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基于正则化光流法从不明倾斜相移干涉图中提取相位

Phase extraction from interferograms with unknown tilt phase shifts based on a regularized optical flow method.

作者信息

Zeng Fa, Tan Qiaofeng, Gu Huarong, Jin Guofan

机构信息

State Key Laboratory of Precision Measurement Technology and Instruments, Department of Precision Instrument, Tsinghua University, Beijing 100084, China.

出版信息

Opt Express. 2013 Jul 15;21(14):17234-48. doi: 10.1364/OE.21.017234.

Abstract

A novel method is presented to extract phase distribution from phase-shifted interferograms with unknown tilt phase shifts. The proposed method can estimate the tilt phase shift between two temporal phase-shifted interferograms with high accuracy, by extending the regularized optical flow method with the spatial image processing and frequency estimation technology. With all the estimated tilt phase shifts, the phase component encoded in the interferograms can be extracted by the least-squares method. Both simulation and experimental results have fully proved the feasibility of the proposed method. Particularly, a flat-based diffractive optical element with quasi-continuous surface is tested by the proposed method with introduction of considerably large tilt phase shift amounts (i.e., the highest estimated tilt phase shift amount between two consecutive frame reaches 6.18λ). The phase extraction result is in good agreement with that of Zygo's MetroPro software under steady-state testing conditions, and the residual difference between them is discussed. In comparison with the previous methods, the proposed method not only has relatively little restrictions on the amounts or orientations of the tilt phase shifts, but also works well with interferograms including open and closed fringes in any combination.

摘要

提出了一种从具有未知倾斜相移的相移干涉图中提取相位分布的新方法。该方法通过将正则化光流方法与空间图像处理和频率估计技术相结合,能够高精度地估计两个时间相移干涉图之间的倾斜相移。利用所有估计的倾斜相移,通过最小二乘法可以提取干涉图中编码的相位分量。仿真和实验结果充分证明了该方法的可行性。特别是,采用该方法对具有准连续表面的平面衍射光学元件进行了测试,引入了相当大的倾斜相移量(即连续两帧之间估计的最大倾斜相移量达到6.18λ)。在稳态测试条件下,相位提取结果与Zygo的MetroPro软件的结果吻合良好,并讨论了两者之间的残余差异。与以前的方法相比,该方法不仅对倾斜相移的量或方向限制相对较少,而且对包含任何组合的开放和闭合条纹的干涉图也能很好地处理。

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