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A fuzzy linear programming model for risk evaluation in failure mode and effects analysis

机译:失效模式下风险评估的模糊线性规划模型及影响分析

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In traditional approach, failure mode and effects analysis determines the risk priories of failure modes through the risk priority number which is determined by multiplication of three risk factors namely, failure occurrence (O), failure severity (S) and failure detection ability (D). In this approach, different weights of risk factors were not taken into consideration so that the three risk factors were assumed to have the same weight. This may not be realistic in real applications. In this paper we treat the risk factors as fuzzy variables and evaluate them using fuzzy linguistic terms and fuzzy ratings. As a result, fuzzy risk priority numbers (FRPNs) are proposed for prioritization of failure modes. The FRPNs are defined as fuzzy geometric means of the fuzzy ratings for O, S and D and can be computed using alpha-level sets and linear programming models. A numerical example is provided to examine the results of this model.
机译:在传统方法中,故障模式和影响分析通过风险优先级数来确定故障模式的风险优先级,该风险优先级数由三个风险因素(故障发生次数(O),故障严重程度(S)和故障检测能力(D))相乘而确定。 。在这种方法中,没有考虑不同风险因素的权重,因此假定这三个风险因素具有相同的权重。在实际应用中,这可能不现实。在本文中,我们将风险因素视为模糊变量,并使用模糊语言术语和模糊等级对其进行评估。结果,提出了模糊风险优先级数字(FRPNs)来确定故障模式的优先级。 FRPN被定义为O,S和D的模糊等级的模糊几何平均值,可以使用alpha级集和线性规划模型进行计算。提供了一个数值示例来检查此模型的结果。

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