p= s 2 1 +s 2 2 ’ s 0 {0≤p≤1} (2) 偏振方位角(AOLP)描述为: #= 1 2 tan -1 s 2 s 1 ) * {-90°≤p≤90°} (3) 在实际探测中认为圆偏光较小且仅有线偏光,设 s 3 =0,出射光强表...
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偏振态为方位角偏振 azimuthal polarization
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利用菲涅尔公式讨论了几种不同界面上线偏振光反射时的偏振态,分析了振动方位角的变化情况。
This paper analyzes the polarization of reflected light by Fresnel formula when linearly polarized light is incident on different interfaces, and discusses the change of vibration azimuth angle.
在此基础上,提出了基于起偏器方位角的系统误差标定方法和旋转线性偏振器消除系统误差的在线校正方法。
One is referenced on the polarizer's azimuth and the other is a two-zone online correction method based on polarizer rotation.
详细分析了动态干涉系统误差,指出偏振片组的方位角误差和干涉图的空间一致性匹配误差为实验系统的主要误差源。
Error analysis shows that the azimuthal error of the polarizers array and the spatial coincidence error of interferograms are the main error sources.
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