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基于机器视觉的弧形件检测算法
引用本文:师雪超,孙振忠,卢盛林,杨玉梅.基于机器视觉的弧形件检测算法[J].计算机应用,2010,30(7):1841-1843.
作者姓名:师雪超  孙振忠  卢盛林  杨玉梅
作者单位:1. 华南理工大学;东莞理工学院2. 东莞理工学院3. 东莞市奥普特自动化有限公司
基金项目:科技型中小企业技术创新基金资助项目,东莞市科技计划项目 
摘    要:为快速准确地对弧形零件特征参数进行检测,提出了一种基于机器视觉技术检测弧形件的各种特征参数的方法。该方法先采用Canny算子检测图像边缘,然后用三次样条插值方法对图像边缘进行插值并计算其亚像素坐标,最后采用基于切线方向的方法计算曲率值。对离散曲率数据进行处理,计算其均值和方差以及弧形件的弧长、夹角、面积等特征量。实验结果证明:该算法不仅精度高、速度快,而且稳定性好,能满足弧形零件特征参数的检测要求。

关 键 词:机器视觉  图像检测  弧形件  亚像素坐标  离散曲率  
收稿时间:2009-12-10
修稿时间:2010-02-27

Inspection algorithm of arc-parts based on machine vision
SHI Xue-chao,SUN Zhen-zhong,LU Sheng-lin,YANG Yu-mei.Inspection algorithm of arc-parts based on machine vision[J].journal of Computer Applications,2010,30(7):1841-1843.
Authors:SHI Xue-chao  SUN Zhen-zhong  LU Sheng-lin  YANG Yu-mei
Abstract:In order to achieve fast and accurate inspection on the feature parameters of the arc shaped piece, the paper presented a method that inspected feature parameters of the arc-shaped piece based on machine vision. First, the image edge was extracted by Canny operator and sub pixel coordinate was computed by a cubic spline interpolation algorithm. Then, discrete curvature was computed by discrete curvature computing method based on tangent direction. The discrete curvature data were arranged; the mean and variance, as well as the arc-length, surface and angle of curved pieces were calculated. The experimental results indicate that the proposed method is of not only high precision, high-speed but also good-stability, and can satisfy inspection requirement of arc-parts feature parameters.
Keywords:machine vision                                                                                                                        Image inspection                                                                                                                        Arc-Parts                                                                                                                        Sub-pixel coordinate                                                                                                                        Discrete curvature
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