软容错电路中兼容数字标准流程的贝叶斯优化框架的探索

Yan Li, Xiao-yang Zeng, Zhengqi Gao, Liyu Lin, Jun Tao, Jun Han, Xu Cheng, M. Tahoori, Xiaoyang Zeng
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引用次数: 4

摘要

软误差是先进技术节点的主要可靠性问题。虽然降低软错误率必然会牺牲面积和功率,但很少有研究关注优化方法来探索面积、功率和SER之间的权衡。本文提出了一种基于贝叶斯方法的软容错电路设计优化框架。它包括两个步骤:1)数据预处理和2)贝叶斯优化。在预处理步骤中,采用一种结合k-means算法和一种新的排序算法的策略,对具有相似SER的触发器(FFs)进行聚类,以降低后续步骤的维数。采用贝叶斯神经网络(BNN)作为获取三个设计指标后验分布的代理模型,在优化时采用低置信度界(LCB)函数作为获取函数,基于贝叶斯神经网络选择下一个点。最后,利用非支配排序遗传算法(NSGA-II)搜索三个LCB函数的Pareto最优前解(POF)。实验结果表明,该框架的精度提高了1.4倍,SER降低了70%,功率和面积都有了可接受的提高。
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Exploring a Bayesian Optimization Framework Compatible with Digital Standard Flow for Soft-Error-Tolerant Circuit
Soft error is a major reliability concern in advanced technology nodes. Although mitigating Soft Error Rate (SER) will inevitably sacrifice area and power, few studies paid attention to optimization methods to explore trade-offs between area, power and SER. This paper proposes an optimization framework based on Bayesian approach for soft-error-tolerant circuit design. It comprises two steps:1) data preprocessing and 2) Bayesian optimization. In the preprocessing step, a strategy incorporating k-means algorithm and a novel sequencing algorithm is used to cluster Flip-Flops (FFs) with similar SER in order to reduce the dimensionality for the subsequent step. Bayesian Neural Network (BNN) is the applied surrogate model for acquiring the posterior distribution of three design metrics, while the Lower confidence bound (LCB) functions are employed as acquisition functions to select the next point based on BNN when optimizing. Finally, the non-dominated sorting genetic algorithm (NSGA-II) is used to search the Pareto Optimal Front (POF) solutions of three LCB functions. Experimental results demonstrate the proposed framework has a 1.4x improvement in accuracy and a 70% reduction in SER with acceptable increases in power and area.
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