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Methods for modeling multimode waveguides with abrupt changes in propagation axis

机译:传播轴突变的多模波导建模方法

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Characterization and performance estimates for polymer, step-index, multi-mode, channel waveguides requires simulation of light propagation in models requiring large numbers of spatial samples using the method of finite-difference time-domain methods (FDTD). As noted in [1], full 3-D solutions for multi-mode waveguides with a cross-section of tens of microns are nontrivial. In many instances, designers are forced to use a ray-tracing model to characterize the channel. However, ray-tracing is not intended to characterize spectral and modal properties. Approximation of Helmholtz equation for slowly varying field in the propagation plane, termed beam propagation methods (BPM), has proved efficient for modeling optical waveguides [2–4]; however, these are primarily intended for modeling waveguides with slowly varying axes of propagation.
机译:聚合物,阶跃折射率,多模信道波导的特性和性能估计需要使用有限差分时域方法(FDTD)在需要大量空间样本的模型中模拟光传播。正如在[1]中提到的,对于具有数十微米横截面的多模波导,完整的3-D解决方案是不平凡的。在许多情况下,设计人员被迫使用光线跟踪模型来表征通道。但是,光线跟踪并非旨在表征光谱和模态特性。对于传播平面中缓慢变化的场,Helmholtz方程的近似被称为光束传播方法(BPM),已被证明可以有效地建模光波导[2-4]。然而,这些主要用于建模具有缓慢变化的传播轴的波导。

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