Using fuzzy mathematics to detect dimple defects of polished wafer surface

J.C. Lin, H. Li, Y. Ji
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Abstract

Using the concept of fuzzy mathematics, the authors developed an automated visual inspection system to detect dimple defects of polished wafer surfaces. The algorithm consists of two major processing phases. At the first phase, pre-processing is performed to eliminate noise and to reduce the number of potential candidates of dimple defects. At the second phase, four pattern features are defined based on the consideration of scale-, position-, and orientation-invariant. A fuzzy membership function is utilized to cope with the wide range of shape variations of the dimple defects. A decision-making mechanism is based on the value of the membership function which describes the pattern's closeness to a dimple. The attractive features of the system include the fact that the algorithm is distortion-invariant. Experimental results are presented.<>
利用模糊数学方法检测抛光晶圆表面的凹陷缺陷
利用模糊数学的概念,开发了一种自动视觉检测系统来检测抛光晶圆表面的凹陷缺陷。该算法包括两个主要的处理阶段。在第一阶段,进行预处理以消除噪声并减少潜在候选凹陷缺陷的数量。在第二阶段,基于尺度不变性、位置不变性和方向不变性的考虑,定义了四个模式特征。利用模糊隶属度函数来处理凹窝缺陷的广泛形状变化。决策机制基于描述模式与酒窝的接近程度的隶属函数的值。该系统的吸引人的特点包括该算法是不失真的。给出了实验结果。
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