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Applicability of the method of reduction in the Fourier modal method

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Abstract

The Fourier modal method (FMM) is one of the simplest and most effective methods for modeling diffraction gratings. Burckhardt’s paper1, published in 1966, marked the beginning of this method. In Burckhardt’s work, a volume grating of lossless, sinusoidally varying permittivity was considered. Later Kaspar2 extended Burckhardt’s work to lossy and non-sinusoidal volume gratings. Apparently unaware of Burckhardt and Kaspar’s work, Peng et al.3 also proposed the Fourier modal method; however, they refrained from applying it to surface-relief gratings (see next section). Apparently unaware of the concerns of Peng et al., Knop4 extended Burckhardt’s work to rectangular surface-relief gratings. Moharam and Gaylord5 took one step further. They applied the FMM to analyze surface-relief gratings of arbitrary profile.

© 1998 Optical Society of America

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