Abstract

The binding energies and the approximate eigenfunctions of shallow acceptor ground states in Si and Ge have been calculated based on the effective mass theory-variation method with the use of the revised valence band parameters. Results show an improvement over previous calculations of Kohn-Schechter and Schechter. The admixtures of the d-like part of the envelope functions obtained are generally small compared with the s -like part, which gives a test of the truncation of a spherical harmonics expansion of the envelope. The calculated wave functions are used to treat the Zeeman perturbation and other static perturbations acting on the ground state \(\varGamma_{8}\) quartet. Formulas for the two Zeeman splitting parameters entering the effective spin Hamiltonian defined by Bleaney are thus derived and numerically evaluated. The d -like envelope contributions to the splitting parameters are shown to be comparable with, or even larger than, the band edge g -factor. The theoretical values of the parameters f...

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