Submitted:
01 June 2021
Posted:
02 June 2021
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Abstract
In this work, linear confinement of a relativistic scalar particle under the effects of Lorentz symmetry violation is investigated. We introduce a scalar potential by modifying the mass via transformation M → M + S(r) in the wave equation, and analyze the effects on the eigenvalues and the wave function. We see that the solution of the bound state to the wave equation can be achieved, and the energy eigenvalues and the wave function modified by the Lorentz symmetry breaking parameters as well as potential
Keywords:
Lorentz symmetry violation
; Relativistic wave-equations
; bound states solutions
; linear confining potential
; electric & magnetic field
; biconfluent Heun’s equation
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