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干涉测量术中回扫误差的迭代校正方法

Iterative correction method of a retrace error in interferometry.

作者信息

Hu Chenhui, Chen Lei, Zheng Donghui, Wang Yuntao, Ma Zhiyao, Zhang Zhe

出版信息

Opt Express. 2022 Oct 10;30(21):37619-37636. doi: 10.1364/OE.469341.

Abstract

In interferometer measurements, the inconsistency of the optical range through which the reference and test lights pass introduces a retrace error in the phase measurement. In this study, we propose an iterative retrace error correction method in interferometry. A black-box model is established based on the linear and squared relationships between the retrace error and the tilt of the testing surface. The error correction phase is obtained using the least-squares method; thereafter, the global tilt is determined to iteratively correct the retrace error. The root mean square (RMS) of the residuals was > 3.2 × 10λ, >6.4 × 10λ, and >1.4 × 10λ in the simulation, experimentally computed retrace error correction in the planar measurement, and spherical measurement, respectively, proving that the retrace error can be effectively corrected.

摘要

在干涉仪测量中,参考光和测试光所经过的光程不一致会在相位测量中引入回程误差。在本研究中,我们提出了一种干涉测量中的迭代回程误差校正方法。基于回程误差与测试表面倾斜度之间的线性和平方关系建立了一个黑箱模型。使用最小二乘法获得误差校正相位;此后,确定全局倾斜度以迭代校正回程误差。在模拟中、平面测量中的实验计算回程误差校正以及球面测量中,残差的均方根(RMS)分别大于3.2×10λ、大于6.4×10λ和大于1.4×10λ,证明回程误差可以得到有效校正。

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