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Fuzzy failure modes and effects analysis by using fuzzy TOPSIS-based fuzzy AHP

机译:基于模糊TOPSIS的模糊层次分析法的模糊失效模式及影响分析

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Failure mode and effects analysis (FMEA) is a widely used engineering technique for designing, identifying and eliminating known and/or potential failures, problems, errors and so on from system, design, process, and/or service before they reach the customer (Stamatis, 1995). In a typical FMEA, for each failure modes, three risk factors; severity (S), occurrence (O), and detectability (D) are evaluated and a risk priority number (RPN) is obtained by multiplying these factors. There are significant efforts which have been made in FMEA literature to overcome the shortcomings of the crisp RPN calculation. In this study a fuzzy approach, allowing experts to use linguistic variables for determining S, 0, and D, is considered for FMEA by applying fuzzy 'technique for order preference by similarity to ideal solution' (TOPSIS) integrated with fuzzy 'analytical hierarchy process' (AHP). The hypothetical case study demonstrated the applicability of the model in FMEA under fuzzy environment.
机译:故障模式和影响分析(FMEA)是一种广泛使用的工程技术,用于在系统,设计,过程和/或服务到达客户之前,从系统,设计,过程和/或服务中设计,识别和消除已知和/或潜在的故障,问题,错误等。 Stamatis,1995年)。在典型的FMEA中,对于每种故障模式,三个风险因素;评估严重性(S),发生(O)和可检测性(D),并通过将这些因素相乘获得风险优先级数(RPN)。 FMEA文献已经做出了巨大的努力,以克服快速RPN计算的缺点。在这项研究中,FMEA考虑了一种模糊方法,该方法允许专家使用语言变量来确定S,0和D,方法是将模糊“层次分析法”与模糊“层次分析法”相集成,应用模糊“基于与理想解决方案相似的顺序偏好技术”(TOPSIS) '(AHP)。假设的案例研究证明了该模型在模糊环境下在FMEA中的适用性。

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