电信系统中无声故障的建模

J.A. Stanshine
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引用次数: 1

摘要

无声故障是电信或其他系统中的一种情况,当它发生时,通常的故障检测方法无法检测到。对于通常用于预测电信系统可靠性的稳态马尔可夫模型,具有静默故障的系统的停机时间估计可能大大高于实际系统停机时间。这是因为在系统有限的生命周期内,具有无声故障的系统往往无法接近稳定状态。本文提出了对标准稳态马尔可夫可靠性模型的一种修正。提议的修改包括添加状态转换,有效地表示正在研究的系统的完全替换。在修改后的模型中,这种转变以2/T的速率发生,其中T是系统或学习寿命。文中的例子和定理表明,该方法在各种情况下都能产生准确的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling silent failures in telecommunications systems
A silent failure is a condition in a telecommunications or other system which, when it occurs, remains undetected by normal fault detection methods. With the steady state Markov models that are usually used to predict telecommunications system reliability, estimates of downtime of systems with silent failures may be substantially higher than actual system downtime. This is due to the fact that a system with silent failures frequently comes nowhere close to approaching steady state during the system's finite life. This paper proposes a modification to the standard steady state Markov reliability models. The proposed modification involves the addition of a state transition effectively representing complete replacement of a system under study. With the modified model, this transition occurs at a rate 2/T, where T is system or study life. The paper includes examples and theorems that demonstrate that the method produces accurate results in a wide range of circumstances.
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