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Analysis of photonic crystal waveguide gratings with coupled-mode theory and a finite-element method

机译:光子晶体波导光栅的耦合模理论和有限元分析

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Both rod and air-hole types of photonic crystal waveguide gratings are proposed and their coupling coefficients and transmission characteristics are effectively investigated by using a simple coupled-mode theory combined with a finite-element method. The results obtained are compared with the results obtained by using a full numerical simulation method. A new definition for unperturbed waveguides is introduced to obtain accurate coupling coefficients. It is shown that, by using a pi-phase-shifted waveguide structure in the case of an air-hole type of photonic crystal waveguide grating, the coupling coefficient is strongly enhanced. The accuracy of the method is discussed through numerical examples of high-index-contrast waveguide gratings. (c) 2006 Optical Society of America.
机译:提出了棒型和气孔型光子晶体波导光栅,并通过简单的耦合模式理论与有限元方法相结合,有效地研究了其耦合系数和传输特性。将获得的结果与使用完整数值模拟方法获得的结果进行比较。为了获得精确的耦合系数,引入了对不受干扰的波导的新定义。结果表明,在气孔型光子晶体波导光栅的情况下,通过使用π相移波导结构,可以大大提高耦合系数。通过高折射率对比波导光栅的数值示例讨论了该方法的准确性。 (c)2006年美国眼镜学会。

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