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Propósito
<p>Comprende la creación y evolución del universo y la trasformación del planeta Tierra y el aporte que ha dado la ciencia para conocerla y los impactos en la relación con su entorno.</p>
Motivación
<p><a href="https://spaceplace.nasa.gov/telescopes/sp/">https://spaceplace.nasa.gov/telescopes/sp/</a><br></p><p><a href="https://www.eso.org/public/spain/science/top10/">https://www.eso.org/public/spain/science/top10/</a><span class="redactor-invisible-space"></span></p>
Explicación
<p><b>Los misterios del universo que la tecnología nos ayudará a revelar en un futuro cercano</b></p><p>Cuenta la historia que, en 1900, el eminente físico Lord Kelvin dirigió a la Asociación Británica para el Avance de la Ciencia estas palabras: "Ya no queda nada nuevo que descubrir en física".</p><p>Lo cierto es que estaba profundamente equivocado, ya que el siglo siguiente puso la física patas arriba. Numerosos descubrimientos teóricos y experimentales han transformado nuestro entendimiento del universo y, con él, el lugar que ocupamos en su interior.</p><p>No podemos sino esperar que el siglo en el que nos encontramos continúe la estela del anterior. El universo <strong>aún alberga incontables misterios</strong> que aguardan a ser revelados y, para resolverlos, la ayuda de las nuevas tecnologías será fundamental a lo largo de los próximos 50 años.</p><p>El primer secreto reside en <strong>el origen de nuestra existencia</strong>. La física determina que el Big Bang produjo cantidades similares de la materia de la que estamos hechos y de la llamada antimateria. La mayoría de las partículas que constituyen la materia tiene en la antimateria una contraparte idéntica pero con una carga eléctrica opuesta.</p><p><img 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" alt=""></p><p>El universo es enorme, en el espacio y en el tiempo. Durante buena parte de la historia de la humanidad ha estado fuera del alcance de nuestros instrumentos y de nuestras mentes. Dejó de ser así en el siglo XX. Debemos ese cambio radical a ideas brillantes, como la relatividad general de Einstein y las teorías de las partículas elementales, pero también a instrumentos más potentes, desde los reflectores de 2,54 y 5,08 metros de George Ellery Hale, con los que vimos más allá de la Vía Láctea, hasta el Telescopio Espacial Hubble, que nos ha mostrado el nacimiento de las galaxias.</p><p>En el curso de los últimos 20 años, el progreso se ha acelerado: hemos sabido que la materia oscura no está hecha de átomos comunes, se ha descubierto que existe una energía oscura y han ido apareciendo nuevas ideas muy atrevidas, como la inflación cósmica y el multiverso.</p><p>El universo de hace cien años era sencillo: eterno, invariable, formado por una única galaxia y con unos pocos millones de estrellas visibles. El cuadro es hoy mucho más completo y rico. El cosmos nació hace 13.700 millones de años con la "gran explosión" (el <i>Big Bang</i>), expresión que no debe entenderse</p>
Ejercicios
<p>De acuerdo al material videografico y a las lecturas realiza los siguientes puntos</p><p>1. Escribe y comenta en clase cuáles han sido las historias o lo que conoces hasta la fecha sobre la forma en que se creo el universo.</p><p>2. De acuerdo a lo visto en clase crees que hay vida en otros planetas?</p><p>3. Consulta los nombres de los instrumentos que el hombre ha creado para poder observar el universo,</p><p>4. Consulta y dibuja el sistema solar y cuál de sus planetas posee características similares a la de la Tierra.</p><p>5. Consulta cuáles explicaaaciones sobre la creación del universo tenian nuestros indigenas antepasados </p><p><br></p>
Evidencia
Evaluación
Bibliografía
<p><a href="https://www.investigacionyciencia.es/revistas/investigacion-y-ciencia/origenes-493/el-origen-del-universo-1174">https://www.investigacionyciencia.es/revistas/inve...</a></p><p><a href="https://www.nationalgeographic.es/espacio/el-origen-del-universo">https://www.nationalgeographic.es/espacio/el-orige...</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><br></span></p>
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