Effect of System Parameters on Phase Error of Focus-Free Digital Fringe Projection Profilometry System

Hanem Mohamed Ali, M. Amer, Asmaa Omaraa
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Abstract

Digital Fringe projection profilometry (DFPP) is a noncontact, fast, accurate and flexible technique for 3D measurements. Phase calculation is an important step that affects the accuracy of measurements. in phase calculation, the critical source of error is phase error due to nonlinear gamma effect of the system. This paper introduces an experimental investigation of the nonlinear gamma effect of DFPP system as well as the effect of system parameters, such as fringe intensity, fringe period, surface distance from the camera and projector and finally the ambient illumination, on phase error and consequently system measurements. Fringe patterns are generated using Matlab 2018a and projected by digital laser projector. The deformed patterns are captured using colored CCD camera. Phase shifting technique is used to calculate phase map. The system shows a linear response in the intensity range (50-220) and has small phase error without any compensation for nonlinear gamma effect. The phase error of the system slightly increases with increasing fringe period and the surface distance from the camera and projector, while it is nearly constant with ambient illumination changes from dark to median level and shows a bigger change if the ambient is completely illuminated. In the worst conditions the phase error does not accedes 0.0387 rad without any compensation for nonlinear gamma effect, make the system a useful tool for 3D measurements in different working fields.
系统参数对无焦数字条纹投影轮廓测量系统相位误差的影响
数字条纹投影轮廓术(DFPP)是一种非接触、快速、准确和灵活的三维测量技术。相位计算是影响测量精度的重要步骤。在相位计算中,由于系统的非线性伽马效应,相位误差是误差的关键来源。本文介绍了DFPP系统非线性伽玛效应的实验研究,以及系统参数(如条纹强度、条纹周期、与相机和投影仪的表面距离以及环境光照)对相位误差和系统测量结果的影响。利用Matlab 2018a生成条纹图案,并通过数字激光投影仪进行投影。用彩色CCD相机捕捉变形的图案。相位图的计算采用移相技术。该系统在50-220强度范围内具有良好的线性响应,且相位误差小,无需对非线性伽马效应进行补偿。系统的相位误差随着条纹周期的增加以及与摄像机和投影仪表面距离的增加而略有增加,而随着环境照度从暗到中值的变化,系统的相位误差几乎不变,当环境完全照明时,系统的相位误差变化更大。在最坏条件下,相位误差不超过0.0387 rad,且不需要对非线性伽马效应进行补偿,使该系统成为不同工作领域三维测量的有用工具。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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