Recent content by tetraedro
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Graduate What Is the Physical Meaning of the Torsion Tensor in General Relativity?
torsion again I have another question about torsion, maybe someone can help me. I have been studying the Einstein-Cartan extension of general relativity and I have seen that apparently (as far as I know) no one reports the mathetical procedure one has to follow in order to derive the field...- tetraedro
- Post #9
- Forum: Special and General Relativity
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Graduate What Is the Physical Meaning of the Torsion Tensor in General Relativity?
What's the matter with the "answer"? Anyway, does someone know anything more about the issue I have exposed?- tetraedro
- Post #5
- Forum: Special and General Relativity
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Graduate What Is the Physical Meaning of the Torsion Tensor in General Relativity?
Thank you for the answer. I've read on the paper "General Relativity with torsion: Extending Wald's Chapter on Curvature", the following sentence: "...If T^{z} _{xy}>0 (where T^{z} _{xy} is the torsion tensor), parallel transport along the x direction will cause v (parallely transported...- tetraedro
- Post #2
- Forum: Special and General Relativity
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Graduate Deriving Field Equations of Einstein-Cartan Theory from Hilbert Action
I'm interested in the derivation of the field equations of Einstein-Cartan theory of gravity starting from the Hilbert action, but I can't find a book or an article which explicitly derives the equation satisfied by the torsion field using the variation of the action with respect to the spin...- tetraedro
- Thread
- Theory
- Replies: 8
- Forum: Special and General Relativity
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Graduate What Is the Physical Meaning of the Torsion Tensor in General Relativity?
Hi, I've been studying extensions of general relativity with the torsion tensor and I have been wondering about the following fact: what is the physical meaning of the three indices of this tensor? That is, do these three indices represent some directions in space? (For example, the translation...- tetraedro
- Thread
- Tensor Torsion
- Replies: 9
- Forum: Special and General Relativity