Applying fuzzy cognitive-maps knowledge-representation to failure modes effects analysis

C. Peláez, J. Bowles
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引用次数: 126

Abstract

A failure mode and effects analysis (FMEA) seeks to determine how a system will behave in the event of a device failure. It involves the integration of several expert tasks to select components for analysis, determine failure modes, predict failure effects, propose corrective actions, etc. During an FMEA, numerical values are often not available or applicable and qualitative thresholds and linguistic terms such as high, slightly high, low, etc., are usually more relevant to the design than numerical expressions. Fuzzy set theory and fuzzy cognitive maps provide a basis for automating much of the reasoning required to carry out an FMEA on a system. They offer a suitable technique to allow symbolic reasoning in the FMEA instead of numerical methods, thus providing human like interpretations of the system model under analysis, and they allow for the integration of multiple expert opinions. This paper describes how fuzzy cognitive maps can be used to describe a system, its missions, failure modes, their causes and effects. The maps can then be evaluated using both numerical and graphical methods to determine the effects of a failure and the consistency of design decisions.
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模糊认知图知识表示在失效模式影响分析中的应用
故障模式和影响分析(FMEA)旨在确定设备发生故障时系统将如何表现。它涉及到几个专家任务的集成,以选择部件进行分析,确定失效模式,预测失效影响,提出纠正措施等。在FMEA中,数值通常不可用或不适用,定性阈值和语言术语,如高、略高、低等,通常比数值表达与设计更相关。模糊集合理论和模糊认知图为在系统上执行FMEA所需的大部分推理自动化提供了基础。它们提供了一种合适的技术,允许在FMEA中进行符号推理,而不是数值方法,从而为分析中的系统模型提供类似人类的解释,并且它们允许集成多个专家意见。本文描述了如何使用模糊认知图来描述一个系统,它的任务,失效模式,它们的原因和影响。然后可以使用数值和图形方法来评估这些图,以确定故障的影响和设计决策的一致性。
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