Rigidly-rotating thermal states exist for a free Dirac field on Minkowski space, and their massless expectation values can be computed exactly, with quantum corrections over kinetic theory that diverge at the speed-of-light surface.
Dissipation flow-frames: particle, energy, thermometer
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abstract
We associate the following physical co-mover conditions of to different frame choices: i) Eckart: particle flow, ii) Landau-Lifshitz: energy flow, iii) J\"uttner: moving thermometer frame. The role of fixing a flow-frame is analysed with respect to local equilibrium concentrating on dissipative currents and forces in single component relativistic fluids. The special role of a "J\"uttner frame" is explored and contrasted to the more common Eckart and Landau-Lifshitz choices.
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Exact solutions in quantum field theory under rotation
Rigidly-rotating thermal states exist for a free Dirac field on Minkowski space, and their massless expectation values can be computed exactly, with quantum corrections over kinetic theory that diverge at the speed-of-light surface.