Confined Maxwell Field and Temperature Inversion Symmetry

Abstract

We evaluate the Casimir vacuum energy at finite temperature associated with the Maxwell field confined by a perfectly conducting rectangular cavity and show that an extended version of the temperature inversion symmetry is present in this system.

References in corpus (3)

• Zeta Functions and the Casimir Energy
• Zeta function method and repulsive Casimir forces for an unusual pair of plates at finite temperature
• Renormalization Ambiguities in Casimir Energy

Cited by in corpus (12)

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• Finite temperature Casimir energy in closed rectangular cavities: a rigorous derivation based on zeta function technique
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• Temperature inversion symmetry in the Casimir effect with an antiperiodic boundary condition
• Study of Temperature Inversion Symmetry for the Twisted Wess-Zumino
• Generalized Schlömilch's formulas and thermal Casimir effect of a fermionic rectangular box
• Some Developments of the Casimir Effect in $p$-Cavity of $(D+1)$-Dimensional Spacetime
• Explicit conversion from the Casimir force to Planck's law of radiation
• Casimir Wormholes in Brans-Dicke Theory
• Semiclassical Casimir Energies at Finite Temperature
• Equivalence of zeta function technique and Abel-Plana formula in regularizing the Casimir energy of hyper-rectangular cavities