Measurement point layout strategy of free-form surface based on gridding using coordinate measuring machine

Linan Zeng, Yueping Chen
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引用次数: 0

Abstract

The layout of measurement points is the key to the efficient inspection of free-form surfaces. Two algorithms are proposed for the layout of free-form surface measurement points: the free-form surface Gaussian curvature variation grid method and the isoparametric line curvature variation grid method. The former first divides the free-form surface into a uniform grid, determines the number of measurement points for each grid based on the change in the Gaussian curvature of each grid, and selects points within each grid based on a uniform distribution of the Gaussian curvature. The latter is achieved by first taking points from the curvature change on the initial U- and V-direction isoparametric lines, generating isoparametric lines from the points to divide the free-form surface into a grid, and selecting the grid intersections as measurement points. The effectiveness of the algorithm was verified by designing free-form surfaces, performing coordinate measuring machine (CMM) measurement experiments, and comparing the results with those of existing algorithms.
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基于三坐标测量机网格化的自由曲面测点布置策略
测点的布置是自由曲面有效检测的关键。提出了自由曲面测点布置的两种算法:自由曲面高斯曲率变分网格法和等参线曲率变分网格法。前者首先将自由曲面划分为均匀网格,根据每个网格高斯曲率的变化确定每个网格的测量点数量,并根据高斯曲率的均匀分布在每个网格内选择测量点。后者的实现方法是首先从初始U向和v向等参线上的曲率变化中取点,由这些点生成等参线,将自由曲面划分为网格,并选择网格交叉点作为测量点。通过设计自由曲面、进行三坐标测量机(CMM)测量实验,并与现有算法进行比较,验证了该算法的有效性。
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来源期刊
International Journal of Metrology and Quality Engineering
International Journal of Metrology and Quality Engineering Engineering-Safety, Risk, Reliability and Quality
CiteScore
1.70
自引率
0.00%
发文量
8
审稿时长
8 weeks
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