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The importance of reporting both composite and maze yield for process split yield learning

机译:报告复合物和迷宫产量的重要性分裂产量学习

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Electrical composite yield for a given macro is calculated from many smaller macros that are called mazes. Maze yield can also be calculated. For defects that have a random distribution the composite and the maze yield always provide the same trend for process splits. Specifically the composite yield can be expressed by pk where p is the maze yield and k is the number of mazes. This is no longer true when systematic and random defects co-exist in the dataset. The reading of the composite yield alone can not provide sufficient information of the process impact. Here we provide five real-world case-studies where a complete picture of the electrical fail mechanism is obtained only by analyzing both the maze and the composite yield.
机译:给定宏的电子复合产量由称为迷宫的许多较小的宏计算。也可以计算迷宫产量。对于随机分配的缺陷,复合材料和迷宫产量总是为过程分裂提供相同的趋势。具体地,复合产率可以通过P k / sup>表示,其中P是迷宫产率,K是迷宫的数量。当数据集中共存系统和随机缺陷时,这不再是真实的。单独读取复合产量不能提供过程影响的足够信息。在这里,我们提供了五个现实世界的案例 - 仅通过分析迷宫和复合产量来获得电气失效机制的完整图像。

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