Perturbation analysis in photonic crystal waveguides disorders

A. Theocharidis, T. Kamalakis, T. Sphicopoulos
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Abstract

In this paper, the accuracy of Coupled Mode Theory (CMT) and Mode Matching (MM) method in estimating the scattering due to geometric perturbations in photonic crystal waveguides is examined. Two CMT formulations are considered: The instantaneous virtual grating (IVG) and the conventional CMT. The two CMT formulations and the MM method are compared against the Finite Difference Frequency Domain (FDFD) combined with the Adjoint Variable (AV) method. The results obtained with the AV/FDFD and MM methods agree very well, proving the validity of the latter for the sensitivity analysis of photonic crystal waveguide structures. It is also deduced that although both CMT formulations lead to almost identical results, they can provide only a first approximation to the perturbation-induced scattering.
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光子晶体波导紊乱中的微扰分析
本文对耦合模式理论(CMT)和模式匹配(MM)方法估计光子晶体波导中几何扰动散射的精度进行了检验。考虑了瞬时虚光栅和传统CMT两种CMT形式。将两种CMT公式和MM方法与有限差分频域(FDFD)结合伴随变量(AV)方法进行了比较。用AV/FDFD方法和MM方法得到的结果吻合良好,证明了MM方法用于光子晶体波导结构灵敏度分析的有效性。还推导出,尽管两种CMT公式导致几乎相同的结果,但它们只能提供微扰诱导散射的第一近似。
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