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Simulation-Assisted Formal Verification of Nonlinear Mixed-Signal Circuits With Bayesian Inference Guidance

机译:贝叶斯推理指导的非线性混合信号电路的仿真辅助形式验证

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The pressing need for the verification of analog and mixed-signal (AMS) designs is driven by increased design complexity and the integration of such circuits into SoCs. However, verification of AMS circuits remains a significant challenge. This paper proposes a simulation-assisted formal verification methodology that leverages SMT-based satisfiability techniques to tackle the challenges arising from the inherent analog and/or hybrid nature of AMS systems. Although state-of-the-art SMT solvers, in the worst-case scenario, still have exponential complexity in the number of constraints, the main focus of this paper is to first formally formulate the verification task into an SMT problem, then accelerate the verification by using simulation assistance. To verify the nonlinear dynamics, randomly sampled simulations are first applied to quickly explore the reachable state space, and then a nonlinear SMT solver is invoked to ensure the conservativeness. To achieve optimal efficiency, the tradeoff between the runtime costs of simulation and SMT solving is analyzed by means of a Bayesian inference-based technique that dynamically learns from the simulation history. This paper demonstrates the feasibility and efficacy of the proposed methodology on conservative verification of dynamic properties of nonlinear AMS circuits.
机译:越来越高的设计复杂性以及将此类电路集成到SoC中,推动了对模拟和混合信号(AMS)设计验证的迫切需求。但是,对AMS电路的验证仍然是一项重大挑战。本文提出了一种模拟辅助的形式验证方法,该方法利用基于SMT的可满足性技术来解决AMS系统固有的模拟和/或混合本质所带来的挑战。尽管在最坏的情况下,最先进的SMT求解器在约束数量上仍然具有指数复杂性,但本文的主要重点是首先将验证任务正式地表述为SMT问题,然后加快验证速度。通过使用模拟辅助进行验证。为了验证非线性动力学,首先应用随机采样的仿真来快速探索可到达的状态空间,然后调用非线性SMT求解器以确保保守性。为了获得最佳效率,通过基于贝叶斯推理的技术从仿真历史中动态学习,分析了运行时成本与SMT解决方案之间的折衷。本文证明了所提方法在非线性AMS电路动态特性保守验证中的可行性和有效性。

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