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Matching Impedances Fresnel Equations Calculation for Layered Optical Structures

机译:分层光学结构的匹配阻抗菲涅耳方程计算

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摘要

In this paper, we demonstrate that Fresnel equations simulation for multilayer optical structures can be speeded up using impedance matching together with run once use many times concept as an optical responses database. The Fresnel equations can be solved by calculating reflection coefficient and transmission coefficient for each interface of the simulated structure and propagate the reflected waves and transmitted waves through the incident medium or the exiting medium using either scattering matrix approach or transfer matrix approach. If the structure parameter changes, such as, thickness of a layer in the structure change or the sequence of the layer changes, these require another set of Fresnel equations calculation. Here each of the layers are calculated separately with two semi-infinite layers with a fixed refractive index value sandwiched the two sides of the simulated layer. The reflection coefficient and the transmission coefficient for each layer can be then stored as a layer database. Different databases can be cascaded in any layer order to calculate a reflection or transmission responses of the layered structure.
机译:在本文中,我们证明了使用阻抗匹配以及多次运行作为光响应数据库运行一次,可以加快多层光学结构的菲涅尔方程模拟。可以通过计算模拟结构的每个界面的反射系数和透射系数来求解菲涅耳方程,并使用散射矩阵法或传递矩阵法将反射波和透射波传播通过入射介质或出射介质。如果结构参数发生变化,例如结构中一层的厚度发生变化或层的顺序发生变化,则这些参数需要另一组菲涅耳方程式计算。在这里,每个层分别使用两个半无限层分别计算,其中两个半无限层具有固定的折射率值,将其夹在模拟层的两侧。然后可以将每一层的反射系数和透射系数存储为层数据库。可以按任何层顺序层叠不同的数据库,以计算分层结构的反射或透射响应。

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