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Algebraic Modeling for Dynamic Gates in Dynamic Fault Trees

机译:动态故障树动态闸门的代数模型

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This paper proposed a novel algebraic framework for modeling dynamic gates in dynamic fault trees (DFTs). The algebraic modeling of DFTs tries to avoid the ambiguities and inconsistencies of the natural languages-based original definitions. Aim to solve this issue, preliminarily a formal framework is defined, including the definitions, properties, rules and theorems. Then, under the framework, algebraic approaches and automatic conversion algorithms for any form of dynamic gates are developed. Finally, an instance verifies the validity of the approaches. Algebraic modeling helps to build the more rigorous mathematical theoretical systems of DFTs. Meanwhile, automatic conversion algorithms are conducive to effective computer-aided modeling for DFTs.
机译:本文提出了一种新的代数框架,用于在动态故障树(DFT)中建模动态栅极。 DFT的代数建模试图避免基于自然语言的原始定义的含糊不清和不一致。旨在解决这个问题,初步定义了正式框架,包括定义,属性,规则和定理。然后,在框架下,开发了任何形式的动态栅极的代数方法和自动转换算法。最后,一个实例验证了方法的有效性。代数建模有助于建立更严格的DFT数学理论系统。同时,自动转换算法有利于对DFT进行有效的计算机辅助建模。

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