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Directed Graph Techniques for the Analysis of Fault Trees

机译:有向图技术在故障树分析中的应用

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Since the introduction of the fault tree method for system safety and reliability analysis more than a decade ago, the method has gained considerable acceptance for qualitative analyses. It has also gained a degree of acceptance for quantitative analyses, despite difficulties encountered in performing the probabilistic evaluations using available methods. Some of the difficulties encountered with previous evaluation methods are avoided by the methods of this paper. The new methods involve the use of directed graphs (digraphs) and related matrix methods, and solutions for paths in a manner similar to that for conventional digraphs. Most of the attractiveness stems from the fundamental philosophy of speedily transforming the graphics into corresponding matrices. This puts the bulk of the solution effort into the mathematics where it belongs. The major benefit arises because the mathematical solutions are readily performed by standard matrix techniques, which can be implemented either manually or with the aid of a computer. The new methods have been used on various hypothetical logic combinations plus actual fault trees of typical sizes.
机译:自从十多年来引入故障树方法进行系统安全性和可靠性分析以来,该方法已获得了定性分析的广泛接受。尽管使用可用方法进行概率评估时遇到困难,但它也已获得定量分析的接受度。本文的方法避免了以前的评估方法遇到的一些困难。新方法涉及使用有向图(有向图)和相关的矩阵方法,以及以类似于传统有向图的方式解决路径问题。大部分吸引力来自将图形快速转换为相应矩阵的基本原理。这将解决方案的大部分精力投入了它所属的数学领域。之所以会产生主要的好处,是因为数学解决方案可以通过标准矩阵技术轻松执行,这些矩阵技术可以手动实现,也可以借助计算机来实现。新方法已用于各种假设逻辑组合以及典型大小的实际故障树。

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