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Application of coupled-mode formalism to the analysis of holey photonic crystals

机译:耦合模式形式主义在多孔光子晶体分析中的应用

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Coupled Mode Theory (CMT) is a well-established formalism, which is widely used in the computation of the optical characteristics of photonic devices, matching the model of array of parallel waveguides [1]-[6]. In particular, it is applicable to 2D photonic crystal devices (i.e. arrays of coupled waveguides / phased laser arrays), in which light propagates along the optical axis of the component. So far, CMT applications were limited to devices, in which the refractive index of the core of a solitary element is higher than that of the clad. Thus, photonic devices, based on periodic arrays of holes and utilizing gap guidance mechanism or combination of total internal reflection and gap guidance (e.g. majority of photonic crystal fibers (PCF), several kinds of modern thresholdless lasers [7]-[8]), were unavailable for CMT analysis. In this work, we show, the best of our knowledge for the first time, how the coupled-mode formalism can be applied to holey photonic crystal devices.
机译:耦合模式理论(CMT)是一种良好的形式主义,其广泛用于光子器件的光学特性的计算,匹配并联波导阵列的模型[1] - [6]。特别地,它适用于2D光子晶体装置(即耦合波导/相控阵列的阵列),其中光沿着部件的光轴传播。到目前为止,CMT应用仅限于装置,其中孤立元件的核心的折射率高于包层的折射率。因此,基于周期性的孔阵列和利用间隙引导机制或全部内反射和间隙引导的组合(例如,光子晶纤维(PCF)的组合,几种现代阈值的激光[7] - [7] - [7] - [8]) ,对于CMT分析不可用。在这项工作中,我们首次列出了我们最佳的知识,如何将耦合模式形式主义应用于多孔光子晶体器件。

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