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A novel approach to emergency risk assessment using FMEA with extended MULTIMOORA method under interval-valued Pythagorean fuzzy environment

机译:近距离蟒蛇模糊环境下延伸多因素方法的一种新型应急风险评估方法

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摘要

Purpose - The application of the traditional failure mode and effects analysis (FMEA) technique has been widely questioned in evaluation information, risk factor weights and robustness of results. This paper develops a novel FMEA framework with extended MULTIMOORA method under interval-valued Pythagorean fuzzy environment to solve these problems. Design/methodology/approach - This paper introduces innovatively interval-value Pythagorean fuzzy weighted averaging (IVPFWA) operator, Tchebycheff metric distance and interval-value Pythagorean fuzzy weighted geometric (IVPFWG) operator into the MULTIMOORA submethods to obtain the risk ranking order for emergencies. Finally, an illustrative case is provided to demonstrate the practicality and feasibility of the novel fuzzy FMEA framework. Findings - The feasibility and validity of the proposed method are verified by comparing with the existing methods. The calculation results indicate that the proposed method is more consistent with the actual situation of project and has more reference value. Practical implications - The research results can provide supporting information for risk management decisions and offer decision-making basis for formulation of the follow-up emergency control and disposal scheme, which has certain guiding significance for the practical popularization and application of risk management strategies in the infrastructure projects. Originality/value - A novel approach using FMEA with extended MULTIMOORA method is developed under IVPF environment, which considers weights of risk factors and experts. The method proposed has significantly improved the integrity of information in expert evaluation and the robustness of results.
机译:目的 - 传统故障模式和效果分析(FMEA)技术在评估信息,危险因素权重和结果的稳健性中受到广泛质疑。本文开发了一种新的FMEA框架,在间隔毕达哥仑模糊环境下进行了延长的Multimoora方法来解决这些问题。设计/方法/方法 - 本文介绍了创新的间隔值Pythagorean模糊加权平均(IVPFWA)运算符,Tchebycheff公制距离和间隔值Pythagorean模糊加权几何(IVPFWG)操作员进入Multimoora Inflethods,以获得紧急情况的风险排名顺序。最后,提供了一种说明性案例以证明新型模糊FMEA框架的实用性和可行性。调查结果 - 通过与现有方法进行比较来验证所提出的方法的可行性和有效性。计算结果表明,该方法与项目的实际情况更符合,并且具有更多的参考价值。实际意义 - 研究结果可以为风险管理决策提供支持信息,并为制定后续应急控制和处置方案提供决策基础,这对风险管理策略的实际推广和应用具有一定的指导意义基建项目。原创性/值 - 利用延长Multimoora方法使用FMEA的新方法是在IVPF环境下开发,这考虑了风险因素和专家的重量。提出的方法显着提高了专家评估中信息的完整性和结果的鲁棒性。

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