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Defect detection methods using boolean functions and the Φ-coefficient between bit-plane slices

机译:使用布尔函数的缺陷检测方法和位平面切片之间的φ-系数

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We establish two automated defect detection (ADD) algorithms and apply them to detect faults in printed circuit boards (PCBs). Both techniques are referential and are implemented on the binary bit-plane images of the PCBs. In the first algorithm we measure the association between reference and inspected images via the phi-correlation coefficient of percentage statistics, while in the second approach we apply a carefully selected boolean function, as well as a smoothing median filter. Both techniques show a high accuracy, which is comparable to the state-of-the-art techniques, but in a notably faster time. For instance, the boolean function approach is faster than the use of the normalized cross correlation (NCC) by 1700% and it is faster than the use of a fast form of the NCC by 700%, while the use of the T-correlation coefficient accelerates the procedure by 500% and 200% for the use of the NCC and some of its fast forms respectively.
机译:我们建立了两个自动缺陷检测(添加)算法,并应用它们以检测印刷电路板(PCB)中的故障。这两种技术都是参考的,并且在PCB的二进制比特平面图像上实现。在第一算法中,我们通过百分比统计数据的PHI相关系数测量参考和检查图像之间的关联,而在第二种方法中,我们应用仔细选择的布尔函数,以及平滑的中值滤波器。这两种技术都表现出高精度,这与最先进的技术相当,但在较快的时间内。例如,布尔函数方法比使用归一化交叉相关(NCC)的使用速度快于1700%,而且它比使用快速形式的NCC通过700%,而使用T相关系数将程序加速500%和200%,以便使用NCC和一些快速形式。

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