doi: 10.1685/journal.caim.374

Fast and effective finite difference method for 2D photonic crystals

Cornelis Van Der Mee, Sebastiano Seatzu, Pietro Contu

Abstract


In this article we develop a finite difference (FDFD) method to compute the band spectra of 2D photonic crystals without impurities. Exploiting periodicity to identify discretization points differing by a period, the computational complexity of the algorithms is reduced significantly. Numerical results on three test problems are presented.

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Communications in Applied and Industrial Mathematics
ISSN: 2038-0909