单单元容错记忆系统的马尔可夫模型

L. Schiano, M. Ottavi, F. Lombardi
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引用次数: 24

摘要

单个事件干扰(SEU)可以影响数字系统(如存储器和处理器)的正确操作。本文提出了一种基于马尔可夫的模型,用于分析单单元运行场景下不同容错存储器安排的可靠性和可用性。这些安排利用冗余(双工或三工复制)来实现由仲裁提供的动态容错操作(用于错误检测和输出选择),以及在专用电路的存在下实现不同的校正/检测码,以将位翻转作为错误。主要目标是在长任务时间内保持存储系统数据输出的正确性或故障安全特性。结果表明,用错误控制码编码的双工存储系统比三工存储系统具有更高的可靠性。此外,与具有相同错误检测功能的错误纠正代码相比,使用单错误纠正和双错误检测代码(SEC-DED)可以提高可用性和可靠性。
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Markov models of fault-tolerant memory systems under SEU
A single event upset (SEU) can affect the correct operation of digital systems, such as memories and processors. This paper proposes Markov based models for analyzing the reliability and availability of different fault-tolerant memory arrangements under the operational scenario of an SEU. These arrangements exploit redundancy (either duplex or triplex replication) for dynamic fault-tolerant operation as provided by arbitration (for error detection and output selection) as well as in the presence of dedicated circuitry implementing different correction/detection codes for bit-flips as errors. The primary objective is to preserve either the correctness, or the fail-safe nature of the data output of the memory system for long mission time. It is shown that a duplex memory system encoded with error control codes has a higher reliability than the triplex arrangement. Moreover, the use of a code for single error correction and double error detection (SEC-DED) improves both availability and reliability compared to an error correction code with same error detection capabilities.
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