johne1618
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Would General Relativity predict that two initially parallel light beams will converge due to their energy curving space-time?
John
John
The discussion revolves around whether General Relativity predicts that two initially parallel light beams will converge due to their energy curving space-time. Participants explore the implications of light's energy and momentum on the curvature of space-time, particularly in a flat universe scenario.
Participants express differing views on the interaction of parallel light beams, particularly regarding their attraction based on direction. There is no consensus on the implications of these interactions or the conditions under which they occur.
Some claims depend on specific assumptions about the universe's flatness and the nature of light's interaction with gravity. The discussion includes unresolved questions about the gravitational influence of light and the conditions under which it may or may not attract other light beams.
Dmitry67 said:This is correct, light beams create gravity.
However, when it was discussed here about 1 or 2 y ago, I remember that someone (with much deeper knowledge of GR - I am just a layman) told me that:
2 parallel light beams going in the same direction do not attract (even they attract the surrounding objects)
2 parallel light beams going in opposite directions do attract.
The first fact might be clear if we look at 2 massive objects, separated by some distance, flying in the same direction. In their inertial system they collide, say, in 1s. For an external observer, this process would take longer because of the time dilation. The faster 2 objects are flying the longer it takes. You can think about the case N1 as a limit where v --> c (it takes forever)
P.S.
Interesting problem: what is Jean's mass for the light itself? :)