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An empirical tight-binding method for tetrahedrally coordinated cubic materials is presented and applied to group-IV and III-V semiconductors. The present spds* method extends existing calculations by the inclusion of all five d orbitals per atom in the basis set. On-site energies and two-center integrals between nearest neighbors in the Hamiltonian are fitted to measured energies, pseudopotential results, and the free-electron band structure. We demonstrate excellent agreement with pseudopotential calculations up to about 6 eV above the valence-band maximum even without inclusion of interactions with more distant atoms and three-center integrals. The symmetry character of the Bloch functions at the X point is considerably improved by the inclusion of d orbitals. Density of states, reduced masses, and deformation potentials are correctly reproduced.
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Jancu et al. (1998) studied this question.
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