Can you de-orbit a galaxy (fall to the center) just like the way you de-orbit planets
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Can you de-orbit a galaxy (fall to the center) just like the way you de-orbit planets

[From: ] [author: ] [Date: 11-11-12] [Hit: ]
would the pull of the galactic center begin dragging you in?-Your question was worded badly, but the added detail (like the word ) makes it more clear.If a spaceship was orbiting around the outer edge of a galaxy, and you slowed it down, it would no doubt be captured by some other object,......
Like if you were going slow enough, would the pull of the galactic center begin dragging you in?

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Your question was worded badly, but the added detail (like the word ) makes it more clear.

If a spaceship was orbiting around the outer edge of a galaxy, and you slowed it down, it would no doubt be captured by some other object, a star or a planet, looooong before it ever had a chance to go all the way to the center.

If the spacecraft was in orbit around the black hole in the center of a galaxy, then, yes, if you slowed it down, it would be attracted by the gravity of the black hole and go over the event horizon.

A black hole is, from the point of view of an orbiting object, no different than anything else. It simply has a lot more mass and gravitational force. It is possible to remain in orbit around one if you are sufficiently far away and have sufficient velocity - same as it is with the sun and earth.

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You can de-orbit FROM a planet or a galaxy; however, the delta-v required (and thus, the energy) would likewise be tremendous.

De-orbit can mean a good many things. In LEO, de-orbit means to change the orbit so it intersects the atmosphere enough to start using atmospheric pressure to loose further energy; LEO is much closer to the surface than the planet is wide. De-orbiting the sun or the galaxy means, I think, loosing ALL your orbital velocity so that you begin to fall towards the sun/Sag A. An LEO deorbit means loosing about 100 m/sec. De-orbiting the sun (by the def above) means loosing 30 km/sec, from the Earth. De-orbiting the galaxy means 220 km/sec. You can square these velocity changes and multiply by half your mass to get the energy required in Newtons.

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You can't "de-orbit" either a planet OR a galaxy. The energy required would by enormous.
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