不完整失败信息下最小-最大检查点位置

T. Ozaki, T. Dohi, H. Okamura, N. Kaio
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引用次数: 19

摘要

本文研究了两类具有无限/有限时间范围的顺序检查点布置问题。针对这些问题,我们采用了基于变分原理的近似方法,并发展了近似求出最优检查点序列的计算算法。其次,我们关注系统故障知识不完全的情况,即系统故障时间分布是未知的。针对系统故障时间分布不确定情况下的最优检查点序列,提出了最小-最大检查点布置方法。在数值算例中,我们定量地研究了最小-最大检查点放置方法,并参考了它们在实践中的潜在适用性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Min-max checkpoint placement under incomplete failure information
In this paper we consider two kinds of sequential checkpoint placement problems with infinite/finite time horizon. For these problems, we apply the approximation methods based on the variational principle and develop the computation algorithms to derive the optimal checkpoint sequence approximately. Next, we focus on the situation where the knowledge on system failure is incomplete, i.e. the system failure time distribution is unknown. We develop the so-called min-max checkpoint placement methods to determine the optimal checkpoint sequence under the uncertain circumstance in terms of the system failure time distribution. In numerical examples, we investigate quantitatively the min-max checkpoint placement methods, and refer to their potential applicability in practice.
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