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Multi-criteria failure mode effects and criticality analysis method: a comparative case study on aircraft braking system

机译:多准则失效模式的影响和临界分析方法:飞机制动系统的比较案例研究

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摘要

The Department of the USA's Army published technical manual TM 5-698-4 to create a new failure mode effects and criticality analysis (FMECA) method, since the formal military specifications and standards MIL-STD-1629A was cancelled. However, the design processes of the two-phase product do not take the most appropriate corrective measures to eliminate the product risks in the first design phase. Thus, the risk priority number (RPN) and criticality analysis (CA) methods have serious flaws from a technical perspective which are still widely used and misleading in the related FMECA handbook and instruction manual. This paper uses the maximal entropy ordered weighted geometric averaging (ME-OWGA) operator to obtain the optimal weighting vector, which calculates FMECA values in one-phase and moreover circumvents the difficulties of mathematical operators. A fighter aircraft braking system is used as a case study to illustrate the proposed method, which compares the proposed approach with the RPN and CA methods. The results indicate that the proposed method can efficiently shorten the design process and more accurately calculate than MIL- STD-1629A, TM 5-698-4, FMECA handbook and other equivalent instruction manuals.
机译:由于取消了正式的军事规格和标准MIL-STD-1629A,美国陆军部发布了技术手册TM 5-698-4,以创建新的失效模式效应和临界度分析(FMECA)方法。但是,两阶段产品的设计过程并未采取最适当的纠正措施来消除第一设计阶段的产品风险。因此,从技术角度来看,风险优先级数(RPN)和危险度分析(CA)方法存在严重的缺陷,在相关的FMECA手册和说明手册中仍被广泛使用并产生误导。本文使用最大熵有序加权几何平均算子(ME-OWGA)来获得最优加权向量,该向量计算一相的FMECA值,并且避免了数学算子的困难。以战斗机制动系统为例,说明了该方法,并与RPN和CA方法进行了比较。结果表明,与MIL-STD-1629A,TM 5-698-4,FMECA手册和其他等效的说明手册相比,所提出的方法可以有效地缩短设计过程并更准确地进行计算。

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