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The Gravity-GR Paradox
Gravity is expressed using GR. But based on some simple observations this does not appear to tell the whole story. Let me give a simple mind experiment. Say we had a rubber ball and placed a heavy bolder onto the ball. The compression of the ball is due to gravity acting. If the bolder was already there, and we only lifted up its edge and added the mass of a rubber ball beneath it, the local GR may change only slightly. If the ball's final volume is cut in half, GR alone does not explain this. But it is a real experiment we can prove.
Another way to look at it is to compare SR. In this case, space-time contracts. But within that reference, the proportional geometry of the rubber ball will be maintained. With GR, although it also shows a space-time affect, proportional geometry gets tighter allowing the ball to compress. I would have conclude the space-time affects of SR and GR are not the same. It appears like SR space-time is based on contraction and GR on expansion.
Let me explain space-time expansion. We start with the ball on an x,y,z space coordinate system, so it begins within the volume confined by (1,1,1). With the GR space-time expansion, the coordinate system is expanded with the ball staying the same. So now it appears to be occupying the volume confined to (0.5, 0.5,0.5). This new geometry is now compressed relative to the new coordinate system. If it was space-time contraction, the coordinate system would cause it to be heading toward (2,2,2).
Last edited by HydrogenBond; 04-28-2008 at 08:16 AM..
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