Approximate -state Solutions to the Dirac Mobius Square-Yukawa and Mobius Square-quasi Yukawa Problems under Pseudospin and Spin Symmetry limits with Coulomb-like Tensor Interaction

Abstract

In this paper, we present the Dirac equation for the Mobius-square-Yukawa potentials including the tensor interaction term within the framework of pseudospin and spin symmetry limit with arbitrary spin-orbit quantum number . We obtained the energy eigenvalues and the corresponding wave functions using the supersymmetry method. The limiting cases of this potential model reduce to the Deng-Fan, Yukawa and Coulomb potentials, respectively

27pages, 4Tables, 10figures

References in corpus (6)

• Pseudospin symmetry in single particle resonant states
• Exact Klein-Gordon equation with spatially-dependent masses for unequal scalar-vector Coulomb-like potentials
• Exploration of relativistic symmetry by the similarity renormalization group
• Spin and Pseudospin symmetries in the Dirac equation with central Coulomb potentials
• Relativistic effect of spin and pseudospin symmetries
• Relativistic new Yukawa-like potential and tensor coupling