非期望效应下泡利矩阵系数的PCA系统在椭偏应用中的变化

Proceedings of 2002 IEEE/LEOS Workshop on Fibre and Optical Passive Components (Cat.No.02EX595) Pub Date : 2002-08-07 DOI:10.1109/FOPC.2002.1015824

D. Cubian, J. L. Arce Diego, R. Frey

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引用次数: 4

摘要

描述了泡利矩阵分解的理论，并将其应用于分析具有一阶效应的非理想器件，如旋光性或二色性。该分析扩展到偏振-补偿-分析器(PCA)系统的椭偏应用。这一分析表明，系统中非期望效应的存在对分解系数所表示的双折射和二向性行为产生很大影响。

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Variation of the Pauli matrices coefficients in a PCA system under non-desired effects for ellipsometric applications

The theory of Pauli matrices decomposition is described and its application to the analysis of non-ideal devices, which display first-order effects like optical activity or dichroism, has been developed. The analysis is extended to a Polarizer-Compensator-Analyser (PCA) system for ellipsometric applications. This analysis shows that the presence of non-desired effects into the system produces a high influence on the birefringent and dichroical behaviour, represented by the coefficients of the decomposition.

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Proceedings of 2002 IEEE/LEOS Workshop on Fibre and Optical Passive Components (Cat.No.02EX595)

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