(Sorry, SeanF. I'm sure that Sam5 will respond, and we can then continue with the intended discussion. In the meantime, though...

)
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Originally Posted by A Thousand Pardons
If light behaved in a gravity well the same as in an elevator, then superficially, you'd say that the beam would follow the same parabola that any mass particle would--that is, the curvature would be the same as for ordinary gravity.
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But a light ray does behave the same in an accelerating elevator as it does in a gravitational field (or so general relativity claims, at least). Naturally, the amount a horizontal beam is deflected downward may be different from that of a massive particle, but the paths that various massive particles will take will also be dependent on their horizontal velocities, so that shouldn't be a big surprise. Of course, the calculations are made a little more complex by the fact that the speed of light remains constant in all reference frames considered, which may not necessarily be the case for the speed of massive particles, so a simple Newtonian treatment of this situation may fail.
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Originally Posted by A Thousand Pardons
We know from the history books that that was Einstein's first claim, that that was what was going to be tested originally by the Eddingtion expedition.
But the first world war got in the way, the expeditions were postponed, and in the meantime, Einstein revised his theory with the result that he concluded that the deflection was twice that. Just in time for Eddington to test that new hypothesis.
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Of course, the experiment Eddington performed is a little more complex anyway, since it involves a non-constant gravitational field for the light to pass through.