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Nonlinear excess fraction method: a robust temporal phase-unwra

机译:非线性超额分数法:鲁棒的时间相位展开

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Abstract: Phase unwrapping, an unavoidable process in grating projection profilometry based on phase measurement, often manifests itself as the major obstacle that compromises measuring reliability and prevents automated profiling. In this paper, a robust temporal phase unwrapping algorithm, namely, non- linear excess fraction method (NLEFM) is proposed, which may enlarge the measuring range by dozens of times at no cost of accuracy. The algorithm presented in a general form demonstrates that the conventional linear excess fraction method can be readily extended into non-linear domain once certain condition is met. This novel method has been successfully applied to profiling complex objects with abrupt discontinuities and surface isolations. The multi-frequency grating projection profilometer based on NLEFM is promised to be developed into a robust, high accuracy and automated shape measurement system. !11
机译:摘要:相位解缠是基于相位测量的光栅投影轮廓测量中不可避免的过程,通常表现为阻碍测量可靠性并阻止自动轮廓分析的主要障碍。本文提出了一种鲁棒的时间相位展开算法,即非线性余量分数法(NLEFM),该算法可以在不牺牲精度的情况下将测量范围扩大数十倍。以一般形式提出的算法表明,一旦满足特定条件,传统的线性多余分数法就可以轻松扩展到非线性域。这种新颖的方法已成功应用于轮廓突变且表面不连续的复杂对象的轮廓分析。有望将基于NLEFM的多频光栅投影轮廓仪发展成为一个坚固,高精度和自动化的形状测量系统。 !11

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