Abstract
The classic differential method is applied for modeling the
diffraction of light from two-dimensional photonic crystals that
consist of dielectric cylindrical objects. Special attention is
paid to mutual interpenetration of consecutive layers. Two
algorithms for dealing with a stack of repetitive layers are discussed,
namely, the eigenvalue technique and the S-matrix
algorithm. Their advantages and limitations are analyzed, and times
required for their implementation are compared.
© 2000 Optical Society of America
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