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CLUSTERING METHODS FOR DEFECT TRACKING IN ORDER TO ASSESS THE PERFORMANCE OF A POROSITY INSPECTION SYSTEM

机译:用于缺陷跟踪的聚类方法,以评估孔隙度检测系统的性能

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Surface porosity inspection is important for quality assurance of critical mating surfaces on machined components. An important metric for assessing the performance of an automated surface porosity inspection system is repeatability. Traditional gage repeatability analysis is well defined for dimensional measurements of machined part features. However, the analysis becomes more difficult for surface porosity inspection. This is because surface porosity appears in random sizes and in random locations. Repeatability analysis requires painstaking effort in tracking individual pores through repeated measurements. Therefore, this paper presents an automated approach for tracking porosity for the purpose of repeatability analysis. Two different algorithms are proposed and evaluated. The first is a tolerance based method that uses pre-specified tolerances to determine if pores should be grouped together. The second algorithm is similar to hierarchical agglomerative clustering, using a similarity matrix to store differences between cluster centroids. However, this algorithm uses a training period to determine when to stop clustering instead of continuing until all pores are in one cluster. Experimental results describe differences in the accuracy of both approaches and effort required to obtain a solution. The computation time required for the first method is much shorter than that of the second method. However, the first algorithm requires a-priori information to specify the tolerances, whereas the second algorithm requires no prior knowledge.
机译:表面孔隙度检查对于临界配合表面上的临界配合表面的质量保证是重要的。用于评估自动表面孔隙度检查系统性能的重要指标是可重复性。传统的Gage重复性分析对于机加工部件特征的尺寸测量很好。然而,对表面孔隙检查的分析变得更加困难。这是因为表面孔隙度出现在随机尺寸和随机位置。重复性分析需要通过重复的测量跟踪单个毛孔的艰苦努力。因此,本文提出了一种用于跟踪孔隙率的自动化方法,以便可重复分析。提出并评估了两种不同的算法。首先是基于公差的方法,该方法使用预先指定的公差来确定是否应将孔分组。第二种算法类似于使用相似性矩阵来存储群集质心之间的差异的分层凝聚聚类。但是,该算法使用训练期,以确定何时停止群集而不是继续延续,直到所有孔隙都在一个群集中。实验结果描述了获得解决方案所需的两种方法和努力的准确性的差异。第一种方法所需的计算时间远短于第二方法的计算时间。然而,第一算法需要先验信息来指定公差,而第二算法不需要先验知识。

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