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Dielectric tensor of a superlattice

3 Dielectric tensor of superlattices with anisotropic layers 8.3.1 Dielectric tensor of a superlattice [Pg.239]

Formulas (8.4) and (8.6) can be generalized to the case of an anisotropic dielectric constant in the layers (5). [Pg.239]

Let us assume that the dielectric properties of the layers are determined by tensors (w), p is the layer number, p = 1,2. a, a being the number of the layers in a unit cell the lattice period is L = and tp is the thickness of [Pg.239]

Then substitution of this equation into the first two equations (8.37) gives [Pg.240]

Equations (8.38) and (8.39) provide a starting point for the averaging procedure similar to one used above. With an accuracy of order L/X c 1 the fields E 1 and DM inside the layers can be considered as constant and due to the continuity of El E%, Dg we have for average fields E 2 and )  [Pg.240]


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