Parity Bit Calculation and Test Signal Compaction for BTST Applications

Sungju Park, S. Akers
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Abstract

Parity bit checking and pseudo-exhaustive testing are two design techniques which have been widely discussed in the BIST literature but have seldom been employed in practice because of the exponential nature of the processes involved. In this paper we describe several procedures designed to avoid these exponential explosions. Specifically we show how the parity of a large combinational function can (often) be quickly calculated. This is accomplished by an examination of the circuit realization itself particularly with regard to the connectivity between the various inputs and outputs. We then show how this same approach can be used to partition circuits so that they can be tested efficiently with a relatively small number of test patterns. Using these methods we were able to calculate the parity bits for more than 80% of ISCAS benchmark circuits' outputs. Interestingly enough, only 15% of these outputs were found to be parity-odd, but for these cases high fault coverage was invariably found to result. Several examples are included.
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BTST应用的奇偶校验位计算和测试信号压缩
奇偶校验和伪穷极测试是在BIST文献中被广泛讨论的两种设计技术,但由于所涉及的过程具有指数性质,因此很少在实践中使用。在本文中,我们描述了几个程序,旨在避免这些指数爆炸。具体来说,我们展示了如何快速计算大型组合函数的奇偶性。这是通过检查电路实现本身来完成的,特别是关于各种输入和输出之间的连接。然后,我们将展示如何使用相同的方法来划分电路,以便使用相对较少的测试模式有效地测试它们。使用这些方法,我们能够计算超过80%的ISCAS基准电路输出的奇偶校验位。有趣的是,这些输出中只有15%被发现是奇偶校验的,但是对于这些情况,总是发现结果是高故障覆盖率。包括几个例子。
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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