Abstract

The valance band structure of tellurium near the corner of the Brillouin zone is derived, with the use of the group theory and the k · p perturbation method. The main features of the obtained valence band are the existence of the k z -linear term and of the trigonal warping about the k z axis. Because of the k z -linear term S k z , the uppermost valence band has a double maximum or a single maximum, depending on the ratio of S 2 /4 B | Δ 1 | larger or smaller than one, where Δ 1 and B are the spin-orbit interaction and band parameters, respectively. The present theory is also applicable to selenium.

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