General aspects of the bound-state solutions of the one-dimensional Dirac equation Academic Article uri icon

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abstract

  • Two theorems regarding the bound-state solutions of the one-dimensional Dirac equation are verified: A—There is no degeneracy of energy; B—When the potential is a Lorentz scalar and the potential is continuously varied, the energy does not cross zero. Some features of the Dirac equation related to these theorems are discussed.

publication date

  • October 1, 1988