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Would two small objects spaced light-years apart eventually come together in a completely empty universe due to gravity?

I have come to understand that the effects of gravity extend out almost endlessly but that the attractive force reduces in strength with distance.

Would two small objects, say, two bowling balls located in a completely empty universe, spaced, say, a light-year apart, eventually come together due to gravitational attraction? Is there a minimum mass these objects would need to reach each other gravitationally, or would it just be a question of time? There would be no other forces acting on these objects.

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  • Asked by Cassini
  • on 2010-04-04 18:11:23
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Last edited on: 2010-04-05 00:20:12

Categories: Our universe.

Tags: gravity.

 

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MikeAdams#367 says:
Yes, eventually they will make contact. Although the attraction is very small, it will cause the objects to accelerate towards each other The formula for determining the attractive force between two objects was determined by Newton and is F= G x m1 x m2/dxd, where F is the force in newtons, G is the gravitational constant, m1 and m2 are the masses of the two objects and d is the distance separating them.  G = 6.6726 x 10-11N-m2/kg2 Solving for 1 kg objects and 10,000,000,000,000 Meters (~ 1 LY) gives a force of 6.67 x 10^-37N I leave the calculation of the time needed for contact as an exercise for the reader  :-)
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posted on 2010-04-07 13:04:41 | Report abuse


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