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Propósito
<p style="text-align: justify;">Que el estudiante identifique los componentes y las principales características de la vía láctea.</p>
Motivación
<p>Buen día estudiante, en estos momentos aprenderemos sobre las características y componentes de nuestra galaxia llamada la Vía Láctea, como lo vimos en anteriores sesiones sobre las galaxias y tipos de galaxias, la nuestra se encuentra entre esas tipologías.<br></p><p>A continuación una pequeña explicación sobre nuestra Vía Láctea:<br></p><p><iframe src="//www.youtube.com/embed/8odMnZ2dw_4" allowfullscreen="" width="500" height="281" frameborder="0"></iframe><span class="redactor-invisible-space"><br></span></p><p>Por favor tener en cuenta lo siguiente:</p><p>Tener a mano el cuaderno de Ciencias Sociales y un bolígrafo para tomar apuntes de lo que más nos llama la atención, las preguntas que nos vayan surgiendo en la medida en que vemos el vídeo.</p>Recordar que todo ello será respondido y resuelto durante la clase, todo con el debido respeto, pidiendo la palabra en los momentos en que el profesor indique.
Explicación
<p>El nombre Vía Láctea proviene de la mitología griega. Se sabe que Demócrito sugirió que aquel haz blanco en el cielo era en realidad un conglomerado de muchísimas estrellas, las cuales eran demasiado individualmente y no podían ser reconocidas individualmente a simple vista.En el año 1609, Galileo Galilei haciendo uso del telescopio que construyó siguiendo las pautas de un reciente invento hecho en Holanda, pudo constatar que Demócrito estaba en lo cierto. Y que dondequiera que mirara, el cielo estaba lleno de estrellas. Nunca pudo imaginar que esta Vía Láctea era mil veces más maravillosa todavía.</p><p>Las galaxias se dividen en tres partes bien diferenciadas: halo, disco y bulbo.</p><p>El <b>halo</b> es una estructura esferoidal que envuelve la galaxia. </p><p>En él hay poca concentración de estrellas y apenas tiene nubes de gas, por lo que carece de regiones con formación estelar. Se detecta en él la presencia de gran cantidad de materia oscura, cuya existencia se dedujo a partir de anomalías en la rotación galáctica.</p><p>El <b>disco</b> es la parte de la galaxia que contiene más gas y en donde todavía hay procesos de formación de nuevas estrellas. </p><p>Lo más característico del disco son los 4 brazos espirales. Nuestro Sistema Solar se encuentra en el brazo llamado Orión. </p><p>El brillo de los brazos es mayor que en el resto de las zonas de la galaxia y allí se encuentran las estrellas denominadas gigantes azules. Estas estrellas son de corta existencia, nacen y mueren en el brazo espiral.</p><p>Las estrellas de vida más larga, como el Sol, tienen tiempo a lo largo de su existencia de entrar y salir repetidas veces en los diferentes brazos espirales de la galaxia. </p><p>Estas estrellas pueden encontrarse también fuera de los brazos.</p><p>El <b>bulbo o núcleo galáctico</b>, situado en el centro de la galaxia, es la zona con mayor densidad de estrellas. El bulbo tiene una forma esferoidal achatada y gira como un sólido rígido. Al parecer, en nuestro centro galáctico, hay un gran agujero negro que tendría una masa equivalente a 2.600.000 veces la masa del Sol. Este agujero negro fue detectado al observar un grupo de estrellas que giraban, a más de 1.00 km por segundo, en torno a un punto oscuro.</p><p><img alt="Qué es la via lactea ? :: Sistema-solar9" src="https://sistema-solar9.webnode.es/_files/200000040-b6590b753f/450/8473ea6d-993d-4bf5-910d-3f9f08a42bc9.jpg" style="width: 629px; height: 313px;" width="629" height="313"></p>
Ejercicios
<p>Es increíble lo grande que puede ser nuestra galaxia y lo diminuto que somos dentro de ella, ahora ponte a pensar lo siguiente:</p><p>¿Qué tan grande puede ser nuestra galaxia? Explícalo con un ejemplo.</p><p>¿Por qué es importante la sugerencia de Demócrito?</p><p>¿Estaremos solos en nuestra galaxia?</p><p>Por favor realizar lo siguiente:</p><p>Dibujar nuestra galaxia (Vía Láctea)</p><p>En una noche mira por la ventana hacia afuera y al cielo, por favor dibuja todo lo que vez.</p><p><img src="data:image/png;base64,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" alt=""></p>
Evidencia
Evaluación
<p>Por favor tener en cuenta lo siguiente: la foto de la imagen deber ser clara y al derecho para poder emitir una nota coherente, participar activamente de las discusiones y de las preguntas que se realicen en la clase.</p>
Bibliografía
<p><a href="https://www.youtube.com/watch?v=8odMnZ2dw_4">https://www.youtube.com/watch?v=8odMnZ2dw_4<br></a></p>
Foro
calificable?
Activo
Actualizar