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On the Energy-Momentum Tensor [1940b]
1979The work [1] of Lorentz, Hilbert, De Donder, F. Klein and Weyl has established the close relation which connects the energy-momentum tensor of an arbitrary system of physical entities, such as material particles or electromagnetic fields, to the gravitational field. In principle, this relation leads automatically to a well-determined, symmetric form of
Robert S. Cohen, John J. Stachel
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The elastic energy-momentum tensor
Journal of Elasticity, 1975The application to continuum mechanics of the general methods of the classical theory of fields is advocated and illustrated by the example of the static elastic field. The non-linear theory of elasticity is set up in the most convenient form (lagrangian coordinates and stress tensor).
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On the Material Energy-Momentum Tensor in Electrostatics and Magnetostatics
2006The notion of material force arises in a natural way in materials with ‘defects’ or in inhomogeneous materials. This notion, which is intimately related with that of material energy-momentum tensor, has been widely and successfully employed in crack-propagation problems, in phase-transition problems and others. In elasticity, there is general agreement
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On redefinitions of the energy momentum tensor
Annals of Physics, 1975Abstract We analyse some redefinitions of the energy-momentum tensor of Classical Electrodynamics. Usually it has been considered as a necessary and sufficient criterion for redefining the energy-momentum tensor that the new tensor yields the “true” equation of motion of the electron, that is, the Lorentz-Dirac equation.
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2017
In Sect. 1.2.7, Chap. 1, it is found that the electron spin torque is counterbalanced by the chiral electron density. In Sect. 1.2.8, Chap. 1, it is found that the spin vorticity of electron contributes to the kinetic momentum of electron, which raises a simple but “odd” question: what is momentum of electron spin?
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In Sect. 1.2.7, Chap. 1, it is found that the electron spin torque is counterbalanced by the chiral electron density. In Sect. 1.2.8, Chap. 1, it is found that the spin vorticity of electron contributes to the kinetic momentum of electron, which raises a simple but “odd” question: what is momentum of electron spin?
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Energy-momentum tensor in scalar QED
Physical Review D, 1988, Joglekar, , Misra
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Energy–momentum tensor form factors of the nucleon in nuclear matter
Physics Letters, Section B: Nuclear, Elementary Particle and High-Energy Physics, 2012Hyun-Chul Kim +2 more
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The Energy–Momentum Tensor of Gravitational Waves, Wyman Spacetime, and Freely Falling Observers
Annalen Der Physik, 2018Jansen Formiga
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