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General transfer-matrix method for optical multilayer systems with coherent, partially coherent, and incoherent interference

机译:具有相干,部分相干和非相干干涉的光学多层系统的通用传递矩阵方法

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摘要

The optical response of coherent thin-film multilayers is often represented with Fresnel coefficients in a 2×2 matrix configuration. Here the usual transfer matrix was modified to a generic form, with the ability to use the absolute squares of the Fresnel coefficients, so as to include incoherent (thick layers) and partially coherent (rough surface or interfaces) reflection and transmission. The method is integrated by use of models for refractive-index depth profiling. The utility of the method is illustrated with various multilayer structures formed by ion implantation into Si, including buried insulating and conducting layers, and multilayers with a thick incoherent layer in an arbitrary position.
机译:相干薄膜多层的光学响应通常以2×2矩阵配置的菲涅耳系数表示。在这里,通常的传输矩阵被修改为通用形式,能够使用菲涅耳系数的绝对平方,从而包括非相干(厚层)和部分相干(粗糙表面或界面)的反射和透射。通过使用用于折射率深度剖析的模型来集成该方法。通过离子注入到硅中形成的各种多层结构(包括掩埋的绝缘层和导电层)以及在任意位置具有厚的非相干层的多层,说明了该方法的实用性。

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