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数字电路可测性设计的一种故障定位方法 被引量:2

A Fault Location Approach for the Testable Realization of Logic Functions
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摘要 在逻辑函数Reed Muller模式的电路可测性设计方面 ,文章采用AND门阵列和XOR门树结构来设计电路 ,提出了一种设计方案 ,可实现任意逻辑函数的功能 ,而且所得电路具有通用测试集和完全可故障定位的特点。给出了进行故障定位的方法 ,并可把它应用于其他相关电路的可测性设计。 An approach of design for testability(DFT) for logic functions is presented in the paper, which employs AND gates and XOR gates tree to realize the generalized Reed Muller expression of arbitrary logic functions. The major features of the approach are: 1) The circuits adopting the DFT techniques in the paper are totally fault locatable. 2) The circuits have universal test sets for fault detection, the cardinality of the test sets is ( n+5 ), where n is equal to the number of input variables in the logic function. A fault location method for the circuits is presented, which can identify all fault equivalence classes in the AND gates, and the faults in XOR gate tree in the circuits. [
作者 潘中良
出处 《中国工程科学》 2002年第1期69-74,共6页 Strategic Study of CAE
基金 国家自然科学基金资助项目 ( 6 0 0 0 6 0 0 2 )
关键词 逻辑函数 数字电路 可测性设计 故障定位 AND门阵列 GRM电路 XOR门树 logic functions Reed Muller expressions design for testability single stuck at fault faults location
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参考文献7

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  • 1REDDY S M.Easily Testable Realization for Logic Functions[J].Computer,1992,c-21 (11):26 -35.
  • 2FUJIWARA H.A Framework for Low Complexity Static Learning Proceeding[J].Design Automation Conference,2001,10(4):546-549.
  • 3SCHNEEWEISS W G. On the polynomial form of Boo-lean functions: derivations and applications [ J ]. IEEE Trans Computer, 1998: 47(2) : 217 -219.
  • 4梁玉英,蔡金燕,封吉平,黄允华.组合逻辑多故障诊断[J].微电子学,2000,30(3):185-187. 被引量:4

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