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Uncertainties and Transformation Principles in PSA

机译:PSA中的不确定性和转换原理

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摘要

When evaluating the reliability of systems, e.g. by fault and event tree, usually, classical probabilistic tools are applied. Doing so, one, however, can be faced with sincere difficulties. First, the probabilites may not be exactly known. Second, the dependencies between elements may be unknown (often, statistical independence is assumed what may lead to erroneous results). Third, information on failure probability of components may be available merely in the form of experts' evaluations what often can be described by fuzzy numbers. Hence, there is a need of grasping insufficient information (leading to inexact probabilities) and information from different sources. In the paper we present unifying approaches based on belief and plausibility functions (Dempster-Shafer Theory) enabling the creation of hybrid models.
机译:当评估系统的可靠性时通过故障和事件树,通常会使用经典的概率工具。然而,这样做可能会遇到真诚的困难。首先,可能不完全了解概率。其次,元素之间的依赖性可能是未知的(通常,假定统计独立性可能导致错误的结果)。第三,可能仅以专家评估的形式获得有关组件失效概率的信息,而这通常可以用模糊数来描述。因此,需要掌握不足的信息(导致不准确的概率)和来自不同来源的信息。在本文中,我们介绍了基于信念和合理性函数(Dempster-Shafer理论)的统一方法,可以创建混合模型。

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