Submitted:
02 June 2021
Posted:
02 June 2021
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Abstract
The relativistic quantum motion of a scalar particle under the effects of violation of the Lorentz symmetry in the presence of a linear confining potential is investigated. We see that the solution of the bound state to the modified Klein-Gordon equation can be obtained and a quantum effect characterized by the dependence of the magnetic field on the quantum numbers of the system is observed
Keywords:
Lorentz symmetry violation
; Relativistic wave-equations
; linear confining potential
; electric & magnetic field
; biconfluent Heun’s equation
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