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液晶光谱偏振系统选偏器方位误差研究
引用本文:甘世奇,陈向宁,薛俊诗,赵融生.液晶光谱偏振系统选偏器方位误差研究[J].液晶与显示,2016,31(8):748-754.
作者姓名:甘世奇  陈向宁  薛俊诗  赵融生
作者单位:中国人民解放军 装备学院 光电装备系, 北京 101416
基金项目:国家863计划(No.2014AAXXX1072E)
摘    要:为了分析液晶光谱偏振系统的方位误差并降低测量误差,提出了选偏器方位误差的分析方法。该方法基于Stokes矢量及Mueller矩阵,将偏振角的方位误差转化为Stokes矢量传递误差,推导了误差的协方差矩阵,分析了权重系数与延迟相位的变化关系,并对不同偏振态入射光条件下的品质因数变化进行了计算仿真。方位误差依赖于入射光Stokes参数与延迟相位,不同偏振态的入射光品质因数随延迟相位成抛物线变化。当延迟相位位于60°,120°]区间内,选偏器的方位误差较小,测量误差较小适宜测量。通过对液晶偏振光谱系统配准误差的研究,获得误差来源,为进一步提高系统测量精度奠定了理论基础。

关 键 词:方位误差  液晶偏振光谱系统  协方差矩阵  Stokes矢量
收稿时间:2016-04-15

Misalignment errors of polarizer in the liquid crystal spectropolarimetric system
GAN Shi-qi,CHEN Xiang-ning,XUE Jun-shi,ZHAO Rong-sheng.Misalignment errors of polarizer in the liquid crystal spectropolarimetric system[J].Chinese Journal of Liquid Crystals and Displays,2016,31(8):748-754.
Authors:GAN Shi-qi  CHEN Xiang-ning  XUE Jun-shi  ZHAO Rong-sheng
Affiliation:Department of Photoelectric Equipment, The Academy of Equipment, Beijing 101416, China
Abstract:In order to analyze the misalignment errors of the liquid crystal spectropolarimetric system and reduce measurement errors, a research method for misalignment errors of liquid crystal polarizer is proposed. By transforming the misalignment errors of polarizing angle into Stokes vector transfer errors, the errors covariance matrix is derived based Stokes vectors and Mueller matrix. And the relationship between weight coefficients and phase delay and the change of quality factor with different incident light are investigated. The reached conclusion is that azimuth errors depend on Stokes parameters of incident light and phase delay and quality factors are parabolic with different incident polarization state. When delay phase locates in 60°,120°], the azimuth errors of polarizer are lesser, which is more appropriate to measure. By investigating the misalignment errors of the liquid crystal spectropolarimetric system, the error sources are obtained which can lay the foundation for measuring accuracy enhancement.
Keywords:misalignment error  liquid crystal spectropolarimetric system  covariance matrix  Stokes vector
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