重新播种LFSR以生成测试模式

Patare Snehal Dilip, Geethu Remadevi Somanathan, R. Bhakthavatchalu
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引用次数: 20

摘要

正如摩尔定律所说,随着集成规模的增加,电路的测试变得越来越困难。随着器件数量和密度的增加,传统的测试方法已经不够用了。测试帮助开发人员调查开发电路中存在的故障和错误,这有助于减少测试所需的时间,从而减少在操作期间失败的机会。测试时间是数字电路测试中最重要的参数之一,影响着整个测试过程。减少测试模式生成的测试时间是最有效的解决方案之一。重新播种LFSR是为测试生成测试模式的方法之一。本文采用重播LFSR技术,对测试电路生成伪随机测试图。这有助于减少为测试而存储的测试模式。该技术可以应用于低功耗和低测试数据量所需的原理。采用ISCAS’89基准电路计算了所提出电路的故障覆盖率。将该技术与基准电路集成,并从性能和资源利用率两方面进行了比较。该模型减少了存储种子值所需的内存和功耗。重新播种主要适用于以完全故障覆盖和最小化测试长度为目标的测试系统。用于减少测试所需的测试模式的数据压缩将间接减少检查电路所需的时间。未来的工作是减少测试模式生成所需的时间。汉明距离可用于计算在测试模式转换过程中发生变化的比特数。可以采用汉明距离法来减小参数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Reseeding LFSR for Test Pattern Generation
Testing of circuits became difficult as the scale of integration is increasing as said in Moore’s Law. Conventional testing approach is not sufficient with the growth of device counts and density. Testing helps the developer to investigate faults and error present in developed circuit which helps to reduce time require to test and thus decreases chances of getting failed during operation. Test time is one of the most important parameters in digital circuit testing which effects the overall process of testing. Reducing the test time of the test pattern generation is one of the most effected solution for the process. Reseeding LFSR is one of the methods to generate the test patterns for testing. In this paper, pseudo-random test patterns are generated to test circuit using reseeding LFSR technique. This helps to reduce the test pattern required to be stored for testing. This technique can be applied with the principles which are required for low power as well as low test data volume. Fault coverage of proposed circuit is calculated using ISCAS’89 benchmark circuits. The technique is integrated with the benchmark circuits and comparison is done based on the performance and resource utilization. Proposed model reduces the need for memory to store seed value and the power utilization. Reseeding can mainly be applied for BIST which targets complete fault coverage and minimization of the test length. Data compression for reducing the test pattern required for testing will indirectly reduce the time required to check the circuits. Future work is to reduce time required for the test pattern generation. Hamming distance can be applied to calculate the number of bits changing during the test patterns transition. Hamming distance approach can be implemented to reduce the parameter.
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