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The energy eigenvalues of Dirac equation with the modified Eckart and modified deformed Hylleraas potential by shape invariance approach

机译:形状不变法修正Eckart修正Hylleraas变形电势的Dirac方程的能量特征值

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摘要

By using the supersymmetry quantum mechanics method, we approximately solve the Dirac equation for the modified Eckart potential and the modified deformed Hylleraas including Coulomb-like tensor potential under spin and pseudospin symmetry. We obtained approximate energy eigenvalues and the corresponding wave functions in terms of the Jacobi polynomial under the spin and pseudospin symmetries limit. In order to test the accuracy of our work, we compared our numerical results with that Nikiforov-Uvarov (NU) method. This shows that our results are consistent with those found in the literature.
机译:通过使用超对称量子力学方法,我们近似地求解了自旋和伪自旋对称下的修正的Eckart势和修正的变形Hylleraas的Dirac方程,其中包括库仑样张量势。我们根据自旋和伪自旋对称性极限下的Jacobi多项式获得了近似的能量特征值和相应的波动函数。为了测试我们的工作的准确性,我们将数值结果与Nikiforov-Uvarov(NU)方法进行了比较。这表明我们的结果与文献中的结果一致。

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