三维轮廓测量中的相位测量方法及误差补偿

Yan Zhang, Zili Zhang, Yueqiang Li, Weihu Zhou, Yan-peng He, Wei Li
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引用次数: 2

摘要

三维轮廓测量广泛应用于制造业、计算机辅助设计、虚拟现实和医疗诊断等领域。作为三维轮廓测量的核心技术之一,数字条纹投影是一种获取物体三维形状的高灵敏度非接触技术。然后用CCD相机捕捉被测物体变形后的光栅图样,利用适当的算法进行解码,从而推导出被测物体的形状。本文利用DLP投影仪将三组不同频率的相移条纹图投影到被测物体表面,并利用两台相机捕捉变形后的条纹图。然后采用四步移相法得到三组条纹图相位,采用三频外差法展开相位得到绝对相位。分析了相位误差产生的原因,提出了光栅图样伽玛校正的后续补偿方法来消除主要误差。实验结果验证了所提方法的准确性和有效性。
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Phase measuring method and error compensation in 3D profile measurement
3D profile measurement is widely used in many areas such as manufacturing, computer-aided design, virtual reality and medical diagnostics. As one of the core technologies in 3D profile measurement, digital fringe pattern projection is a highly sensitive noncontact technique for obtaining the 3D shape of an object. Then the grating pattern deformed by the measured object is captured by CCD cameras and decoded using appropriate algorithms so that the shape of the object can be deduced. In this paper, three sets of phase shift fringe patterns with different frequencies are projected on the surface of the measured object by a DLP projector and the deformed patterns are captured by two cameras. Then the four-step phase shift method is used to obtain the three groups of fringe patterns phases, and the three-frequency heterodyne method is adopted to unwrap the phase and obtain the absolute phase. The causes of the phase errors are analyzed and the subsequent compensation method of gamma correction of grating pattern is proposed to eliminate the main errors. Experiments are carried out and the results verify the accuracy and effectiveness of the proposed methods.
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