Abstract

In this article, we study the semantics of dynamic fault trees and related formalisms. We suggest that there are actually three mechanisms at work in dynamic fault trees: first, changes of states due to occurrences of events, second bottom-up propagations of values as in static fault trees, and third top-down propagations of demands of activations of components. We propose a direct translation of dynamic fault trees into guarded transitions systems, the underlying mathematical model of the AltaRica 3.0 modeling language. This encoding provides a good basis for our study. We discuss also assessment algorithms at hand in light of this translation.

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