On the Massless Vector Fields in a Rindler Space

Abstract

We study the quantum theory of the mass-less vector fields on the Rindler space. We evaluate the Bogoliubov coefficients by means of a new technique based upon the use of light-front coordinates and Mellin transform. We briefly comment about the ensuing Unruh effect and its consequences.

17 pages, no figures

References in corpus (5)

• The Unruh effect and its applications
• Symmetry Restoration By Acceleration
• The Unruh effect revisited
• Canonical quantization of gauge fields in static space-times with applications to Rindler spaces
• Neutral Massive Spin 1/2 Particles Emission in a Rindler Spacetime

Cited by in corpus (3)

• A physically-motivated quantisation of the electromagnetic field on curved spacetimes
• Canonical Quantization of the U(1) Gauge Field in the right Rindler-wedge in the Rindler Coordinates
• Canonical Quantization of the U(1) Gauge Field in the Rindler Coordinates