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Separation of Dirac equation

Solutions to the Dirac equation in a spherically symmetric potential U r) for a state with energy e and angular momentum quantum numbers (k to) take the form [Pg.123]

We find, with the help of the identities (13,15), that the radial functions PK r) and QK(r) satisfy the coupled first-order differential equations  [Pg.123]


P.-O. Lowdin. Studies in Perturbation Theory Part VIII. Separation of Dirac equation + Study of Spin-Orbit Coupling + Fermi Contact Terms. J. Mol. Spectrosc., 14(2) (1964) 131-144. [Pg.702]


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