Sequential circuit verification using symbolic model checking

J. Burch, E. Clarke, K. McMillan, D. Dill
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引用次数: 477

Abstract

The temporal logic model algorithm of E.M. Clarke et al. (ACM Trans. Prog. Lang. Syst., vol.8, no.2, p.244-63, 1986) is modified to represent a state graph using binary decision diagrams (BDDs). Because this representation captures some of the regularity in the state space of sequential circuits with data path logic, one is able to verify circuits with an extremely large number of states. This new technique is demonstrated on a synchronous pipelined design with approximately 5*10/sup 20/ states. The logic that is used to specify circuits is a propositional temporal logic of branching time, called CTL or Computation Tree Logic. The model checking algorithm handles full CTL with fairness constraints. Consequently. it is possible to handle a number of important liveness and fairness properties. which would otherwise not be expressible in CTL. The method presented is not necessarily a replacement for brute-force state-enumeration methods but an alternative that may work efficiently when the brute force methods fail.<>
顺序电路验证使用符号模型检查
E.M. Clarke等人的时间逻辑模型算法(ACM Trans.)。掠夺。朗。系统。第8卷,没有。(2, p.244- 63,1986)修改为使用二进制决策图(bdd)表示状态图。由于这种表示捕获了具有数据路径逻辑的顺序电路状态空间中的一些规律性,因此能够验证具有大量状态的电路。这种新技术在一个大约5*10/sup / 20/状态的同步流水线设计中得到了验证。用于指定电路的逻辑是分支时间的命题时间逻辑,称为CTL或计算树逻辑。模型检查算法处理带有公平性约束的完整CTL。因此。处理一些重要的活动性和公平性属性是可能的。否则CTL是无法表达的。本文提出的方法不一定是暴力破解状态枚举方法的替代品,但它可以在暴力破解方法失败时有效地工作。
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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