![http://www.nasa.gov/images/content/695122main_h-653-4panB_665.jpg](http://www.nasa.gov/images/content/695122main_h-653-4panB_665.jpg)
Algún día, lejano aún en el Tiempo, nuestro Sol, podría verse con alguna de éstas formas
Esta galería muestra cuatro nebulosas planetarias desde el primer estudio sistemático de tales objetos en la vecindad solar hecho por el Observatorio de Rayos X Chandra. Las nebulosas planetarias que aparecen aquí son NGC 6543 — también co nocida como Ojo de Gato — NGC 7662, NGC 7009 y NGC 6826. En cada caso, la emisión de rayos X del Chandra está representada por el color púrpura y la óptica del Telescopio Espacial Hubble está coloreado en rojo, verde y azul.
Verdaderamente, el Universo no dejará nunca de asombrarnos con sus maravillas que, cuando son estudiadas a fondo, son mucho más de lo que en un principio, una simple imagen, por muy bonita que sea, nos pueda decir.
![](https://k32.kn3.net/taringa/1/1/3/9/5/1/8/otro_anonimo/A86.jpg?7856)
Claro que antes de que se formen las Nebulosas Planetarias que arriba podemos contemplar, y, que el Sol se convierta en una estrella Enana Blanca, muchas son las cosas que tienen que pasar. Veamos la explicación que hemos encontradfo por la red, de entre las muchas que circulan:
![Resultado de imagen de El final y la muerte del Sol](https://i.ytimg.com/vi/zoZvsmlIytg/maxresdefault.jpg)
El sol se formo hace 4650 millones de años, su gran energía es el producto de transformar el hidrogeno de su núcleo en helio mediante fusión, pero ¿que pasara cuando se le acabe el combustible? Os adelanto que nada bueno.
Dentro de 1000 millones de años el sol empezara a agotar el hidrogeno de su núcleo, y unos procesos internos le obligaran a expandirse.
![Resultado de imagen de El Sol como Gigante roja](data:image/jpeg;base64,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)
El Sol, a medida que agote el combustible nuclear de fusíon se convertirá en Gigante Roja
La expansión progresiva del sol hará que este sea cada vez más caliente e inestable y la temperatura media en la Tierra aumentara progresivamente, para los humanos 10 grados más nos llevarían a nuestro límite físico, para entonces mas nos vale tener la tecnología necesaria para colonizar otros lugares de la galaxia o la raza humana se extinguirá.
Los animales que mejor se adapten a las nuevas temperaturas extremas podrían aguantar un poco mas, pero dentro de 1200 millones de años todos los animales y plantas del planeta abran muerto, y los océanos se evaporaran por completo.
![Resultado de imagen de Los extremófilos como supervivientes a la gigante 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)
![Resultado de imagen de Los extremófilos como supervivientes a la gigante 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)
![Resultado de imagen de Los extremófilos como supervivientes a la gigante roja](data:image/jpeg;base64,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)
![Resultado de imagen de Los extremófilos como supervivientes a la gigante roja](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR9QNgByQL612KHNdcq8O6ziIfMVnmeWLd2K2b7YM5oM1K2ObhvnQ)
Los últimos supervivientes de la Tierra, no seremos nosotros, y, los posibles habitantes serán los que llamamos extremófilos que, ellos sí, aguantrán temperaturasd que nosotros no podemos. Finalmente, la Vida en la Tierra, tal como la conocemos, desaparecerá
Para entonces, los únicos supervivientes serian unos microbios llamados extremófilos, que pueden sobrevivir en condiciones en las que ningún otro ser vivo podría, incluso cuando los océanos se evaporasen, estos microbios tan resistentes podrían conservarse en animación suspendida en el interior de cristales de sal y seguirían metabolicamente activos, esto significa que realizarían todas sus funciones vitales igual que antes, pero a un ritmo mucho más pausado, lo que les permitirá sobrevivir al menos 200 millones de años más, pasado ese tiempo los extremofilos seguirían intentando aferrarse desesperadamente a la vida pero morirían finalmente por falta de agua y el aumento de las temperaturas.
Dentro de 1600 millones de años, no abra ningun rastro de vida, la temperatura de la Tierra será superior a los 105 grados, por encima del punto de ebullición del agua. En los miles de millones de años siguientes, el sol continuara expandiéndose y engullirá primero a Mercurio y luego a Venus.
![Resultado de imagen de El Sol como gigante roja](https://upload.wikimedia.org/wikipedia/commons/thumb/7/7c/Sun_red_giant.svg/1200px-Sun_red_giant.svg.png)
¿Podéis haceros una idea de lo grande que es el sol actualmente? Dentro de el cabrían ¡¡mas de un millón de Tierras!! Pues dentro de 6000 millones de años será ¡256 veces más grande que ahora y mil veces más luminoso! ahora estamos acostumbrados a verlo del tamaño de la luna, pero cuando alcance su máxima expansión ocupara la mitad de nuestro cielo visible y tendrá casi 322 millones de kilómetros de diámetro.
Estará tan cerca de nuestro planeta que la superficie de la Tierra alcanzara los 1371 grados centígrados, suficiente para fundir el metal.
La Tierra no tendrá escapatoria alguna y el sol la engullirá.
El sol después frenara su expansión y se convertirá en una “enana blanca” del tamaño de la Tierra, el anciano sol se ira apagando poco a poco y el sistema solar será un lugar oscuro, frío y carente de vida.
![](http://4.bp.blogspot.com/_gRh6WBHqb1U/S0y9J7KKksI/AAAAAAAAACg/2aV3djpsi4k/s400/Ciclo+de+vida+del+Sol.JPG)
Por todas estas fase pasará nuestro Sol en el transcurso de su larga vida. Ahora está en la mitad de ella, 5.000 millones de años, y, le dan otros tantos para que “muera” en función de los procesos que conllevan cambios de fase producidos por la degeneración de los estrones (que son fermiones) sometido al Principio de Exclusión de Pauli.
emilio silvera