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Fuzzy Decision Support System (FDSS) for Conducting FMEA

机译:进行FMEA的模糊决策支持系统(FDSS)

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Traditional Failure Mode Effects Analysis(FMEA), the system safety and reliability analysts evaluate the risk or criticality associated with the item failure modes in FMEA using descriptive terms, such as, low, important, high and very high. Owing to the subjective and qualitative nature of information, interdependences among various failure modes are often misinterpreted and decisions are made accordingly, which is indeed the serious limitation of the traditional FMEA based upon Risk Priority Number (RPN) calculations. To help the analyst's inefficient and effective analysis the paper presents a fuzzy logic based approach for conducting FMEA. In the proposed approach, the parameters used in FMEA analysis, ie, frequency of occurrence of failure (S{sub}f), severity (S) and non-detectability(S{sub}d) are represented as members of a fuzzy set, combined by matching them against the rules in a rule base, evaluated by an inference system and then defuzzified to assess the riskiness level of the failure by computing respective RPN. To illustrate the proposed fuzzy logic approach a case study from a process industry has been discussed. The traditional RPN is calculated and compared with fuzzy RPN obtained by Fuzzy Decision Support System (FDSS). The results demonstrated the inherent potential of fuzzy inference modelling in generating a knowledge base to deal with the problems of handling vague and qualitative information in a consistent and logical manner.
机译:传统的失效模式影响分析(FMEA)是系统安全性和可靠性分析人员使用描述性术语(如低,重要,高和非常高)来评估与FMEA中项目失效模式相关的风险或严重性。由于信息的主观和定性性质,经常会误解各种故障模式之间的相互依存关系,并据此做出决策,这确实是传统的基于风险优先级数(RPN)计算的FMEA的严重局限。为了帮助分析人员进行低效和有效的分析,本文提出了一种基于模糊逻辑的方法进行FMEA。在提出的方法中,FMEA分析中使用的参数,即故障发生频率(S {sub} f),严重性(S)和不可检测性(S {sub} d)被表示为模糊集的成员。 ,通过将它们与规则库中的规则进行匹配进行组合,由推理系统进行评估,然后进行模糊化处理以通过计算相应的RPN来评估故障的风险级别。为了说明所提出的模糊逻辑方法,我们讨论了来自过程工业的案例研究。计算传统RPN,并将其与通过模糊决策支持系统(FDSS)获得的模糊RPN进行比较。结果表明,模糊推理模型在生成知识库以一致且合乎逻辑的方式处理含糊不清和定性信息问题方面具有潜在的潜力。

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