Reseeding using compaction of pre-generated LFSR sub-sequences

A. Jutman, I. Aleksejev, J. Raik, R. Ubar
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引用次数: 3

Abstract

Built-In Self-Test (BIST) techniques are often based on pseudo-random pattern generators, which represent simple structures that can generate necessary test stimuli for a device under test (DUT). For some designs, however, additional measures of fault coverage improvement have to be applied. LFSR reseeding is a popular technique due to its ability to considerably improve both the fault coverage and test application time by embedding specific vectors into the pseudorandom sequence. Proper selection of LFSR seeds is the key aspect in a successful reseeding scheme. In this paper, we present our approach to reseeding optimization that is based on compaction of pre-generated LFSR sub-sequences in order to select a minimal subset of to be included into the final solution. The proposed approach relies on the branch-and-bound search technique, which can provide the optimal compaction for a given test setup. Alternatively, it can run for a limited time in a heuristic mode, producing intermediate results. Experiments show that applied heuristics can yield optimal or quasi-optimal solutions in polynomial time. These solutions outperform previously published results for a similar reseeding approach.
利用预先生成的LFSR子序列的压缩重新播种
内置自检(BIST)技术通常基于伪随机模式生成器,它表示可以为被测设备(DUT)生成必要测试刺激的简单结构。然而,对于某些设计,必须应用额外的故障覆盖改进措施。LFSR重新播种是一种流行的技术,因为它能够通过将特定向量嵌入到伪随机序列中来显着提高故障覆盖率和测试应用时间。适当的选择LFSR种子是复播方案成功的关键。在本文中,我们提出了一种基于预先生成的LFSR子序列的压缩的重新播种优化方法,以便选择最小子集以包含在最终解中。所提出的方法依赖于分支定界搜索技术,该技术可以为给定的测试设置提供最佳压缩。或者,它可以在启发式模式下运行一段有限的时间,产生中间结果。实验表明,应用启发式算法可以在多项式时间内得到最优或准最优解。这些解决方案优于先前发表的类似重新播种方法的结果。
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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