1977
DOI: 10.1021/i260064a017
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Fault Tree Analysis of Sequential Systems

Abstract: Fault tree analysis is a systems safety technique for determining the logical combinations of events which could cause a specific hazard to occur. Digraph models are proposed which describe sequential relationships between events. A computer program which automatically constructs fault trees from digraph models is illustrated for an air-drying process.

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Cited by 26 publications
(12 citation statements)
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“…Lapp and Powers algorithm has been extended by Shaeiwitz et al (1977) so that it may be applied to batch processes. The arcs of the SDG's are made conditional on system events so that successive behaviour within the batch system can be modelled.…”
Section: Z3 Lz Constructing Fauft Treesfrom Signed Directed Graphsmentioning
confidence: 99%
“…Lapp and Powers algorithm has been extended by Shaeiwitz et al (1977) so that it may be applied to batch processes. The arcs of the SDG's are made conditional on system events so that successive behaviour within the batch system can be modelled.…”
Section: Z3 Lz Constructing Fauft Treesfrom Signed Directed Graphsmentioning
confidence: 99%
“…Finally, the potential of practical applications is limited by the inherent nature of digraph models. In particular, it is not convenient to use them for describing dynamic systems in sequential operations; see, for example, Shaeiwitz et al (1977), and thus the current version of IHAS is incapable of carrying out the procedure HAZOP analysis.…”
Section: Applicationsmentioning
confidence: 99%
“…Generally speaking, digraph is one of the most popular models. Numerous publications exist in the literature (Shaeiwitz et al, 1977;Chamow, 1978;Lambert, 1979;Lapp and Powers, 1979;Allen and Rao, 1980;Cummings et al, 1983;Allen, 1984;Andrews and Morgan, 1986;Andrews and Brennan, 1990). Although it has been shown in these works that the digraph-based techniques are useful in practical applications, the original method proposed by Lapp and Powers (1977) is still deficient under certain conditions (Andow, 1980(Andow, , 1981Galluzzo and Andow, 1984).…”
Section: Introductionmentioning
confidence: 99%
“…The directed edge (G1,C2) enters node Gz and leaves node G1 and designates that the variable GI affects the variable Gz (Shaeiwitz et al, 1977;Govind, 1978a).…”
Section: I N T E R a C T L O N A Nmentioning
confidence: 99%