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基于斯托克斯参量偏振系统的测量技术。

Measurement technology based on a Stokes parametric polarization system.

作者信息

Zhu Zhenmin, Qiu Hongwei, Long Wenqing, He Lifa, Xie Dongdong, Ye Yinsong

出版信息

Appl Opt. 2024 May 1;63(13):3495-3505. doi: 10.1364/AO.517878.

Abstract

Structured light measurement systems often use polarization filters to reduce image interference from highly reflective areas. This method can be effective, but it may also reduce the brightness of specific areas, particularly overly dark portions, which can affect the accuracy of the measurement results. This paper proposes a measurement method for a polarization system based on Stokes parameters to solve the problem. After adjusting the polarization filter to angles of 0°, 45°, and 90°, the camera captures an image of the object and calculates the corresponding Stokes parameters to generate the expected polarization angle histogram. Then, based on the detailed information on the angle distribution, the accurate mathematical model is used to screen the interval, and the optimal polarization angle is determined by orthogonal processing while ensuring the signal-to-noise ratio and image quality. Finally, an image fusion technology synthesizes a set of fringe projection images with the preferred polarization angles. Experiments have shown that this new method effectively addresses the issue of interference in the highlighted region when using conventional polarization filters. Additionally, it significantly improves the quality of the fringe pattern. The polarization angle selection in the experimental process is made more rapid and accurate through the quantitative mathematical model calculation of the polarization angle, significantly improving the system's measurement efficiency.

摘要

结构光测量系统通常使用偏振滤光片来减少来自高反射区域的图像干扰。这种方法可能有效,但也可能降低特定区域的亮度,特别是过度黑暗的部分,这可能会影响测量结果的准确性。本文提出了一种基于斯托克斯参数的偏振系统测量方法来解决这个问题。将偏振滤光片调整到0°、45°和90°的角度后,相机拍摄物体的图像并计算相应的斯托克斯参数,以生成预期的偏振角直方图。然后,根据角度分布的详细信息,使用精确的数学模型筛选区间,并在确保信噪比和图像质量的同时通过正交处理确定最佳偏振角。最后,图像融合技术合成一组具有优选偏振角的条纹投影图像。实验表明,这种新方法有效地解决了使用传统偏振滤光片时突出区域的干扰问题。此外,它还显著提高了条纹图案的质量。通过对偏振角的定量数学模型计算,实验过程中的偏振角选择更加快速准确,显著提高了系统的测量效率。

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