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Application of Spectroscopic Ellipsometry and Mueller Ellipsometry to Optical Characterization

机译:光谱椭圆仪和穆勒椭圆仪在光学表征中的应用。

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摘要

This article provides a brief overview of both established and novel ellipsometry techniques, as well as their applications. Ellipsometry is an indirect optical technique, in that information about the physical properties of a sample is obtained through modeling analysis. Standard ellipsometry is typically used to characterize optically isotropic bulk and/or layered materials. More advanced techniques such as Mueller ellipsometry, also known as polarimetry in the literature, are necessary for the complete and accurate characterization of anisotropic and/or depolarizing samples that occur in many instances, both in research and in real-life activities. In this article, we cover three main subject areas: Basic theory of polarization, standard ellipsometry, and Mueller ellipsometry. The first section is devoted to a short, pedagogical introduction of the formalisms used to describe light polarization. The second section is devoted to standard ellipsometry. The focus is on the experimental aspects, including both pros and cons of commercially available instruments. The third section is devoted to recent advances in Mueller ellipsometry. Application examples are provided in the second and third sections to illustrate how each technique works.
机译:本文简要介绍了既有的和新颖的椭圆仪技术及其应用。椭偏法是一种间接的光学技术,其中有关样品物理性质的信息是通过建模分析获得的。标准椭圆偏振法通常用于表征光学各向同性的块状和/或层状材料。诸如在研究和现实活动中在许多情况下出现的各向异性和/或去极化样品的完整和准确的表征,必须使用更先进的技术,例如Mueller椭圆仪,在文献中也称为极化仪。在本文中,我们涵盖了三个主要主题领域:偏振的基本理论,标准椭圆仪和Mueller椭圆仪。第一部分专门介绍用于描述光偏振的形式主义的简短教学法介绍。第二部分专门介绍标准椭圆仪。重点是实验方面,包括市售仪器的优缺点。第三部分专门介绍Mueller椭圆仪的最新进展。第二部分和第三部分提供了应用示例,以说明每种技术的工作原理。

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