Time Dependent Rindler Hamiltonian Eigen States in Momentum Space
arXiv:1612.01269
Abstract
We have developed a formalism to get the time evolution of the eigen states of Rindler Hamiltonian in momentum space. We have shown the difficulties with characteristic curves, and re-cast the time evolution equations in the form of two-dimensional Laplace equation. The solutions are obtain both in polar coordinates as well as in the Cartesian form.
nine pages REVTEX file with six .eps figures (included) new conclusion is added