The Klein-Gordon and Dirac oscillators with generalized Dunkl derivative
N. Rouabhia, M. Merad, B. Hamil
Abstract
Abstract In this research, we shall present the Klein-Gordon and Dirac oscillators in the framework of the generalized Dunkl derivative with two parameters by using the Cartesian coordinates, the eigenvalues of energy and eigenfunctions are obtained. The thermodynamic properties are discussed and plotted graphically.
Topics & Concepts
EigenfunctionEigenvalues and eigenvectorsCartesian coordinate systemDerivative (finance)Dirac (video compression format)Mathematical physicsDirac equationKlein–Gordon equationMathematicsPhysicsQuantum mechanicsGeometryNonlinear systemFinancial economicsEconomicsNeutrinoQuantum Mechanics and Non-Hermitian PhysicsQuantum chaos and dynamical systemsMathematical Analysis and Transform Methods