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This is a sequel to this question.

Who knows a difference between the Lagrangian in SR and GR for a weak gravitational field in non-relativistic case? What is the reason of this difference?

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Maybe you could expand your question somewhat? SRT=? GRT=? Can you describe the difference you are looking for with equations? – user1504 May 2 '12 at 23:18
"...Maybe you could expand your question somewhat?.." It's a "sequel" of my previous question: physics.stackexchange.com/questions/24188/… . "...SRT=? GRT=?.." SRT - special relativity theory. According to this, GRT - general relativity theory. "...Can you describe the difference you are looking for with equations?.." Factor 2 which multiplies the one of summand. I know that Lagrangian in GRT for the weak gr. fields (when tensor's equations reduces to vectors) looks like: L = -m*c*sqrt(c - v^2/c + varphi/c + 4*varphi*v*u(x)). – PhysiXxx May 2 '12 at 23:27
L = -m*c*sqrt(c - v^2/c + varphi/c + 4*varphi*v*u(x)/c). – PhysiXxx May 2 '12 at 23:42

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