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In article ,
Jim Logajan wrote: Jose wrote: It was obvious that heavier things fall faster (feather, stone, duh) Actually, they don't. Correct. But it was obvious that they do. Boy, I hate to be pedantic about this, but in a vacuum the heavier object _will_ reach the surface of the earth faster than a lighter one if both are released the same height above the ground. First, the forces are equal on a mass Mo and the earth Me a distance h apart from their gravitational centers; the equation being: [etc.] Interesting. You're saying the earth accelerates towards the heavy object a little bit faster than towards the light one, right? But there's only one earth, and if you drop them both at the same time, don't they both hit the rising earth at the same time? You didn't say they were released at the same time, but that was the implication in the thread. Mike Beede |
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Mike Beede wrote:
But there's only one earth, and if you drop them both at the same time, don't they both hit the rising earth at the same time? You didn't say they were released at the same time, but that was the implication in the thread. I was treating the case where only two objects were in motion at any one time - it's a lot simpler. Since the implied problem is a three body problem it isn't going to be so easy to prove that two objects of different masses released at the same time will accelerate at the same rate towards the center of the earth. The actual trajectories are going to be surprisingly complex. |
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