Statistical properties of the one-dimensional Dirac oscillator in Rindler space–time
Tarek Imed Rouabhia, Abdelmalek Boumali
Abstract
We study the spin- $$1/2$$ relativistic fermions influenced by the Dirac oscillator in Rindler’s space–time. The energy eigenvalues of this oscillator enable us to calculate the thermodynamic properties of this oscillator by using the Hurwitz zeta function via the Mellin transformation. The effect of the geometry of space–time on these properties is studied.
Topics & Concepts
Eigenvalues and eigenvectorsDirac equationPhysicsSpace (punctuation)Mathematical physicsTransformation (genetics)Dirac (video compression format)Quantum mechanicsFermionSpin (aerodynamics)ThermodynamicsChemistryLinguisticsNeutrinoBiochemistryGenePhilosophyQuantum Mechanics and ApplicationsAdvanced Thermodynamics and Statistical MechanicsQuantum Electrodynamics and Casimir Effect