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Calibration of a Fringe Projection 3D Measurement System Using an Equi-Phase Coordinate Method Based on Two-Reference-Plane

机译:基于两参考平面的等相位坐标法对条纹投影3D测量系统进行标定

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Calibration is to transform the 2D phase information to the world coordinates in a fringe projection 3D measurement system. For the phase-to-height conversion, an equi-phase coordinate method based on two-reference-plane is proposed in this paper. The surface height is calculated by a linear interpolation using the coordinates where have the identical phase value of the object and the two reference planes. The conventional method, called equi-coordinate phase method in this paper, builds the function of the absolute phase and height by using the absolute phase obtained by subtracting the phase of object from that of the reference plane in the same coordinate. The proposed method can handle phase-to-height conversion and non-sinusoidal error caused by nonlinear response of the fringe projection system in one go. Theoretical and experimental analysis is given to prove the validity of the proposed method. Result indicates that the RMS error produced by equi-phase coordinate method is less half of equi-coordinate phase method when the primary error source is from the non-sinusoidal fringe patterns.
机译:校准是在条纹投影3D测量系统中将2D相位信息转换为世界坐标。对于相高转换,提出了一种基于两参考平面的等相坐标方法。表面高度是使用坐标进行线性插值计算的,其中,对象和两个参考平面的相位值相同。在本文中,传统方法称为等坐标相方法,它通过使用在相同坐标中从参考平面的相位减去物体的相位而获得的绝对相位来建立绝对相位和高度的函数。所提出的方法可以一次性解决由于条纹投影系统的非线性响应而引起的相位到高度的转换以及非正弦误差。理论和实验分析证明了该方法的有效性。结果表明,当主要误差源来自非正弦条纹图案时,等相位坐标法产生的RMS误差小于等坐标相位法的一半。

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