期刊
THEORETICAL CHEMISTRY ACCOUNTS
卷 139, 期 12, 页码 -出版社
SPRINGER
DOI: 10.1007/s00214-020-02685-x
关键词
One-dimensional Dirac equation; Vector potential; Scalar potential; Pseudo-scalar potential; Super-symmetry; Effective mass; Schrö dinger equation; Lé vy-Leblond equation; Bound states; Non-relativistic limit; Pauli approximation
资金
- Armenian State Committee of Science
- Russian-Armenian (Slavonic) University at the expense of the Ministry of Education and Science of the Russian Federation
- Armenian National Science and Education Fund
The properties of the eigenvalue problem of the one-dimensional Dirac operator are discussed in terms of the mutual relations between vector, scalar and pseudo-scalar contributions to the potential. Relations to the exact solubility are analyzed.
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