Testability preserving and enhancing transformations for robust delay fault testability

Amey Karkare, M. Singla, Ajai Jain
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Abstract

Multilevel logic optimization transformations for DFT (design for testability) used in existing logic systems, are characterized with respect to their testability preserving and testability enhancing properties. In this paper, we propose three new transformations which preserve or improve path delay testability with reduction in circuitry. The paper also includes a theorem showing the condition under which a testability preserving transformation (TPT) will be a testability enhancing transformations (TET).
鲁棒延迟故障可测性的保持和增强变换
在现有的逻辑系统中,DFT(可测试性设计)的多级逻辑优化变换具有保持可测试性和增强可测试性的特点。在本文中,我们提出了三种新的变换,它们在电路减少的同时保持或提高了路径延迟的可测试性。本文还给出了一个定理,证明了保持可测试性变换(TPT)是增强可测试性变换(TET)的条件。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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