Exact equilibrium distributions in statistical quantum field theory with rotation and acceleration: Dirac field

We derive the general exact forms of Wigner function, mean values conserved currents, spin density matrix, polarization vector and distribution function massless particles for free Dirac field at global thermodynamic equilibrium with rotation acceleration, extending our previous results obtained scalar field. The solutions are by means an iterative method analytic continuation, which leads to formal series in thermal vorticity. In order obtain finite values, we extend fermionic case distillation introduced bosonic series. stress-energy tensor, axial currents agreement known special cases pure acceleration rotation. By using this approach, new expressions more combined and, case, demonstrate that they must vanish Unruh temperature.