon such as phase, orbit, and
more.</span></span><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-bidi-font-size: 12.0pt;"></span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 7.5pt;"><a href="http://shareware.search.com/click?sl,shareware.49.247.21.0.4.Astronomy.0,http%3A%2F%2Fhotfiles%2Ezdnet%2Ecom%2Fcgi%2Dbin%2Ftexis%2Fswlib%2Fhotfiles%2Finfo%2Ehtml%3Ffcode%3D82053">Lunar v
1.6</a></span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"><a href="http://www.zdnet.com/downloads/stories/info/0,,82053,.html">http://www.zdnet.com/downloads/stories/info/0,,82053,.html</a></span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;">3.-
</span><span class="results1"><b><span style="font-size: 16pt; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';"><a href="http://www.zdnet.com/downloads/stories/info/0,10615,38737,00.html">H-R
Calc 2.0</a><span style="mso-spacerun: yes;"> </span>Evolución de las estrellas
en el diagrama H.R.</span></b></span></div>
<div class="MsoNormal">
<span class="results1"><b><span style="font-size: 16pt; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';"> </span></b></span></div>
<div class="MsoNormal">
<span class="results1"><b><span style="font-size: 16pt; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';">4.-
</span></b></span><span class="smhead1"><span style="font-size: 16pt; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 14.5pt; mso-hansi-font-family: 'Times New Roman';">MoonPhase.
Fases de la Luna y otros aspectos lunares.</span></span></div>
<div class="MsoNormal">
<span class="smhead1"><span style="font-size: 16pt; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 14.5pt; mso-hansi-font-family: 'Times New Roman';"> </span></span></div>
<div class="MsoNormal">
<span class="smhead1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 14.5pt; mso-hansi-font-family: 'Times New Roman';">5.- </span></span><span class="results1"><b><span style="font-size: 16pt; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';"><a href="http://www.zdnet.com/downloads/stories/info/0,10615,45067,00.html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">E.T. Counter
0.9</span></a></span></b></span><span class="results1"><b><span style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';">
</span></b></span><span class="results1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';">Calculate the number of alien civilizations in our
galaxy.</span></span></div>
<div class="MsoNormal">
<span class="results1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';"> </span></span></div>
<div class="MsoNormal">
<span class="results1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';">6.- </span></span><span class="results1"><b><span style="font-size: 16pt; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';"><a href="http://www.zdnet.com/downloads/stories/info/0,10615,90046,00.html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">CCDi Image
1.3</span></a></span></b></span><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-bidi-font-size: 12.0pt;"><br /></span><span class="results1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';">Plan, process, analyze, and publish digital imagery with this
software.</span></span></div>
<div class="MsoNormal">
<span class="results1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';"> </span></span></div>
<div class="MsoNormal">
<span class="results1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';">7.- </span></span><span class="results1"><b><span style="font-size: 16pt; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';"><a href="http://www.zdnet.com/downloads/stories/info/0,10615,39652,00.html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Gravitation
5.0</span></a></span></b></span><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-bidi-font-size: 12.0pt;"><br /></span><span class="results1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';">Use real gravitation formulas to produce a colorful and stable star
system, right on your desktop.</span></span></div>
<div class="MsoNormal">
<span class="results1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';"> </span></span></div>
<div class="MsoNormal">
<span class="results1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';">8.- </span></span><span class="results1"><b><span style="font-size: 16pt; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';"><a href="http://www.zdnet.com/downloads/stories/info/0,10615,58028,00.html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">SETI Monitor
3.35</span></a></span></b></span><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-bidi-font-size: 12.0pt;"><br /></span><span class="results1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';">Monitor the activity of your SETI@home
client.</span></span></div>
<div class="MsoNormal">
<span class="results1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';"> </span></span></div>
<div class="MsoNormal">
<span class="results1"><span lang="EN-GB" style="font-size: 16pt; mso-ansi-language: EN-GB; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 9.0pt; mso-hansi-font-family: 'Times New Roman';">9.- </span></span><b><span style="color: white; font-size: 16pt; mso-bidi-font-size: 10.0pt;"><a href="http://shareware.ozu.es/Educacion_y_Ciencia/Astronomia/programa.phtml?id=838"><span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;">Planet
Guide</span></a></span></b></div>
<div class="MsoNormal">
<b><span lang="EN-GB" style="color: white; font-size: 16pt; mso-ansi-language: EN-GB; mso-bidi-font-size: 10.0pt;"> </span></b></div>
<div class="MsoNormal">
<span class="i1"><span style="font-size: 16pt; letter-spacing: 0pt; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 10.0pt; mso-hansi-font-family: 'Times New Roman';">10.-
<a href="http://www.altavista.com/r?ck_sm=1ba34fbe&ref=20080&uid=56768808c51eea58&r=http%3A%2F%2Fwww.physics.csulb.edu%2F100lonline%2Fskyglobe%2Fskyglobe.html"><b>SkyGlobe</b></a></span></span></div>
<div class="MsoNormal">
<span class="i1"><span style="font-size: 16pt; letter-spacing: 0pt; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 10.0pt; mso-hansi-font-family: 'Times New Roman';"> </span></span></div>
<div class="MsoNormal">
<span class="i1"><span style="font-size: 16pt; letter-spacing: 0pt; mso-ascii-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-bidi-font-size: 10.0pt; mso-hansi-font-family: 'Times New Roman';">11.-
</span></span><span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"><a href="http://www.softonic.com/informacion_extendida.phtml?n_id=12453&plat=1"><b><span style="mso-bidi-font-size: 10.0pt;">Planetarium 5.0</span></b></a> </span><span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;">¿Deseas conocer mejor el
sistema solar?</span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;">12.- <a href="http://www.softonic.com/informacion_extendida.phtml?n_id=11780&plat=1"><b><span style="mso-bidi-font-size: 10.0pt;">Orbit
Explorer 2.0</span></b></a> </span><b><i><span style="color: #009933; font-size: 16pt; mso-bidi-font-size: 10.0pt;">actualizado</span></i></b><span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"> </span><b><span style="color: red; font-size: 16pt; mso-bidi-font-size: 7.5pt;"></span></b></div>
<div class="MsoNormal">
<b><span style="color: red; font-size: 16pt; mso-bidi-font-size: 7.5pt;"> </span></b></div>
<div class="MsoNormal">
<b><span style="color: black; font-size: 16pt; mso-bidi-font-size: 7.5pt;">13.-</span></b><b><span style="color: red; font-size: 16pt; mso-bidi-font-size: 7.5pt;"> </span></b><span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"><a href="http://www.softonic.com/informacion_extendida.phtml?n_id=13661&plat=1"><b><span style="mso-bidi-font-size: 10.0pt;">Solar System Discovery
Kit v2.01</span></b></a> </span><span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;">Observa de cerca los
planetas del Sistema Solar</span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;">14.- </span><span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"><a href="http://www.softonic.com/informacion_extendida.phtml?n_id=12828&plat=1"><b><span style="mso-bidi-font-size: 10.0pt;">E.T.
Counter </span></b></a> </span><span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;">Cuantos planetas inhabitados
hay? Y civilizaciones avanzadas?</span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;">15.- </span><span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"><a href="http://www.softonic.com/informacion_extendida.phtml?n_id=12452&plat=1"><b><span style="mso-bidi-font-size: 10.0pt;">Solar III </span></b></a> </span><b><span style="color: #f7941d; font-size: 16pt; mso-bidi-font-size: 7.5pt;">español</span></b><span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"> </span><span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;">Visualiza el sistema solar
de forma interactiva</span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;">16.- </span><span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"><a href="http://www.softonic.com/informacion_extendida.phtml?n_id=7329&plat=1"><b><span style="mso-bidi-font-size: 10.0pt;">Astro-Mania 1.5</span></b></a> </span><b><i><span style="color: #009933; font-size: 16pt; mso-bidi-font-size: 10.0pt;">actualizado</span></i></b><span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"><br /></span><span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;">Aprende Astronomía mientras
juegas un rato!</span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-size: 16pt; mso-bidi-font-size: 12.0pt;">17.- Programas de la
serie<span style="mso-spacerun: yes;"> </span></span><a href="http://www.cnice.mecd.es/recursos/pntic98/vista/clic.htm"><b><span style="color: #00698c; font-family: Arial; font-size: 18pt;">CLIC</span></b></a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="font-size: 14pt; mso-bidi-font-size: 12.0pt;">18.- <a href="http://www.winzip.com/" target="ventana"><b><span style="color: #003399; mso-bidi-font-size: 10.0pt;">Winzip 8.0
(</span></b><b><span style="color: green; mso-bidi-font-size: 10.0pt;">1.229</span></b><b><span style="color: #003399; mso-bidi-font-size: 10.0pt;"> Kb)</span></b></a></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 14pt;"><b><span style="color: #003399;">(Puede que haya versiones más modernas, revísenlo) </span></b><a href="http://www.winzip.com/" target="ventana"><span style="color: #003399; mso-bidi-font-size: 10.0pt;"> </span></a></span></div>Jose Tortajadahttp://www.blogger.com/profile/12761208779470175694noreply@blogger.com0tag:blogger.com,1999:blog-8926354220550063362.post-4681770346424338832012-05-13T10:31:00.001-07:002012-05-13T10:32:19.180-07:00PRACTICA DE OBSERVACION ASTRONOMICA DEL MES DE FEBRERO<div class="MsoBodyText">
<span lang="ES-TRAD" style="font-size: 12pt;">PRACTICA DE OBSERVACION ASTRONOMICA DEL MES DE FEBRERO </span></div>
<div class="MsoBodyText">
<br /></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">La práctica que se expone seguidamente, es una actividad preparada
para los alumnos de 4º de ESO de
Astronomía, que se entrega para que se realice durante la misma. Por José
Tortajada Perrote</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Nombre y
apellidos:__________________________________________</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Fecha:________________
Curso:___________________</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">En segundo lugar observarás hacia el norte a la Osa Menor con la
estrella polar hacia arriba. La Osa Mayor la encontrarás hacia el Este (E) y
hacia el Oeste, estarán Cefeo y Casiopea, además de Auriga y Perseo, mira hacia
el oeste para verlas.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Por otro lado y en una posición intermedia entre Auriga y la Osa
menor, estará la constelación de: Camaleopardalis y siguiendo una línea que
continúe en esta dirección, encontrarás la constelación de Tauro y Orión.
Finalmente, siguiendo esta dirección, te encuentras a Sirio, como una brillante
estrella (ligeramente hacia el SE) de la constelación de Canis
Major.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Hoy también podemos observar las constelaciones de Géminis, Leo y
Cancer, la primera con Régulo (la más brillante de Leo) , Cancer con el cúmulo
M-44 y finalmente Canis-minor con Proción, una de las estrellas más brillantes
de la noche.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Método de Trabajo: la salida tendrá eminentemente carácter
práctico, es decir que consistirá en actividades y observaciones de los
asistentes, que se harán o en grupo (de 3, 4 ó 5) o individualmente, y que serán
conducidas,dirigidas por el profesor. Actividades que en estas instrucciones de
la salida se especifican.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Normas generales:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">¡NUNCA ENCENDER LUCES O LINTERNAS BLANCAS DURANTE
LAS</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> OBSERVACIONES! (pues se
perderá la adaptación visual que</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> tarda de 15 a 30 minutos
en volverse a conseguir).</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">SI TIENES FRIO, PUEDES DIRIGIRTE AL CENTRO Y ESPERAR A
QUE</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">TERMINEMOS.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">TE RECOMIENDO QUE MIENTRAS TE TOCA EL TURNO DEL O DE LOS
TELESCOPIOS, DEBES REALIZAR EL RESTO DE LAS ACTIVIDADES, CON TUS PRISMÁTICOS,
PUES EL TIEMPO ES POCO Y MUCHO LO QUE PODEMOS VER.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">En cuanto a la forma de trabajar, será la que
sigue:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">1.- En primer lugar os situará el profesor en el cielo y os hará un
plan de trabajo, que es el que sigue:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">2.- Con tus prismáticos observarás las constelaciones que se te han
solicitado, como Orión, Tauro con las Pleyades, la Luna, Castro y Pólux de
Géminos, Leo, etc.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">3.- Intercalándolo con tus observaciones, irás pasando por el
telescopio para ir observando los objetos celestes que se te colocarán en el,
pero al hacerlo deberás:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-hyphenate: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">A)<span style="font: 7pt 'Times New Roman';">
</span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">NUNCA MOVER EL TELESCOPIO</span></b></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-hyphenate: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">B)<span style="font: 7pt 'Times New Roman';">
</span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">NO AGARRAR CON LA MANO EL OCULAR</span></b></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-hyphenate: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">C)<span style="font: 7pt 'Times New Roman';">
</span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">NO ENECENDER LAS BOMBILLAS BLANCAS</span></b></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-hyphenate: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">D)<span style="font: 7pt 'Times New Roman';">
</span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Y DEBERÁS HACER FILA ORDENADAMENTE Y SIN
REPETIR</span></b></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-hyphenate: none; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">E)<span style="font: 7pt 'Times New Roman';">
</span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">CADA OBSERVACIÓN DEBERÁ SER BREVE, MUY BREVE CON EL
TELESCOPIO</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<h1>
<span lang="ES-TRAD" style="font-size: 12pt;">ACTIVIDAD DE SITUACIÓN</span></h1>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">La primera actividad, <i style="mso-bidi-font-style: normal;">observando estrellas</i>, de esta noche debe
ser realizada lo antes posible, en grupo, pues el movimiento de la Tierra y de
la esfera celeste visible, ocultará la constelación de Andrómeda y Piscis, donde
se encuentran la conocida Galaxia y Marte, en consecuencia habrá
que:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Localizar la constelación de la Osa Mayor, usando el Planisferio,
para ello deberás orientar el planisferio hacia el norte, encendiendo tu
linterna roja deberás colocar el planisferio hacia arriba con el norte del mapa
hacia el norte del lugar, para después comparar sus dibujos de las
constelaciones y estrellas con las que estas viendo. Y comenzando por colocar la
hora y día actuales en el planisferio, busca la constelación de la Osa Mayor y
después la estrella Polar con la Osa Menor, tanto en el cielo como en el
planisferio las habrás de buscar. </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">En el cenit se encuentra el Auriga, y junto a ella Júpiter en la
constelación de Géminis.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">1.- <u>OBSERVACION DE TAURUS Y
ALDEBARAN.</u></span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></u></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Hoy también estamos en una magnífica posición para observar esta
constelación en casi el cenit. Situada ligeramente al sur de Auriga, destaca por
la presencia de una brillante estrella de esta agrupación estelar: Aldebarán,
una de las mayores estrellas cercanas que conocemos. Alfa de Taurus, también
llamada Aldebarán, es una estrella cuyo color habrás de
identificar:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> Color de
Aldebarán:____________________</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Una vez que has identificado a esta estrella, localiza el resto de
esta constelación usando el dibujo de abajo e identifica la magnitud relativa de
sus componentes.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">
Tauro:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">ESTUDIO Y OBSERVACION DE LAS PLEYADES</span></u></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"></span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Este conjunto de estrellas está situado en la constelación de
Tauro, destacan en el cielo por aparecer como un conjunto de estrellas muy
juntas y brillantes, es lo que se denomina un CUMULO, de estrellas. En este caso
visualmente podrás observar 7 estrellas, aunque con los prismáticos las
observarás mejor y constatarás que son muchas más. De ellas la más brillante es
ALCIONE que como todas las estrellas de este cúmulo estan situadas a unos 300
años luz. También podrás observar que las rodea una luminosidad de color gris
azulado, es la nebulosas que actualmente estan atravesando (algo recientemente
descubierto) y te recuerdo que una noticia muy reciente hacía mención al
descubrimiento en la misma constelación de una (la primera) ENANA
MARRON.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Usa con esta constelación las mismas técnicas anteriores y trata de
contar cuantas estrellas puedes ver a simple vista, con tus prismáticos y con el
telescopio:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">ACTIVIDAD 7.- ESTRELLAS VISTAS EN LAS PLEYADES
CON:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">LOS OJOS:__________
PRISMÁTICOS:___________ TELESCOPIO:______</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> (luminosidad y
aumento:________</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">2.- OBSERVACION DE GEMINIS, CASTOR Y POLUX</span></u></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"></span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Ligeramente hacia el este de Auriga, están dos brillantes
estrellas, son Castor, más cerca de Auriga y Polux. Identifícalas y averigua sus
colores.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Géminis es una de las constelaciones que mejor reflejan su imagen
mítica, son dos niños tomados de la mano, haz un dibujo de esta constelación tal
como se ve e identifica la tercera estrella más brillante de esta constelación,
es gamma-géminis.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Averigua de que color es esta estrella (desenfoca un poco tus
prismáticos o tu vista, al mirarlas) y compárala con Castor y Polux (Castor es
la que está hacia el oeste) y averigua los colores diferentes de
ambas.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">3.- Observación de Marte</span></u></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"></span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Marte se puede observar como una luz rojiza en la constelación de
PISCIS, actualmente inmóvil y (¿) situado a unos 270 millones de km de la tierra
(ahora), por lo que su tamaño es relativamente pequeño esto es 5 “, con un
brillo de 1.2, bastante poco, pero aún observable desde el
centro.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Obsérvalo con el telescopio (y con los prismáticos observando su
color) y trata de dibujarlo con los detalles que tu profesor mencione que se
pueden observar.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Dibujo de Marte al telescopio:
Y con prismáticos:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">4.- OBSERVACION DE LA CONSTELACION DE ORION Y SU
NEBULOSA</span></u></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Esta constelación es una de las más fáciles de identificar, en este
caso podrás localizarla en el cielo hacia el sur (o suroeste) situada a una
altura de 30 ó 40º sobre el horizonte (en nuestro caso por encima de las casas).
Formada por una estructura rectangular, con un estrechamiento central, la forman
la estrellas de Rigel y Betelgeuse, las más brillantes de la misma y situadas en
los extremos. Localízalas por su brillo y distínguelas por su color, que es rojo
para Betelgeuse y blanco-azulado para Rigel. En el centro de esta constelación
están las <i style="mso-bidi-font-style: normal;">tres hermanas</i>, que son tres
estrellas muy cercanas en la esfera celeste y situadas en el centro de la
constelación; forman en cinturón del <i style="mso-bidi-font-style: normal;">gigante de Orión</i> y bajo ellas (a unos
3-4º) está otro conjunto de estrellas con una nebulosidad, la <i style="mso-bidi-font-style: normal;">Nebulosa de Orión</i>, que observarás con
los prismáticos y después con el telescopio, que constituye un magnífico
espectáculo celeste.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Tu actividad consistirá en dibujar esta constelación, señalar el
color de las 7 estrellas principales y además dibuja lo que veas en la nebulosa
de Orión. Un consejo para estudiar esta nebulosa es que uses la técnica del <i style="mso-bidi-font-style: normal;">"desenfoque visual"</i> y de observarla con
el <i style="mso-bidi-font-style: normal;">"rabillo del ojo", </i>para distinguir
más detalles.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Dibujo de la constelación de Orión y el detalle de la
nebulosa:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">5.- <u>OBSERVACIONES DE LA LUNA</u></span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">En primer lugar deberás localizar los principales accidentes y
formas de la superficie lunar que se te muestran en el plano adjunto y dibujarás
los siguientes en el cuadro contiguo al mapa lunar, tal y como lo puedes
observar, por ejemplo usando un color negro para los cráteres, rojo para los
mares y verde para los radios que rodean a los
cráteres.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<h1>
<span lang="ES-TRAD" style="font-size: 12pt;">ORIENTACIÓN EN LA LUNA</span></h1>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Observando con tus prismáticos nuestro satélite, en primer lugar
apreciarás la existencia de los mares y
de las zonas elevadas y con cráteres, compáralos con tus planos y detecta en
ellos los siguientes rasgos:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Mar de la Tranquilidad, Mar de la Serenidad, Mar de la Fecundidad,
Mar del Nectar (nectaris), Mar de las Crisis y un poco del Mar de Frigoris y del
Mare Imbrium.. No obstante no te costará mucho ver el Lacus Somnorium, pegado al
Mar de la Serenidad y entre este y el Mare Frigoris.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Bien, creo que ya te habrás ubicado, habrás colocado el plano de la
Luna correctamente, pero antes de proseguir:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">DIBUJA LA DISTRIBUCIÓN DE MARES ANTES MENCIONADA Y AHORA OBSERVADA,
TAL Y COMO LA VES:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Sigamos:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Antes de seguir es <u>MUY IMPORTANTE SABER QUE EL TELESCOPIO
PRODUCE UNA IMAGEN INVERTIDA</u> con respecto a los prismáticos. Por eso aclaro
que con los prismáticos el norte lunar está arriba y con el telescopio abajo, al
igual que la derecha de los prismáticos es la izquierda del
telescopio.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">OBSERVACIÓN DE CRATERES Y OTROS DETALLES:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">En el terminador está el cráter Alphonsus, Arquímedes, Platón,
Triesnecker y hasta 52 grandes cráteres, cerca de el terminador y visibles desde
el día anterior tendríamos las montañas de los Alpes y los Apeninos, los
cráteres de Linneo, Hyginus, etc. </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Quedan 6 días para que llegue nuestro satélite a la fase de Luna
llena, por eso vemos el 55% de su superficie iluminada.
</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Aunque repitamos algo es de destacar el conjunto de mares que del
Norte lunar hacia el Sur, son siguiendo el "terminador" o contacto entre la
parte iluminada y la oscura: <i style="mso-bidi-font-style: normal;">Mare
Imbrium</i> arriba y abajo <i style="mso-bidi-font-style: normal;">Mare
Nubium</i>, entre ambos un pequeño mar: <i style="mso-bidi-font-style: normal;">Mare Vaporum</i>. Una nueva línea de mares
están hacia la derecha, son el <i style="mso-bidi-font-style: normal;">Mare
Serenitatis</i> y el <i style="mso-bidi-font-style: normal;">Mare
Tranquilitatis</i>, terminando con el <i style="mso-bidi-font-style: normal;">Mare Nectaris y Mare Foecunditatis</i>, al
dividirse en dos el mar de la tranquilidad. Finalmente a la derecha, está el <i style="mso-bidi-font-style: normal;">Mare Crisium</i>, aislado de los demás mares
y encima del ecuador. Quizás se pueda ver al norte otro mar, es el <i style="mso-bidi-font-style: normal;">Mare Frigoris</i> que está unido al mar de
la serenidad por el estrecho lago de la muerte: <i style="mso-bidi-font-style: normal;">Lacus Mortis</i> y por el lago de los
sueños: <i style="mso-bidi-font-style: normal;">Lacus
Somniorum</i>.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Ahora vamos a buscar los principales cráteres del área visible.
Empezando por la parte inferior y en la dirección radial hacia el borde lunar,
desde el mar de la Fecundidad, busca una estructura de radios que parten de un
gran cráter, es el de Stevidus. Otros cráteres grandes a destacar en el área son
el Petavius (abajo) y Langrenus, hacia el borde exterior del mismo mar. Algo que
podríamos tratar de descubrir es una curiosa huella de la caída de un meteorito
en esta zona, justo en medio de este mar y hacia arriba, hay una huella que
según la luz se puede ver mejor o no, que es el cráter de W.H. Pickering, que
tienen una estructura radial, resto del arrastre del meteorito
mencionado.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Veamos ahora algunos cráteres alrededor del<i style="mso-bidi-font-style: normal;"> Mare Nectaris</i>, son Fracastorius, en la
parte inferior de este mar y Theophilus es otro gran cráter situado entre este
mar y el de la Tranquilidad.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">El mar de la Tranquilidad es muy fácil de localizar, en él veremos
el crater de Plinius, situado entre este y el mar de la Serenidad. Algo
importante a destacar es que fue en el sur de este mar donde se posó la nave
Apolo XI el 7/20/1969.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Ascendamos (con los prismáticos) al mar de la Serenidad y a la
izquierda del mismo una serie de relieves, son las montañas del Caucaso, que
separa este mar del del <i style="mso-bidi-font-style: normal;">Mare Imbrium</i>
(S.Rains) y los Apeninos más hacia el sur de este mar y que nos permiten dirigir
la mirada hacia el cráter de Eratóstenes, donde acaban los Apeninos y según este
de avanzada la fase lunar podríamos ver los radios del gran cráter de
Copérnico.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Una última estructura que podremos descubrir, esta situada entre el
<i style="mso-bidi-font-style: normal;">Mare Frigoris</i> y el <i style="mso-bidi-font-style: normal;">Mare Imbrium</i>, son el gran cráter de
Aristóteles, metido en el mar anterior y el de <i style="mso-bidi-font-style: normal;">Plato</i>, situando entonces entre ellos el
gigantesco valle de fallas de: <i style="mso-bidi-font-style: normal;">Alpine
Valley"</i></span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Ahora deberás realizar las siguientes
actividades:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">OBSERVACIÓN CON EL TELESCOPIO:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">El profesor seleccionará un cráter o zona de la Luna, que os
indicará, de ella deberás realizar un dibujo e identificar los cráteres y
formaciones que te señale.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Quizás señalemos el siguiente cráter:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="margin-left: 28.3pt; mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">nº 2.- El cráter Alphonsus se observa bien en el 8º día lunar.
Contiene un pico central y en su fondo se pueden apreciar con suficiente
aumento, pequeños impactos y fisuras. Además contiene un macizo montañoso
alargado y que brilla. Uno de los sucesos más interesantes, que puedo observar
en este cráter es la aparición en el de posibles resplandores y vapores. Una de
las estructuras para vigilar es un domo situado en la pared oriental del mismo,
pues de él podrían salir estos vapores, que se suponen son restos de la
actividad volcánica del interior lunar, activados por la atracción
terrestre.</span></i></div>
<div class="MsoNormal" style="margin-left: 28.3pt; mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></i></div>
<div class="MsoNormal" style="mso-hyphenate: none; tab-stops: -36.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">¿Has dibujado este cráter?</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal">
<span style="font-size: 12pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">6.- <u>JUPITER</u>:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoBodyText2">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt;">Aproximadamente
situado hacia el cenit, un poco alto aparecerá Júpiter como un brillante objeto
del cielo, en la constelación de Géminis, es el mayor planeta de la noche con un
disco de alrededor de casi 42, ocupará un espacio relativamente grande en el
ocular de mayor aumento, y aunque ello dificulta el seguimiento, permite ver sus
detalles y sus cuatro lunas: Io, Calixto, Ganímedes y Europa. Júpiter presenta
una magnitud de –2.5, siendo después de la Luna el objeto más brillante del
cielo.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">ACTIVIDAD _.- Una actividad que debes hacer es el dibujar Júpiter
con sus 4 satélites, observados a través de los
prismáticos.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Después observándolo con el telescopio, situaras las capas de nubes
en un dibujo y si se puede observarás la mancha roja que lo
caracteriza.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">DIBUJOS DE JUPITER:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Dibujo de Júpiter y sus lunas
Júpiter y sus nubes (al Telescopio)</span></i></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"></span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">SATURNO: situado en la constelación de Tauro (en el cenit entre el
mismo y el W), a el le dirigiremos el telescopio en tercer lugar y mientras te
corresponde observarlo, míralo con tus prismáticos y observa si forma un círculo
relleno de luz y de que color aparece, o si está visible el anillo rompiendo la
uniformidad de su disco (pequeñito). Esta vez a Saturno lo veremos espectacular,
con los anillos desde abajo?. Tiene una magnitud de 0.1 y con un diámetro de
18.3 “, es decir algo menos de la mitad que Júpiter, pero con los
anillos.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">(Los demás planetas son demasiado pequeños, sus magnitudes son 5.9
para Urano, 8 la de Neptuno y 14 la de Plutón.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Pongamos a prueba el telescopio del centro, trata de distinguir la
división que hay entre el anillo externo y el interno, es la división de Cassini
(como la nave espacial que hacia allí ahora "vuela"). Esto es un poco más
difícil pero a veces y con suerte alcanzable: ¿ves la mancha blanca de Saturno
en su superficie?</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">DIBUJOS DE SATURNO Y SUS ANILLOS:</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> Con prismáticos Con el telescopio: _________ de
aumento</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">7- OBSERVACIONES DE LA OSA MAYOR</span></u></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"></span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">La constelación más conocida, alberga muchos objetos de gran
interés para el aficionado, ello permite profundizar el algo conocido, con las
siguientes actividades.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">En primer lugar buscaremos la Osa Mayor, no sólo el "Gran Carro",
como la gente suele identificarlo, sino la Osa completa. El carro es el lomo (el
cuadrado) de la osa y el brazo del carro es la cola de la osa. En consecuencia
vamos a denominar en primer lugar las estrellas del carro, son "alfa" (Dubhe) y
"beta" (Merak) las más brillantes y habitualmente usadas para encontrar la polar
(el profesor las señalará), "gamma" (Phad) está situada en el extremo del carro
que no tiene mango, y el brazo del carro contiene a "delta", "epsilón" (Alioth),
"zeta" (Mizar y la tenue Alcor) y "eta" de <i style="mso-bidi-font-style: normal;">Ursa Major</i>.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">ACTIVIDAD 1.- Una actividad para hacer es: dibujar de la
constelación el Gran Carro, identificando las estrellas. Después deberás
numerarlas por orden de brillo del 1 al 7, siendo 1 la más
brillante.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Buscaremos ahora el resto de la Osa Mayor, para hacerlo guíate del
dibujo que se adjunta e identifica las patas y la
cabeza.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">ACTIVIDAD 2.- Una actividad para hacer es: identificar de entre las
estrellas de esta constelación a Mizar (zeta-<i style="mso-bidi-font-style: normal;">Ursa Mayor)</i>, y tratar de ver la pareja
(Alcor y Mizar) con los prismáticos, y después con los ojos. ¿Que tal arquero
serías?</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">En esta constelación hay dos galaxias, que se pueden ver con unos
buenos prismáticos o con un telescopio sencillo, son M-81, visible con
prismáticos a partir de 12 aumentos, y M-82, visible sólo con telescopio, pero
fáciles de identificar y localizar. M-81 es una preciosa galaxia espiral,
situada a 7 millones de años luz, que se observa como de magnitud 7.9. M-82, es
uno de los mejores ejemplos de galaxias irregulares, situada a una distancia
similar a la anterior, pero de magnitud inferior: 8.8.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">ACTIVIDAD 3.- Una actividad para hacer es: identificar el color de
las 7 estrellas del Carro, para lo cual doy una pista, hay una roja, otra azul
oscura y el resto son azules normales. La técnica es fácil, apunte a las
estrellas a investigar con sus prismáticos y desenfóquelos intencionadamente,
ello permitirá descubrir su color aproximado.</span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">ESTUDIO DE LA CONSTELACION DE AURIGA</span></u></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">También denominada constelación de Cochero, en ella destaca la
estrella más brillante (alfa-Aurigae) llamada Capella, que es una estrella
amarilla muy brillante. </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Auriga es una constelación que tiene forma pentagonal
(aproximadamente), dibújala e indica el color de cada uno de sus componentes y
numera sus estrellas de la más brillante (1) a la menos
brillante.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> Dibujo de
Auriga</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Capella</span></i></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">, es la 6ª extrella (0,1) más brillante del cielo, es una estrella
que está a 42 años luz y tiene una luminosidad superior en 150 veces a la solar.
Además se sabe que es una estrella binaria, pero cuyos componentes están tan
cercanos que no los podemos disntiguir con telescopios
normales.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Auriga es una de las constelaciones que tienen la Vía Lactea tras
de sí, por eso y si tus prismáticos tienen un mínimo de 7 aumentos, podrás
vislumbrar tres cúmulos a la vez en tu ocular: M-36, M-37 y M-38 (sitúalos
usando el mapa adjunto entre <i style="mso-bidi-font-style: normal;">Iota y Theta
Aurigae</i>), pero con el telescopio podrás observar las estrellas que lo
componen (al menos a M-37).(Búscalos y dibuja lo que veas, determinando si son o
no cúmulos abiertos o cerrados).</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">En el interior de Auriga existen gran cantidad de estrellas
menores, algunas de ellas se aprecian usando los prismáticos, están agrupadas en
cúmulos, son M-36, M-37 y M-38. Identifica esos cúmulos y averigua si son
cúmulos abiertos o cerrados; ten en cuenta que estos cúmulos no son de los
primeros mencionados en la lista de Messier, por ello no son demasiado
brillantes, pero búscalos, están dentro del polígono del Auriga.
</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Los cúmulos que hoy has observado, son cúmulos muy jóvenes, así
M-36 tiene sólo 25 millones de años, y los otros dos tienen 220 (M-38) y 300
(M-37) millones de años, por lo que en ellos todavía se están formando estrellas
y planetas.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Observación de una CEFEIDA: Delta Cefeo.</span></u></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Como antes mencioné, ahora CEFEO está hacia el NO, a la izqda. de
la Osa menor y a unos 40 º de altura sobre el horizonte. Esta constelación con
forma de cuadrado, coronado por un triángulo, tiene una estrella variable fácil
de identificar, está en la base del cuadrado y en dirección al Oeste (observa el
dibujo que acompaña a este guión), compárala con las estrellas contiguas y
numera las estrellas de esta constelación por orden de magnitud de la más
brillante (1) a la menos brillante. Anota en el dibujo la magnitud de cada
estrella.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">
Nombre:
Magnitud:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> Alfa:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">
Beta:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">
Gamma:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">
Delta:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">
Epsilón:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">
Mú:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">
Zeta:</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> Dibujo de
Cefeo </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Como conoces Delta-Cefeo es una estrella variable de tipo regular,
que sirve como modelo para identificar las distancias cósmicas. En este caso
está situada a 1.400 años luz y su variación se experimenta con un ritmo de 5
días y 8 horas, aproximadamente.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">BUSQUEMOS MAS ESTRELLAS Y CUERPOS CELESTES (Si se
observan).</span></u></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Además de la preciosa constelación de Orión, con Rigel, Betelgeuse,
y de su famosa nebulosa, en la misma dirección que están estas estrellas, se
encuentra hacia el SE, Canis Major con SIRIO, una brillantísima estrella de
magnitud (-1), formado a su vez por dos estrellas que forman un sistema binario
(Sirio A y B).</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></u></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">LO QUE SIGUE ES SELECCIONABLE POR EL PROFESOR EN FUNCION DE LA
VISIBILIDAD DE LAS ANTERIORES OBSERVACIONES</span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">ESTUDIO DE LA GALAXIA ANDRÓMEDA</span></u></b><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"></span></div>
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<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Situada hacia el este (NW), aproximadamente a 40 o 45º de altura
sobre el horizonte, es una constelación (<i style="mso-bidi-font-style: normal;">Andrómeda</i><b style="mso-bidi-font-weight: normal;">) </b>muy amplia, en la que se encuentra
situada la galaxia del mismo nombre, se puede localizar fácilmente con los
prismáticos, viéndose como una nebulosidad (con aspecto de nube) con más brilllo
en el centro, con el telescopio lo podrás apreciar aún mejor, incluso su forma
espiral. Aplica de nuevo la técnica de mirar con paciencia (más de 3 minutos
seguidos a la galaxia) o de apuntarla con el <i style="mso-bidi-font-style: normal;">rabillo del ojo</i><b style="mso-bidi-font-weight: normal;">,</b> con ello podrás apreciar (si la luz
ambiental te lo permite) los brazos, el núcleo central y otras zonas muy
conocidas de esta Galaxia formada por unas 400.000 millones de estrellas.
</span></div>
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<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Reliza un dibujo de esta galaxia, vista bién por tus prismáticos y
por el telescopio:</span></div>
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<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> <b style="mso-bidi-font-weight: normal;">DIBUJO DE LA GALAXIA
ANDROMEDA:</b></span></div>
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<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> Dibujo de los
prismáticos: Del
telescopio:</span></div>
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<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> Cancer:</span></u></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"></span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></b></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Esta tenue constelación nos podrá mostrar ahora dos cúmulos de
estrellas, son el pesebre M-67 y M-44 (Praesepe), este último es muy fácil de
localizar, encuentra la posición central de la "equis" de Cancer y muy
lígeramente hacia Geminis, pero dentro de la cruz de cancer, está. M-67 se
encuentra en la base de Cancer, entre Alfa y Beta. (Búscalos y dibuja lo que
veas, determinando si son o no cúmulos abiertos o cerrados). Sin embargo puede
que la proximidad de Marte no te permita observar demasiados
detalles.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Canis Major:</span></u></b><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;">Sirio es la estrella más brillante de esta constelación, si la
observas con tus prismáticos notarás el inmenso brillo de esta estrella que es
la más brillante de nuestro cielo (después del Sol). Además podrás localizar el
precioso cúmulo (visible incluso a simple vista si la noche es oscura) M-41 del
que tratarás de distinguir sus estrellas, y que seguramente no serán muchas las
que observarás, pero que con el telescopio se podrán multiplicar de forma
amplia. Este cúmulo se encuentra situado a 2.400 años luz y su lejanía
empequeñece sus 20 años luz de diámetro.</span></b></div>Jose Tortajadahttp://www.blogger.com/profile/12761208779470175694noreply@blogger.com0tag:blogger.com,1999:blog-8926354220550063362.post-61125339195251344112012-05-13T10:02:00.001-07:002012-05-13T10:10:21.173-07:00OBSERVACIÓN DE LA GEOLOGÍA DE LA LUNA<div class="Section1">
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<span lang="ES-TRAD">OBSERVACIÓN DE LA GEOLOGÍA DE LA
LUNA</span><span lang="ES-TRAD" style="letter-spacing: -0.15pt;"></span></div>
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" /><b><i></i></b></div>
<div class="MsoBodyText2" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><span lang="ES-TRAD">Estudiar y observar la Luna es una de
las actividades más fáciles para iniciarnos en las actividades de observación
astronómica y del uso de los telescopios; de hecho para comenzar con su
observación no se necesita un telescopio muy potente, suele ser suficiente con
un refractor de 70 mm, al igual que también nos sirven para estudiar la Luna los
telescopios reflectores, pero si además disponemos de montura ecuatorial y de un
motor, nuestra observación será más cómoda y sólo requerirá pequeños ajustes.
Aunque desde luego cuanto mayor sea el diámetro del aparato mejor será nuestra
visión lunar y mayores los aumentos que podremos conseguir.</span></span></div>
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<span style="font-size: small;"><span lang="ES-TRAD"> </span></span><img alt="" 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" /></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">La observación visual lunar, puede además acompañarse con facilidad
con la realización de fotografías; para llevarlas a cabo no se requieren largos
seguimientos ni prolongadas exposiciones, salvo trabajando a grandes aumentos;
por lo que con velocidades de 1/30 a 1/125 de segundo, haremos la mayoría de las
fotografías. </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Una actividad muy interesante y útil que podemos realizar, a la vez
que la observamos es <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">dibujar</i></b> lo que estamos viendo, los
dibujos captan mejor que la placa fotográfica muchos detalles que sólo el ojo
humano consigue observar, así que con un bloc de dibujo, liso y un juego de
lápices blandos podremos iniciar nuestros dibujos lunares y para sombrearlos
deben de formar parte del equipo de observador lunar un carboncillo y un
difumino.</span></div>
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<img alt="" 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" /><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">(Ver más dibujos y consejos de Leonor: <a href="http://almadelanoche.blogspot.com.es/2008/08/primer-dibujo-de-la-luna.html" target="_blank">>>></a>)</span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<i><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"><b>¿Qué objetivos podemos tener al observar la Luna? </b>
</span></i></div>
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<i><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></i></div>
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<span style="font-size: 14pt;"></span><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"></span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<br /></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Para muchos aficionados a la astronomía la Luna es un objetivo
propio de principiantes, pero ¿conocen la superficie lunar?. Creo que este puede
ser uno de los objetivos más interesantes y fáciles para comenzar en astronomía,
sobre todo de tipo escolar, por el que merece la pena recurrir a su observación
y <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">conocer la superficie lunar</i></b>. Algo
que no hay que olvidar, además de lo mencionado, es que hay que tener en cuenta
que muchas personas, la mayoría de los aficionados y de los centros escolares,
viven en las ciudades, en zonas iluminadas, y allí la Luna es un objetivo
astronómico muy accesible en las ciudades, solamente hace falta resguardarnos un
poco de las luces, por ejemplo detrás de una pared, de un muro o de una zona
menos iluminada para acostumbrar a nuestro ojo a la luz del telescopio y
conseguir que los contrastes lleguen a ser casi tan buenos como en los lugares
de buen <i style="mso-bidi-font-style: normal;">seeing</i>.</span></div>
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<br /></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Para llegar a conocer esta superficie, la de la Luna, es muy útil y
además necesario el preparar previamente la observación con atlas, posters o
mapas lunares, previamente y antes de la noche de observación. Para preparar las
actividades que queremos llevar a cabo podemos numerar nuestras actividades una
a una en un cuaderno, después describimos lo que en cada actividad pretendemos
observar, si además lo queremos dibujar, si en el objeto de nuestra observación
habrá posibles variaciones en las sombras o de luz, etc. Veamos un ejemplo de
como lo haríamos:</span></div>
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<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> nº 2.- El cráter
Alphonsus se observa bien en el 8º día lunar. Contiene un pico central y en su
fondo se pueden apreciar con suficiente aumento, pequeños impactos y fisuras.
Además contiene un macizo montañoso alargado y que brilla. Uno de los sucesos
más interesantes, que puedo observar en este cráter es la aparición en el de
posibles resplandores y vapores. Una de las estructuras para vigilar es un domo
situado en la pared oriental del mismo, pues de él podrían salir estos vapores,
que se suponen son restos de la actividad volcánica del interior lunar,
activados por la atracción terrestre.</span></i></div>
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" /> <img alt="" height="333" 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" width="400" /><i><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></i></div>
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<i><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">(NASA: http://www.nasa.gov/mission_pages/LRO/multimedia/lroimages/lroc-20100406-alphonsus.html y http://history.nasa.gov/SP-350/ch-5-2.html)</span></i></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"></span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Como es ampliamente conocido, la Luna pasa por una serie de fases,
en las que la superficie iluminada crece y crece desde la Luna nueva (cuando no
se ve ninguna zona iluminada) al cuarto creciente, pasando entonces por la
iluminada Luna llena y reduciéndose de nuevo la luz de la parte iluminada al
pasar por el cuarto creciente y llegando de nuevo a la Luna nueva, fases que se
repiten cada 29.5 días terrestres. De acuerdo a esta numeración la luna se dice
que tiene 10, 15 17 ó 29 días. Una observación que debo hacer antes de
proseguir, es que en la mayoría de los libros sobre la observación lunar, se
describen los días hasta el nº 14 ó 15, pues después deberán repetirse las
zonas, ya que aunque la curvatura sea distinta y se oculte por la zona
contraria, el terminador y el borde lunar serán aproximadamente iguales a los
del creciente.</span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Las fases lunares, nos van mostrando zonas con diferentes
iluminaciones a lo largo del mes lunar, así las mejores perspectivas las
obtendremos en las fases de los cuartos, cuando el terminador pasa por la zona
de estudio y también deberemos observarla en la fase de luna llena, en que
veremos mal muchos detalles de los cráteres, al incidir la luz
perpendicularmente a la superficie y no formar por tanto sombras, pero sin
embargo algunas estructuras se verán mejor en esta fase, como son los radios de
los cráteres de Copérnico y Tycho. Igualmente resulta también interesante el
observar el otro borde lunar, es decir el contrario al terminador, pues allí las
sombras también son distintas incluso a las que se formaban en la zona, cuando
sobre ellas pasaba el terminador. De hecho y si fuéramos totalmente rigurosos en
nuestra observación, cada cráter, pico, falla, etc. deberíamos observarlo cuando
está en el terminador, cuando pasa frente a la Tierra en el centro de la Luna,
cuando llega al borde de la Luna y en la fase de Luna llena, incluso podríamos
<i style="mso-bidi-font-style: normal;">rizar más el rizo</i>, observándolos con
diferentes fases de las <i style="mso-bidi-font-style: normal;">libraciones</i>
lunares, los cabeceos del eje lunar, que sobretodo y en los objetos próximos a
los polos nos permiten observarlos mejor o peor en función de la perspectiva con
que lo vemos.</span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Para conocer la fase lunar presente de una posible noche de
observación, podemos usar los calendarios provistos de las fechas de las fases
lunares o también algún programa de ordenador que nos lo calcule como: <i style="mso-bidi-font-style: normal;">moonfaze</i> que nos permite representar las
fases de la misma incluyendo la latitud desde donde la observamos. Otro aspecto
que hay que tener en cuenta a la hora de planear una observación lunar, es que
la Luna se retrasará en la posición del cielo 50 minutos cada día, así que en 28
días, aproximadamente, volverá a situarse a la misma altura del
cielo.</span></div>
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" 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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">(</span><b><i>Imagen de NASA)</i></b><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Una propuesta de observación con alumnos:</span></b><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"></span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">La preparación en <b style="mso-bidi-font-weight: normal;">el
aula</b> de la observación, me parece que es un paso fundamental para que los
alumnos detecten por la noche correctamente los relieves a estudiar, por eso
sugiero que se determine previamente la noche exacta en que la observaremos, se
prepare en clase con atlas o con las imágenes contenidas en alguno de los
siguientes libros:</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">La Luna</span></b><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">, de <i style="mso-bidi-font-style: normal;">Patrick Moore</i>, Ed.
Hermann Blume. Madrid. 1986</span><img alt="" 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" /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Guía de Campo de las Estrellas y los Planetas de los Hemisferios
norte y sur,</span></b><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> de <i style="mso-bidi-font-style: normal;">Donald H. Menzel</i>.
Ed. Omega. 1976.</span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Con estos libros se estudian con los alumnos las ilustraciones de
las zonas a estudiar y que más abajo se describen. Los alumnos deberán entonces
hacer las siguientes actividades:</span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">1) Calcar la posición de los cráteres, fallas, etc. de la zona que
nos proponemos observar.</span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">2) Anotar las observaciones que en ellos
realizaremos.</span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">3) Buscar en la bibliografía específica de la Luna, lo que es de
destacar en la zona.</span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">A modo de ejemplo escogeré una noche, que se describe más
abajo.</span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Podemos dedicar cada noche a recorrer <i style="mso-bidi-font-style: normal;">en primer lugar</i> los principales
accidentes geográficos de la Luna, como son los mares y cráteres mayores que en
esta fase se observan, después <i style="mso-bidi-font-style: normal;">en segundo
lugar</i> y de acuerdo al nº del día lunar, podemos recorrer el <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">terminador</i></b> es decir el borde de la
Luna, por donde día a día y de hora en hora avanza la luz o sombra lunar
dándonos una perspectiva tridimensional muy bella y atractiva de la zona. <i style="mso-bidi-font-style: normal;">En tercer lugar</i> podemos recorrer el otro
borde lunar y los relieves que van siendo progresivamente iluminados, así como
cualquier otro objeto observado en los días anteriores y que aún conservan su
perspectiva lateral o a toda la Luna en definitiva. Y finalmente no estaría de
más observar el polo norte y sur lunar a lo largo de varios
meses.</span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">OBSERVACIÓN DEL 8º DÍA LUNAR</span></b><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"></span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Un primer día de observación podría ser en el 8º día lunar, uno de
los mejores, que en 1998 será el: 5 de febrero, 7 de marzo, 5 de abril, 5 de
mayo, 3 de junio, etc.</span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">En este día observaríamos en el terminador el cráter Alphonsus,
Arquímedes, Platón, Triesnecker y hasta 52 grandes cráteres, cerca de el
terminador y visibles desde el día anterior tendríamos las montañas de los Alpes
y los Apeninos, los cráteres de Linneo, Hyginus, etc. </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Aún más allá y hacia el lado contrario al del terminador, pero de
la zona iluminada, citaríamos a Fracastorius, Petavius y Langrenus entre los
cráteres, entre los montes los Pirineos y las montañas Altai, entre otras
montañas menores. </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Además de que podremos observar muchos de los mares que ya han
aparecido, justo en el terminador están el mar de los Vapores (Vaporum), de las
Nubes (Nubium), Imbrium, el mar Sinus Medii, además de otros mares situados
lejos del terminador como Mare Frigoris, Palus Nebularum, Lacus Mortis, el mar
de la Serenidad (Serenitatis), el mar de la Tranquilidad (Tranquilitatis), Lacus
Somniorum, mar de las Crisis (Crisium), mar de la Fecundidad (Fecunditatis),
etc.</span><span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"></span></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: -0.15pt;">Observaciones de la LUNA.</span></u></b><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: -0.15pt;"><b><span lang="ES"></span></b></span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="letter-spacing: -0.15pt;"> </span></div>
<div class="MsoBodyText">
<span lang="ES-TRAD">Cualquier día que puedas observar la
Luna, con unos simples prismáticos, podrás hacer esta actividad:</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">La Luna se encuentra en una fase,
¿cual?___________________</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">En segundo lugar observa con los prismáticos, y después con el
Telescopio (pues sino es difícil localizar lo que se te</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">pide) la imagen de la Luna y realiza las siguientes
actividades:</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">a) Compara lo que ves, con el dibujo que te entrega el profesor del
curso y analiza y responde a las siguientes preguntas:</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">¿Qué parte estamos
viendo?:_________________________________</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">____________________________________________________________</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">____________________________________________________________</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">¿Distingues los principales mares (<b style="mso-bidi-font-weight: normal;">oscuros</b>) y cráteres (<b style="mso-bidi-font-weight: normal;">circulares</b>)? Dibújalos observándolos
con los prismáticos:</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">b) Busca dos cráteres con pico central y localízalos en el dibujo
de la luna que te hemos entregado, indicando sus nombres:</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Cráter 1:___________________
Cráter 2:_____________________</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">c) Busca dos de los mayores cráteres (esta vez sin pico central)
que puedas ver y busca su nombre en el plano:</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Cráter a):__________________
Cráter b):____________________</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">d) Localiza formas radiales que salen de un pico central. ¿Cuantas
puedes ver? Dibújalas en su situación sobre al mapa
adjunto.</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">2ª PARTE DE LAS OBSERVACIONES DE LA LUNA</span></u></b><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"><b><span lang="ES">¡Error! Marcador no
definido.</span></b></span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">En segundo lugar deberás localizar los principales accidentes y
formas de la superficie lunar que se te muestran en el plano adjunto y dibujarás
los siguientes en el cuadro contiguo al mapa lunar, tal y como lo puedes
observar, por ejemplo usando un color negro para los cráteres, rojo para los
mares y verde para los radios que rodean a los cráteres.</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<u><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Observación de la parte de la Luna de hace 3/4
días:</span></u><span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"></span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Cuando quedaban 3 a 5 días para que llegue nuestro satélite llegara
a la fase de Luna llena, veíamos el 60% de su superficie iluminada. Trataremos
de identificar los mares, cráteres y montañas, de esta zona que ahora se verá
demasiado iluminada, lo haremos con la ayuda de los prismáticos y los
telescopios. </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Antes de empezar es <b style="mso-bidi-font-weight: normal;"><u>MUY
IMPORTANTE SABER QUE EL TELESCOPIO PRODUCE UNA IMAGEN INVERTIDA</u></b> con
respecto a los prismáticos. Por eso aclaro que con los prismáticos el norte
lunar está arriba y con el telescopio abajo, al igual que la derecha de los
prismáticos es la izquierda del telescopio.</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Para realizar estar observaciones, se puede ayudar del plano de la
Luna adjunto.</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">En primer lugar es de destacar el conjunto de mares que del Norte
lunar hacia el Sur, son siguiendo el "terminador" o contacto entre la parte
iluminada y la oscura: <i style="mso-bidi-font-style: normal;">Mare Imbrium</i>
arriba y abajo <i style="mso-bidi-font-style: normal;">Mare Nubium</i>, entre
ambos un pequeño mar: <i style="mso-bidi-font-style: normal;">Mare Vaporum</i>.
Una nueva línea de mares están hacia la derecha, son el <i style="mso-bidi-font-style: normal;">Mare Serenitatis</i> y el <i style="mso-bidi-font-style: normal;">Mare Tranquilitatis</i>, terminando con el
<i style="mso-bidi-font-style: normal;">Mare Nectaris y Mare Foecunditatis</i>,
al dividirse en dos el mar de la tranquilidad. Finalmente a la derecha, está el
<i style="mso-bidi-font-style: normal;">Mare Crisium</i>, aislado de los demás
mares y encima del ecuador. Quizás se pueda ver al norte otro mar, es el <i style="mso-bidi-font-style: normal;">Mare Frigoris</i> que está unido al mar de
la serenidad por el estrecho lago de la muerte: <i style="mso-bidi-font-style: normal;">Lacus Mortis</i> y por el lago de los
sueños: <i style="mso-bidi-font-style: normal;">Lacus
Somniorum</i>.</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Ahora vamos a buscar los principales cráteres del área visible.
Empezando por la parte inferior y en la dirección radial hacia el borde lunar,
desde el mar de la Fecundidad, busca una estructura de radios que parten de un
gran crater, es el de Stevidus. Otros cráteres grandes a destacar en el área son
el Petavius (abajo) y Langrenus, hacia el borde exterior del mismo mar. Algo que
podríamos tratar de descubrir es una curiosa huella de la caida de un meteorito
en esta zona, justo en medio de este mar y hacia arriba, hay una huella que
según la luz se puede ver mejor o no, que es el cráter de W.H. Pickering, que
tienen una estructura radial, resto del arrastre del meteorito
mencionado.</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Veamos ahora algunos cráteres alrededor del<i style="mso-bidi-font-style: normal;"> Mare Nectaris</i>, son Fracastorius, en la
parte inferior de este mar y Theophilus es otro gran cráter situado entre este
mar y el de la Tranquilidad.</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoBodyText">
<span lang="ES-TRAD">El mar de la Tranquilidad es muy fácil
de localizar, en el veremos el crater de Plinius, situado entre este y el mar de
la Serenidad. Algo importante a destacar es que fué en el sur de este mar donde
se posó la nave Apolo XI el 7/20/1969.</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Ascendamos (con los prismáticos) al mar de la Serenidad y a la
izquierda del mismo una serie de relieves, son las montañas del Caucaso, que
separa este mar del del <i style="mso-bidi-font-style: normal;">Mare Imbrium</i>
(S.Rains) y los Apeninos más hacia el sur de este mar y que nos permiten dirigir
la mirada hacia el cráter de Eratóstenes, donde acaban los Apeninos y según este
de avanzada la fase lunar podríamos ver los radios del gran crater de
Copérnico.</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">Una última estructura que podremos descubrir, esta situada entre el
<i style="mso-bidi-font-style: normal;">Mare Frigoris</i> y el <i style="mso-bidi-font-style: normal;">Mare Imbrium</i>, son el gran crater de
Aristóteles, metido en el mar anterior y el de <i style="mso-bidi-font-style: normal;">Plato</i>, situando entonces entre ellos el
gigantesco valle de fallas de: <i style="mso-bidi-font-style: normal;">Alpine
Valley"</i></span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">En segundo lugar medirás el "tamaño angular lunar", formado por la
mayor anchura del diámetro lunar quue observas, medido en grados y fracciones de
los mismos, usando el medidor de ángulos que trajo el
profesor.</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">ACTIVIDAD 13.- Una actividad para hacer es dibujar alguna de estas
observaciones de sus mares y cráteres, escoge el que más te guste y mejor se
vea.</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">ACTIVIDAD 14.- Una actividad para hacer es</span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal" style="mso-hyphenate: none; text-align: justify;">
<span lang="ES-TRAD" style="font-size: 14pt; letter-spacing: -0.15pt;">En tercer lugar realizarás una toma fotográfica de la Luna,
apuntando en telescopio y centrándolo en la zona que te muestre tu profesor y no
olvides anotar aquí el número de tu fotografía:__________________ y el tiempo
usado:________</span></div>
<div class="MsoNormal">
<span style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-size: 12pt; letter-spacing: -0.15pt;"> </span></div>
<div class="MsoNormal">
<a href="http://www.tortajada.eu/astronomia.htm"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: -0.15pt;">Volver a la página principal</span></a><span style="font-size: 16pt;"></span></div>
</div>Jose Tortajadahttp://www.blogger.com/profile/12761208779470175694noreply@blogger.com0tag:blogger.com,1999:blog-8926354220550063362.post-68620672568737174982012-05-12T14:20:00.001-07:002012-05-12T14:20:34.192-07:00Llegada a Marte de la sonda Mars Express<div class="MsoBodyText2">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-size: 28pt; mso-bidi-font-size: 12.0pt;">Especial
llegada a Marte de la sonda Europea de la ESA</span></i></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-size: 20pt; mso-ansi-language: ES-TRAD; mso-bidi-font-size: 12.0pt;"> </span></div>
<div class="MsoBodyText">
<span lang="ES-TRAD" style="color: #993300; font-size: 20pt; mso-bidi-font-size: 12.0pt;">Esta nueva página, tiene el objeto de informar al visitante y a los
alumnos de la llegada a Marte de la sonda europea.</span><span lang="ES-TRAD" style="color: #993300;"></span></div>
<div class="MsoNormal">
<span lang="ES-TRAD" style="font-size: 14pt; mso-ansi-language: ES-TRAD; mso-bidi-font-size: 12.0pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; mso-ansi-language: ES-TRAD; mso-bidi-font-size: 12.0pt;"></span></div>
<div align="center" style="text-align: center;">
</div>
<div align="center" style="text-align: center;">
</div>
<div align="center" style="text-align: center;">
</div>
<div align="center" style="text-align: center;">
<b><a href="http://www.esa.int/esaSC/SEMAGE1P4HD_exploring_0.html">BUSCANDO LA VIDA EN
MARTE</a></b></div>
<div align="center" style="text-align: center;">
<b><a href="http://www.blogger.com/EXTREMOFILOS.htm">¿Serán
así los Marcianos? Investigaciones sobre la vida en ambientes
extremos.</a></b></div>
<div align="center" style="text-align: center;">
<span style="color: blue;"><a href="http://sci.esa.int/science-e/www/area/index.cfm?fareaid=9"><span style="text-decoration: none; text-underline: none;"></span></a></span></div>
<div align="center" style="text-align: center;">
<a href="http://sci.esa.int/science-e/www/area/index.cfm?fareaid=9"><b>Aquí</b></a></div>
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<span style="font-family: Verdana; mso-bidi-font-size: 6.5pt;"><a href="http://www.esa.int/export/esaCP/SEMFUJUZJND_Spain_0.html"><span style="color: #3300ff; text-decoration: none; text-underline: none;"></span></a></span><span style="color: black; font-family: Verdana; mso-bidi-font-family: 'Arial Unicode MS'; mso-bidi-font-size: 6.5pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></div>
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<span style="color: black; font-family: Verdana; mso-bidi-font-family: 'Arial Unicode MS'; mso-bidi-font-size: 6.5pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></div>
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<span style="font-family: Verdana; mso-bidi-font-size: 6.5pt;"> <br /><span class="text11px1"><span style="mso-ansi-font-size: 12.0pt;"><a href="http://www.esa.int/export/esaCP/SEMFUJUZJND_Spain_0.html"><b><span style="color: black;">El planeta Marte desde 5.5 millones de
Kms</span></b></a></span></span><br /><span class="text11px1"><span style="mso-ansi-font-size: 12.0pt;"> </span></span><br /><span class="red1">3
diciembre 2003</span><span class="text11px1"><span style="mso-ansi-font-size: 12.0pt;"> Esta foto (copyright ESA) ha sido tomada
el 1 de Diciembre del 2003 desde la sonda espacial de la ESA Mars Express, a
través de una Cámara Estéreo de Alta Resolución (HRSC), bajo la responsabilidad
del principal Investigador el Profesor Gerhard Neukum. Ha sido procesada por el
Instituto de Investigación Planetaria DLR, que también se ha visto involucrado
en el desarrollo de la cámara, al igual que la "Freie Universitaet
Berlin".</span></span><span style="color: black;"></span></span></div>
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<span style="font-family: Verdana; mso-bidi-font-size: 6.5pt;"><a href="http://www.esa.int/export/esaCP/SEMFUJUZJND_Spain_0.html"><span style="color: red; mso-bidi-font-size: 6.0pt;">Noticia
completa </span></a></span><span style="color: black; font-family: Verdana; mso-bidi-font-family: 'Arial Unicode MS'; mso-bidi-font-size: 6.5pt; mso-fareast-font-family: 'Arial Unicode MS';"></span></div>
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<span class="text11px1"><b><span style="color: #003300; font-family: Verdana; font-size: 14pt; mso-bidi-font-size: 6.5pt;"><a href="http://www.esa.int/export/SPECIALS/Mars_Express/SEMFU55V9ED_0.html">Mars
Express</a></span></b></span></div>
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<span class="true10px1"><span lang="EN-GB" style="font-family: Verdana; font-size: 10pt; mso-ansi-language: EN-GB;">Beagle-2 is scheduled to land on Mars at Christmas</span></span><span lang="EN-GB" style="color: black; font-family: Verdana; font-size: 11pt; mso-ansi-language: EN-GB; mso-bidi-font-family: 'Arial Unicode MS'; mso-fareast-font-family: 'Arial Unicode MS';"></span></div>
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<span class="text11px1"><span lang="EN-GB" style="font-family: Verdana; mso-ansi-font-size: 12.0pt; mso-ansi-language: EN-GB;">'Europe lands on Mars' - Media event at ESA/ESOC</span></span><span lang="EN-GB" style="color: black; font-family: Verdana; mso-ansi-language: EN-GB; mso-bidi-font-size: 11.0pt;"></span></div>
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<span class="red1"><span lang="EN-GB" style="font-family: Verdana; mso-ansi-language: EN-GB; mso-bidi-font-size: 11.0pt;">25 November 2003</span></span><span lang="EN-GB" style="font-family: Verdana; mso-ansi-language: EN-GB; mso-bidi-font-size: 11.0pt;"><br /></span><span class="text11px1"><span lang="EN-GB" style="font-family: Verdana; mso-ansi-font-size: 12.0pt; mso-ansi-language: EN-GB;">ESA PR 79-2003. ESA's Mars Express probe is scheduled to arrive at
Mars at Christmas: the Beagle 2 lander is expected to touch down on the surface
of the Red Planet during the night of 24 to 25 December.</span></span><span lang="EN-GB" style="font-family: Verdana; mso-ansi-language: EN-GB; mso-bidi-font-size: 11.0pt;"><br /></span><span class="text11px1"><span lang="EN-GB" style="font-family: Verdana; mso-ansi-font-size: 12.0pt; mso-ansi-language: EN-GB;"> </span></span><span lang="EN-GB" style="font-family: Verdana; mso-ansi-language: EN-GB; mso-bidi-font-size: 11.0pt;"><br /></span><span class="text11px1"><span lang="EN-GB" style="font-family: Verdana; mso-ansi-font-size: 12.0pt; mso-ansi-language: EN-GB;">Launched on 2 June 2003 from Baikonur (Kazakhstan) on board a Russian
Soyuz operated by Starsem, the European probe - built for ESA by a European team
of industrial companies led by Astrium - carries seven scientific instruments
that will perform a series of remote sensing experiments designed to shed new
light on the Martian atmosphere, the planet's structure and its geology. In
particular, the British-made Beagle 2 lander will contribute to the search for
traces of life on Mars through exobiology experiments and geochemistry research.
</span></span><span class="text11px1"><span style="font-family: Verdana; mso-ansi-font-size: 12.0pt;"><a href="http://www.esa.int/export/esaCP/SEMBUGXLDMD_Expanding_0.html">Sigue...</a>
</span></span><span class="text11px1"><b><span style="color: #003300; font-family: Verdana; font-size: 14pt; mso-bidi-font-size: 6.5pt;"></span></b></span></div>
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<span class="text11px1"><b><span style="color: #003300; font-family: Verdana; font-size: 14pt; mso-bidi-font-size: 6.5pt;"> </span></b></span></div>
<div class="MsoNormal" style="margin-right: 2.2pt;">
<span class="text11px1"><b><span style="color: #003300; font-family: Verdana; font-size: 14pt; mso-bidi-font-size: 6.5pt;"><a href="http://www.esa.int/esaSC/120379_index_0_m.html">Web con amplia información
de la Mars Express</a></span></b></span></div>
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<span class="text11px1"><b><span style="color: #003300; font-family: Verdana; font-size: 14pt; mso-bidi-font-size: 6.5pt;"> </span></b></span></div>
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<span style="font-family: Verdana; font-size: 11pt;"><a href="http://www.esa.int/esaSC/120379_index_0_m.html"><span style="color: windowtext; text-decoration: none; text-underline: none;"></span></a></span></div>
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<span style="font-family: Verdana; font-size: 11pt;"> </span></div>
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<span style="font-family: Verdana; font-size: 11pt;"><a href="http://www.esa.int/esaSC/120379_index_1_m.html#subhead4">Imágenes de la
misión</a></span><span class="text11px1"><b><span style="color: #003300; font-family: Verdana; font-size: 14pt; mso-bidi-font-size: 6.5pt;"></span></b></span></div>
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<span class="text11px1"><b><span style="color: #003300; font-family: Verdana; font-size: 14pt; mso-bidi-font-size: 6.5pt;"></span></b></span></div>
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<span class="text11px1"><b><span style="color: #003300; font-family: Verdana; font-size: 14pt; mso-bidi-font-size: 6.5pt;"><a href="http://www.beagle2.com/index.htm">BEAGLE</a></span></b></span><span lang="ES-TRAD" style="font-size: 14pt; mso-ansi-language: ES-TRAD; mso-bidi-font-size: 12.0pt;"></span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; mso-ansi-language: ES-TRAD; mso-bidi-font-size: 12.0pt;"> </span></div>
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<b><span lang="ES-TRAD" style="color: navy; font-size: 14pt; mso-ansi-language: ES-TRAD; mso-bidi-font-size: 12.0pt;">Enlaces sobre las misiones<span style="mso-spacerun: yes;">
</span>a Marte después del 2000:</span></b></div>
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"Planeta Rojo " es una sección de Astroenlazador con
información general sobre Marte, sondas al planeta, noticias.. etc. Un mundo en
el que se tienden a centrar las miradas de los planetólogos y aficionados a la
astronomía.<span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD;"></span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; mso-ansi-language: ES-TRAD; mso-bidi-font-size: 12.0pt;"><a href="http://planetarojo.astroenlazador.com/">http://planetarojo.astroenlazador.com/</a></span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; mso-ansi-language: ES-TRAD; mso-bidi-font-size: 12.0pt;"> </span></div>
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<span lang="ES-TRAD" style="font-size: 14pt; mso-ansi-language: ES-TRAD; mso-bidi-font-size: 12.0pt;"><a href="http://mars.jpl.nasa.gov/mgs/">http://mars.jpl.nasa.gov/mgs/</a>
</span></div>Jose Tortajadahttp://www.blogger.com/profile/12761208779470175694noreply@blogger.com0tag:blogger.com,1999:blog-8926354220550063362.post-19378854235420452142012-05-12T14:15:00.003-07:002012-05-12T14:16:43.185-07:00GEOLOGÍA PLANETARIA<div class="MsoNormal">
<b><span style="font-size: 16pt;">GEOLOGÍA PLANETARIA:</span></b></div>
<div class="MsoNormal">
</div>
<a href="http://www.cab.inta.es/pagina/Lab_geolplan/geolplan.html"><span style="font-family: Arial;">Laboratorio de <b>Geologia</b> <b>Planetaria</b>,
Centro de Astrobiologia, <b>...</b> </span></a><br />
<span style="font-size: 10pt;">Laboratorio de <b>Geología</b> <b>Planetaria</b>.
<b>...</b> MATERIA PRIMIGENIA<br />Más información, METEORITOS DE <b>...</b>
<br /><span style="color: #006600;">http://www.cab.inta.es/pagina/Lab_geolplan/geolplan.html </span></span><br />
<a href="http://www.estructuras-de-impacto.impact-structures.com/franciso_anguita.htm"><span style="font-family: Arial;">Francisco Anguita </span></a><br />
<b><span style="font-size: 10pt;">...</span></b><span style="font-size: 10pt;"> En 1984
comenzó a impartir un curso de posgrado de <b>Geología</b> <b>Planetaria</b>, y
desde<br />1995 es profesor de Planetología, una materia de la Licenciatura en
Ciencias <b>...</b> <br /><span style="color: #006600;">http://www.estructuras-de-impacto.impact-structures.com/franciso_anguita.htm </span>
</span><br />
<span style="font-family: Arial;"><a href="http://astrobionet.rediris.es/">Astrobiologia, astrobiology, Astrobionet,
vida, life on Mars </a></span><b><span style="font-family: Arial; font-size: 10pt;">...</span></b><span style="font-family: Arial; font-size: 10pt;"> Universo/Modelos cosmológicos.
Planetas extrasolares. <b>Geología</b><br /><b>Planetaria</b>. Química/Origen de
la vida. Modelos/Ambientes extremos. <b>...</b></span><br />
<b><span style="color: #999900; font-family: Arial; font-size: 36pt;"></span></b><b><span style="color: #999900; font-family: Arial; font-size: 14pt;"><a href="http://astrobionet.rediris.es/">http://astrobionet.rediris.es/</a></span></b><br />
<span style="font-family: Arial;"><a href="http://www.csic.es/postgrado/cursos/c1999/curso059.htm">Departamento de
Postgrado y Especialización </a></span><b><span style="font-family: Arial; font-size: 10pt;">...</span></b><span style="font-family: Arial; font-size: 10pt;"> Introducción sobre <b>Geología</b>
<b>Planetaria</b>. Meteoritos. Origen, Clasificaciones, Tipología.<br />Patrones
mineralógicos, geoquímicos e isotópicos. La colección <b>...</b> <br /><span style="color: #006600;"><a href="http://www.csic.es/postgrado/cursos/c1999/curso059.htm">http://www.csic.es/postgrado/cursos/c1999/curso059.htm</a></span></span><br />
<span style="font-family: Arial;"><a href="http://www.marte.org/">Bienvenido a
The Mars Society España </a></span><b><span style="font-family: Arial; font-size: 10pt;">...</span></b><span style="font-family: Arial; font-size: 10pt;"> Declaración Fundacional -
Propósito. Envía tu nombre<br />a Marte. </span><span lang="EN-GB" style="font-family: Arial; font-size: 10pt;">Noticias The Mars Society. The Mars <b>...</b> <br /><span style="color: #006600;">http://www.marte.org/ </span></span><br />
<span lang="EN-GB"></span><br />
<ul type="disc">
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://srd.yahoo.com/drst/277881/*http://www-eps.harvard.edu/CarlAgee.html"><span lang="EN-GB">Agee Research</span></a><span lang="EN-GB"> - investigating the origin and
evolution of planetary interiors through high pressure experiments.
</span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://dir.yahoo.com/Regional/U_S__States/Arizona/Cities/Tempe/Education/College_and_University/Public/Arizona_State_University__ASU_/Departments_and_Programs/College_of_Liberal_Arts_and_Sciences/Geosciences/"><b><span lang="EN-GB">Arizona State University - Planetary
Geology Group@</span></b></a><span lang="EN-GB">
</span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://srd.yahoo.com/drst/231786/*http://www.planetary.brown.edu/"><span lang="EN-GB">Brown University - Planetary
Geosciences Group</span></a><span lang="EN-GB">
</span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.ias.fr/cdp/">Centre de Données Planetaires</a></span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://cavern.uark.edu/meteor/">Ciencia Planetaria y de Meteoritos</a>.
Universidad de Arkansas (USA)</span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://janus.astro.umd.edu/astro/impact.html">Colisiones en el Sistema
Solar</a>. Universidad de Maryland (USA)</span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://gdcinfo.agg.emr.ca/crater/world_craters.html">Estructuras de
Impacto Terrestres</a>. Servicio Nacional Geológico de Canada.</span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://cfa-www.harvard.edu/planets/">Extrasolar Planets
Encyclopedia</a></span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://wapi.isu.edu/geo_pgt/gpgtindex.htm">Geología Planetaria para
Profesores</a>. Universidad de Idaho (USA)</span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://srd.yahoo.com/drst/11529698/*http://ees.lanl.gov/EES5/mag_planet.html"><span lang="EN-GB">Los Alamos National Laboratory -
Magmatic and Planetary Dynamics Program</span></a><span lang="EN-GB"> - includes studies related to
mantle processes and magmatism, such as plumes, plate motion, convection and
crystallization processes in magmas, intrusion mechanisms, hydrothermal systems,
and explosive eruption dynamics on Earth and other planets. </span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://seds.lpl.arizona.edu/nineplanets/nineplanets/nineplanets.html">Los
Nueve Planetas</a>. Universidad de Arizona (USA)</span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www-pdsimage.jpl.nasa.gov/PDS/public/magellan/magellan.html"><span lang="EN-GB">Magellan Mission to
Venus</span></a></span><span lang="EN-GB"></span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://mars.sgi.com/">Mars Exploration</a>. Los últimos proyectos de
viajes a Marte.</span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://mpfwww.jpl.nasa.gov/"><span lang="EN-GB">Mars Pathfinder Mission</span></a></span><span lang="EN-GB"></span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://pds.jpl.nasa.gov/"><span lang="EN-GB">NASA - Planetary Data System</span></a></span><span lang="EN-GB"></span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://pds.jpl.nasa.gov/planets/">NASA - Programa de exploración</a>.
Imágenes de exploraciones planetarias.</span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://srd.yahoo.com/drst/8656540/*http://wwwflag.wr.usgs.gov/USGSFlag/Space/GEOMAP/PGM_home.html"><span lang="EN-GB">NASA/USGS Planetary Geologic Mapping
Program</span></a><span lang="EN-GB"> - geologic
mapping investigations of imaged planetary bodies (except Earth).
</span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://sistemnet.cjb.net/">Nuestro Sistema Solar</a>. Datos e
imágenes.</span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://srd.yahoo.com/drst/21758639/*http://www.rohan.sdsu.edu/%7E3gleep6/poster.html"><span lang="EN-GB">Planetary Geology
Lectures</span></a><span lang="EN-GB"> - schedule
offered by Gary L. Peterson throughout Southern California. </span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://srd.yahoo.com/drst/14964087/*http://spacelink.nasa.gov/Instructional.Materials/NASA.Educational.Products/Planetary.Geology"><span lang="EN-GB">Planetary Geology Teacher's
Guide</span></a><span lang="EN-GB"> - PDF
document from NASA's Education Division with classroom activities in physical
and earth sciences for grades 5 and up. </span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://www.seds.org/galaxy/galaxy-planets.html">Planet Science</a></span>
</li>
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 10pt;"><a href="http://wwwflag.wr.usgs.gov/USGSFlag/Space/GEOMAP/PGM_home.html">Programa
de Mapas Geológicos Planetario - (NASA/USGS)</a></span> </li>
</ul>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial; font-size: 10pt;"></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Arial; font-size: 10pt;"> </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: Arial;">Y seguimos con datos de
astronomía:</span></b></div>
<ul type="disc">
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://usuarios.tripod.es/juanma0/">Astronomía</a> -
Imágenes y descripciones de nebulosas, planetas, galaxias y eclipses. <span style="font-family: 'Arial Unicode MS';"></span>
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://orbita.starmedia.com/%7Eestrellas_soles/index.html">Astros del
Sistema Solar, Los</a> - Información e imágenes sobre el sol y las estrellas.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://www.geocities.com/cosmopedia/index_ss.html">Conociendo el Sistema
Solar</a> - Información científica sobre los planetas e imágenes diversas.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://mx.geocities.com/galaxianet">Galaxia NET</a>
- Una
lugar dedicado al Sistema Solar y sus componentes, como son los planetas, el Sol
y los cometas.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://www.lunasyplanetas.com/">Lunas y Planetas</a> -
Descripción de los mundos de nuestro Sistema Solar, con imágenes, enlaces,
glosario y noticias de Astronomía.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://personales.com/argentina/gualeguaychu/sistemnet/">Nuestro Sistema
Solar</a> - Datos e imágenes de nuestro sistema solar.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://www.ctv.es/USERS/astrox/inicio.html">Observación
Solar</a> - Manual, dibujos, fichas y gráficos de las observaciones realizadas
por la autora.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://usuarios.tripod.es/adm/popup/roadmap.shtml">Sistema Solar</a> -
Guía de inicación al sistema con descripción y curiosidades de cada uno de sus
planetas.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://www.xtec.es/%7Ermolins1/index1.htm">Sistema Solar
Básico</a> - Imágenes, tablas y numerosos datos, especialmente dirigidos a
estudiantes de primaria y secundaria.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://www.geocities.com/CapeCanaveral/Orbit/2095/">Sistema Solar, El</a>
- Información sobre los 71 astros que conforman nuestro sistema solar.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://www.geocities.com/jonigalletti/">Sobre el
Sistema Solar</a> - Introducción al mundo de los planetas, estrellas, galaxias y
temas relacionados.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://planetas.freeservers.com/">Todo Planetas</a> -
Imágenes y datos del sistema solar y los planetas.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://www.todoelsistemasolar.com.ar/">Todo sobre el
Sistema Solar</a> - Introducción e información avanzada sobre el sistema solar,
planetas, estrellas y objetos cósmicos en general.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://sistemasolar.cjb.net/">Un Viaje a Nuestro Sistema
Solar</a> - Detallado informe con fotos de los planetas que componen nuestro
sistema.
</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://www.solarviews.com/span/">Vistas del Sistema
Solar</a> - Reportaje gráfico y datos científicos sobre los planetas, la
exploración del espacio y las misiones espaciales. </li>
</ul>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-size: 16pt;">Y
más:</span></b></div>
<div class="MsoNormal" style="margin-left: 72pt; mso-list: l9 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14pt;">·<span style="font: 7pt 'Times New Roman';"> </span></span><span style="font-size: 14pt;"><a href="http://www.proteccioncivil.org/astronom.htm">Extensísima web con un
conjunto de LINKs de Astronomía</a></span></div>
<ul type="disc"><ul type="disc">
<li class="MsoNormal" style="mso-list: l9 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: Arial;"><a href="http://stardate.org/nightsky/">Almanaque celeste</a></span>
</li>
<li class="MsoNormal" style="color: #006600; mso-list: l9 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="color: windowtext; font-family: Arial;"><a href="http://www.astronomia.com.ar/links.htm">Astronomía - links
</a></span><b><span style="color: windowtext; font-family: Arial; font-size: 10pt;">...</span></b><span style="color: windowtext; font-family: Arial; font-size: 10pt;"> Brown University
Planetary Geology <b>Geología</b> <b>Planetaria</b> de la Universidad<br />de
Brown California Space Institute Instituto Espacial de California <b>...</b>
</span><span style="font-family: Arial; font-size: 10pt;">http://www.astronomia.com.ar/links.htm </span>
</li>
</ul>
</ul>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana; font-size: 10.5pt;"><a href="http://www.blogger.com/" title="Home"><span style="color: #660099; text-decoration: none;"></span></a></span></div>
<ul type="disc">
<li class="MsoNormal" style="mso-list: l18 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial;"><a href="http://www.ucm.es/info/crismine/CO2.htm"><span lang="EN-GB">In absence of other mechanisms, the
main input of CO2 into <b>...</b> </span></a></span><span lang="EN-GB" style="font-family: Arial;"><br /></span><b><span lang="EN-GB" style="font-family: Arial; font-size: 10pt;">...</span></b><span lang="EN-GB" style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt;">López.
Departamento de Petrología y Geoquímica (Grupo de <b>Geología</b>
<b>Planetaria</b>),<br />Facultad de CC Geológicas, Universidad Complutense, 28040
Madrid, Spain. <b>...</b> <br /><span style="color: #006600;"><a href="http://www.ucm.es/info/crismine/CO2.htm">http://www.ucm.es/info/crismine/CO2.htm</a></span></span>
</li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="mso-list: l8 level1 lfo21; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial;"><a href="http://www.inta.es/areas/inta.es/numero2/articulos/08centro.htm">inta.es2
</a></span><b><span style="font-family: Arial; font-size: 10pt;">...</span></b><span style="font-family: Arial; font-size: 10pt;"> Laboratorio de <b>Geología</b>
<b>Planetaria</b>, donde se trabajará en teledetección extraterrestre<br />con
datos sobre cuerpos del sistema solar. Se prevé, además, que <b>...</b>
<br /><span style="color: #006600;">http://www.inta.es/areas/inta.es/numero2/articulos/08centro.htm </span>
</span><span style="font-family: Arial;"></span>
</li>
<li class="MsoNormal" style="mso-list: l8 level1 lfo21; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial;"><a href="http://europa.la.asu.edu/epo/pdf/RPFS_SP.pdf">RETORNANDO IMAGENES DEL
ESPACIO </a></span><b><span style="font-family: Arial; font-size: 10pt;">...</span></b><span style="font-family: Arial; font-size: 10pt;"> Space Photography Laboratory Grupo
de <b>Geología</b> <b>Planetaria</b> Department of Geological<br />Sciences
http://europa.la.asu.edu Arizona State University Tempe, AZ 85281 <b>...</b>
<br /><span style="color: #006600;">http://europa.la.asu.edu/epo/pdf/RPFS_SP.pdf </span> <a href="http://espanol.google.yahoo.com/bin/query_esp?p=Geolog%eda+planetaria&hq=site:europa.la.asu.edu">[Más
resultados de europa.la.asu.edu]</a> </span></li>
</ul>
<div class="MsoNormal" style="margin-left: 18pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-size: 14pt;">Y no
se si aquí terminaré, pero los más amplios datos están en:</span></div>
<div class="MsoNormal" style="margin-left: 18pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<a href="http://www.proteccioncivil.org/astronom.htm#1"><b><span style="color: grey; font-family: Arial;">Agencias y Organizaciones
Espaciales</span></b></a><br />
<a href="http://www.proteccioncivil.org/astronom2.htm#1"><b><span style="color: grey; font-family: Arial;">Buscadores</span></b></a><br />
<a href="http://www.proteccioncivil.org/astronom2.htm#2"><b><span style="color: grey; font-family: Arial;">Imágenes del
Universo</span></b></a><br />
<a href="http://www.proteccioncivil.org/astronom2.htm#3"><b><span style="color: grey; font-family: Arial;">Información Astronómica
específica</span></b></a><br />
<a href="http://www.proteccioncivil.org/astronom2.htm#4"><b><span style="color: grey; font-family: Arial;">Páginas de enlaces
Astronómicos</span></b></a><br />
<a href="http://www.proteccioncivil.org/astronom2.htm#8"><b><span style="color: grey; font-family: Arial;">Radio
Astronomía</span></b></a><br />
<a href="http://www.proteccioncivil.org/astronom2.htm#7"><b><span style="color: grey; font-family: Arial;">Revistas</span></b></a><br />
<a href="http://www.proteccioncivil.org/astronom2.htm#5"><b><span style="color: grey; font-family: Arial;">Sociedades / Agrupaciones
Astronómicas</span></b></a><br />
<a href="http://www.proteccioncivil.org/astronom2.htm#6"><b><span style="color: grey; font-family: Arial;">Software</span></b></a></div>
<div class="MsoNormal">
<b><span style="font-size: 16pt;">Y más software
en:</span></b></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://www.physics.sfasu.edu/astro/software.html">http://www.physics.sfasu.edu/astro/software.html</a></div>
<div class="MsoNormal">
<a href="http://astro4.ast.vill.edu/">http://astro4.ast.vill.edu/</a></div>
<div class="MsoNormal">
<a href="http://indigo.ie/%7Egnugent/dnso/software.htm">http://indigo.ie/~gnugent/dnso/software.htm</a></div>
<div class="MsoNormal">
<a href="http://www.open.hr/space/space/programs.phtml">http://www.open.hr/space/space/programs.phtml</a></div>
<div class="MsoNormal">
<a href="http://coke.physics.ucla.edu/laptag/Astro.dir/astrocls.dir/astrohme.html">http://coke.physics.ucla.edu/laptag/Astro.dir/astrocls.dir/astrohme.html</a>
y curso virtual</div>
<div class="MsoNormal">
<a href="http://coke.physics.ucla.edu/laptag/Astro.dir/astrocls.dir/astrohme.html">http://coke.physics.ucla.edu/laptag/Astro.dir/astrocls.dir/astrohme.html</a></div>
<div class="MsoNormal">
<a href="http://fudgebucket.hispeed.com/astronomy/astronomysoftware.htm">http://fudgebucket.hispeed.com/astronomy/astronomysoftware.htm</a></div>
<div class="MsoNormal">
<a href="http://www.geocities.com/Heartland/Fields/5576/astro3.html">http://www.geocities.com/Heartland/Fields/5576/astro3.html</a></div>
<div class="MsoNormal">
<a href="http://www.lightningfoundry.com/astronomy/uk-astro-FAQ-D.html">http://www.lightningfoundry.com/astronomy/uk-astro-FAQ-D.html</a></div>
<div class="MsoNormal">
<a href="http://www.ecs.soton.ac.uk/%7Ebjg297/bookmarks.html">http://www.ecs.soton.ac.uk/~bjg297/bookmarks.html</a></div>
<div class="MsoNormal">
<a href="http://www.links2go.com/more/www.nova-astro.com/">http://www.links2go.com/more/www.nova-astro.com/</a></div>
<div class="MsoNormal">
<a href="http://members.tripod.co.uk/HopkinsG/astronomysoftware.htm">http://members.tripod.co.uk/HopkinsG/astronomysoftware.htm</a></div>
<div class="MsoNormal">
<a href="http://rascmtl.tripod.com/software/index.htm">http://rascmtl.tripod.com/software/index.htm</a></div>
<div class="MsoNormal">
<a href="http://www.lambdapub.demon.co.uk/L_PUB/ASTRO/HTM/Main.htm">http://www.lambdapub.demon.co.uk/L_PUB/ASTRO/HTM/Main.htm</a></div>
<div class="MsoNormal">
<a href="http://www.ems.psu.edu/WeatherWorld/toolbox/softtoys.html">http://www.ems.psu.edu/WeatherWorld/toolbox/softtoys.html</a></div>
<div class="MsoNormal">
<a href="http://www.itslifejim.btinternet.co.uk/astro/softwarelinks.htm">http://www.itslifejim.btinternet.co.uk/astro/softwarelinks.htm</a></div>
<div class="MsoNormal">
<a href="http://www.geocities.com/CapeCanaveral/Launchpad/4246/collective.html">http://www.geocities.com/CapeCanaveral/Launchpad/4246/collective.html</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<b><span style="font-size: 16pt;">OTROS ASUNTOS DE
ASTRONOMÍA:</span></b></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://olmo.pntic.mec.es/%7Ehiparco/Guia.html">http://olmo.pntic.mec.es/~hiparco/Guia.html</a>
Guía del estudiante en España</div>
<div class="MsoNormal">
<a href="http://www.dic.uchile.cl/%7Eastro/index.html">http://www.dic.uchile.cl/~astro/index.html</a>
Curso virtual de astronomía</div>
<div class="MsoNormal">
<a href="http://www.oan.es/museo/museo.html">http://www.oan.es/museo/museo.html</a>
Museo virtual del Observatorio Astronómico de Madrid</div>
<div class="MsoNormal">
<a href="http://www.oan.es/servicios/fenomenos.html">http://www.oan.es/servicios/fenomenos.html</a>
<span style="font-family: Helvetica;">Fenómenos astronómicos en los próximos 10
días</span></div>
<div class="MsoNormal">
<a href="http://pagina.de/apea">http://pagina.de/apea</a> </div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="http://umbra.nascom.nasa.gov/images/latest_sxt.gif"><span style="text-decoration: none;"></span></a></div>
<div class="MsoNormal">
<br clear="all" style="mso-special-character: line-break;" /></div>
<div class="MsoNormal">
(Nota: debido a la rápida evolución de las direcciones, puede que algunas no funcionen)</div>Jose Tortajadahttp://www.blogger.com/profile/12761208779470175694noreply@blogger.com0