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Short Critical Area Computational Method Using Mathematical Morphology

机译:使用数学形态学的短关键区计算方法

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摘要

In current critical area models, it is generally assumed that the defect outlines to be circular and the conductors to be rectangle or merge of rectangles. However, real extra defects and conductors associated with optimal layout design exhibit a great variety of shapes. Based on mathematical morphology, a new critical area computational method is presented, which can be used to estimate critical area of short circuit in semiconductor manufacturing. The results of experiment on the 4*4 shift memory layout show that the new method predicts the critical areas practicably. These results suggest that proposed method could provide a new approach for the yield perdition.
机译:在当前的关键区域模型中,通常假设缺陷轮廓是圆形的,导体是矩形或矩形的合并。然而,与最佳布局设计相关的真正额外的缺陷和导体呈现出各种各样的形状。基于数学形态学,提出了一种新的关键区域计算方法,其可用于估计半导体制造中的短路临界区域。 4 * 4移位存储器布局的实验结果表明,新方法可实际上预测关键区域。这些结果表明,提出的方法可以为产量迁移提供一种新方法。

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