Abstract
The transformation of the polariton spectrum of a nonideal superlattice (a one-dimensional crystal with two elements, layers, in a unit cell) caused by the presence of randomly embedded foreign (with respect to an ideal superlattice) impurity layers is investigated in the framework of the virtual crystal approximation. The obtained specific features of the energy gap as a function of concentration for different values of the polariton branch number testify that the energy structure of the superlattice can be changed significantly by embedding certain impurities into it.
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