EFFECTIVE MASS KLEIN-GORDON EQUATION WITH POSITION DEPENDENT MAGNETIC FIELD

Authors : Özgür Mizrak, Oktay Aydoğdu, Kenan Söğüt

Pages : 32-35

Doi:10.33773/jum.506496

View : 28 | Download : 9

Publication Date : 2019-01-30

Article Type : Research

Abstract :Recently, exact solutions of the classical and relativistic wave  equations for the existance of an external potential have been widely studied  in view of the position-dependent mass formalism. Such eorts have important  applications in technology, especially in material science such as electronic  properties of the semi-conductors and quantum dots. In the present study, we  aim to obtain exact solutions of the Klein-Gordon equation in the presence of  an exponential magnetic eld via effective mass formalism. Energy eigenvalues  are derived by using wave functions. The studied magnetic eld and effective  mass have the form ~B  = B0e
Keywords : Klein-Gordon equations, external elds