Wien's Displacement Law in Rindler Space

TL;DR

This paper extends Wien's displacement law to Rindler space, analyzing electromagnetic and de Broglie wave gases under uniform acceleration, providing a modified theoretical framework for these quantum gases.

Contribution

It develops a formalism for Wien's law in Rindler space for both electromagnetic and de Broglie wave gases, including fermion and boson types, under adiabatic expansion.

Findings

Derived modified Wien's displacement law in Rindler space.

Analyzed effects of uniform acceleration on quantum gases.

Provided theoretical basis for quantum gases in accelerated frames.

Abstract

In this article we have developed the formalisms for the modified form of Wien displacement laws for both the gas of electromagnetic waves and a gas of de Broglie waves in Rindler space. In the case of de Broglie waves we assume both fermion type and boson type materials. Following the classic work of Wien, we assume that the wall of the enclosure containing the photon gas or the gas of de Broglie waves, is expanding adiabatically with a uniform acceleration.