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基于条纹投影轮廓术的半透明物体高精度三维形状测量

High-accuracy 3D shape measurement of translucent objects by fringe projection profilometry.

作者信息

Xu Yang, Zhao Huijie, Jiang Hongzhi, Li Xudong

出版信息

Opt Express. 2019 Jun 24;27(13):18421-18434. doi: 10.1364/OE.27.018421.

Abstract

Acquiring complete and accurate 3D shape measurement results of translucent objects by fringe projection profilometry (FPP) is difficult because of the subsurface scattering effect. The phase offset introduces geometric errors, and the degraded image contrast leads to incomplete measurement results and random errors. In this research, a high-accuracy 3D shape measurement method for translucent objects based on phase-shifting FPP is proposed. The relationship between fringe period and phase error is investigated to determine the fringe periods. Random errors are suppressed by temporal noise reduction, and the robustness of multi-frequency heterodyne phase unwrapping is improved by increasing the interval of fringe periods along with temporal noise reduction. Geometric errors are compensated for by projecting multi-frequency fringe patterns to establish the relationship between fringe period and depth offset. Experimental results show that the proposed method can acquire complete measurement results and significantly reduce the overall error for measuring translucent objects.

摘要

由于表面下散射效应,通过条纹投影轮廓术(FPP)获取半透明物体完整且准确的三维形状测量结果很困难。相位偏移会引入几何误差,而图像对比度下降会导致测量结果不完整和随机误差。在本研究中,提出了一种基于相移FPP的半透明物体高精度三维形状测量方法。研究了条纹周期与相位误差之间的关系以确定条纹周期。通过时间降噪抑制随机误差,并通过增加条纹周期间隔以及时间降噪来提高多频外差相位展开的鲁棒性。通过投影多频条纹图案来建立条纹周期与深度偏移之间的关系,从而补偿几何误差。实验结果表明,该方法能够获得完整的测量结果,并显著降低测量半透明物体时的总体误差。

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