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Effective Mass Quantum Systems with Displacement Operator: Inverse Square Plus Coulomb-Like Potential

Arda, Altug
Sever, Ramazan
The Schrodinger-like equation written in terms of the displacement operator is solved analytically for a inverse square plus Coulomb-like potential. Starting from the new Hamiltonian, the effects of the spatially dependent mass on the bound states and normalized wave functions of the "usual" inverse square plus Coulomb interaction are discussed.