  In this article in a very general manner we have investigated the eigen value
problem in Rindler space. We have developed the formalism in an exact form. It
has been noticed that although the Hamiltonian is non-hermitian, because of the
PT-symmetric nature, the eigen values are real, where P and T are the parity
operator and the time reversal operator respectively. It has further been
observed that the eigen energies are linearly quantized and the binding of the
system increases with the increase in the strength of uniform gravitational
field although its origin is purely classical.
