[1]WU X,WU X,BALAKRISHNAN N. Reliability Allocation Model and Algorithm for Phased Mission Systems with Uncertain Component Parameters Based on Importance Measure[J]. Reliability Engineering & System Safety,2018,180:266-276.
[2]CATELANI M,CIANI L,PATRIZI G,et al. Reliability Allocation Assessment Using MEOWA Method in Complex Redundant Systems[C]//2nd Annual IEEE International Symposium on Systems Engineering (ISSE). Edinburgh,2016:253-257.
[3]CATELANI M,CIANI L,PATRIZI G,et al. Reliability Allocation Procedures in Complex Redundant Systems[J]. IEEE Systems Journal,2018,12(2):1182-1192.
[4]YANG Z,LIU P,ZHU Y,et al. A Comprehensive Reliability Allocation Method for Series Systems Based on Failure Mode and Effects Analysis Transformed Functions[J]. Proceedings of the Institution of Mechanical Engineers Part B—Journal of Engineering Manufacture,2016,230(12):2239-2248.
[5]WANG H,ZHANG Y M,YANG Z,et al. Investigation on the Multifactor Reliability Allocation Method for CNC Lathes Based on Modified Criticality and Objective Information[J]. Proceedings of the Institution of Mechanical Engineers Part C—Journal of Mechanical Engineering Science,2018,232(9):1647-1656.
[6]LIU Y,FAN J,MU D. Reliability Allocation Method Based on Multidisciplinary Design Optimization for Electromechanical Equipment[J]. Proceedings of the Institution of Mechanical Engineers Part C—Journal of Mechanical Engineering Science,2015,229(14):2573-2585.
[7]HONG Z,FENG Y,LI Z,et al. Reliability-based and Cost-oriented Product Optimization Integrating Fuzzy Reasoning Petri Nets,Interval Expert Evaluation and Cultural-based DMOPSO Using Crowding Distance Sorting[J]. Applied Sciences,2017,7(8):1-21.
[8]HABIB M,YALAOUI F,CHEHADE H,et al. Multi-objective Design Optimisation of Repairable k-out-of-n Subsystems in Series with Redundant Dependency[J]. International Journal of Production Research,2017,55(23):7000-7021.
[9]张强,李坚,谢里阳,等. 考虑二层因素影响的综合因子可靠性分配法[J]. 中国机械工程,2019,30(19):2301-2305.
ZHANG Qiang,LI Jian,XIE Liyang,et al. Integrated Factor Reliability Allocation Method Considering Influences of Two-layer Factors[J].China Mechanical Engineering,2019,30(19):2301-2305.
[10]王昊,张义民,杨周,等. 考虑相关性的数控车床多因素可靠性分配法[J]. 哈尔滨工业大学学报,2017,49(7):93-99.
WANG Hao,ZHANG Yimin,YANG Zhou,et al. Multi-factor Reliability Allocation Method of CNC Lathes Considering Failure Correlation[J].Journal of Harbin Institute of Technology,2017,49(7):93-99.
[11]张义民,贾敬存,黄贤振. 基于数控机床故障信息的可靠性模糊分配[J]. 东北大学学报(自然科学版),2015,36(2):245-249.
ZHANG Yimin,JIA Jingcun,HUANG Xianzhen. Reliability Allocation of CNC Machine Tools Based on Failure Information and Fuzzy Mathematics[J].Journal of Northeastern University (Natural Science),2015,36(2):245-249.
[12]张根保,柳剑,王国强. 基于任务的数控机床模糊可靠性分配方法[J]. 计算机集成制造系统,2012,18(4):768-774.
ZHANG Genbao,LIU Jian,WANG Guoqiang. Fuzzy Reliability Allocation of CNC Machine Tools Based on Task[J]. Computer Integrated Manufacturing Systems,2012,18(4):768-774.
[13]YU H,ZHANG G,RAN Y,et al. A Comprehensive and Practical Reliability Allocation Method Considering Failure Effects and Reliability Costs[J]. Eksploatacja I Niezawodnosc-Maintenance and Reliability,2018,20(2):244-251.
[14]YU H,ZHANG G,RAN Y,et al. A Reliability Allocation Method for Mechanical Product Based on Meta-action[J]. IEEE Transactions on Reliability,2020,69(1):373-381.
[15]CHENG Q,WANG H,LIU Z,et al. Reliability Allocation Method Based on Maximum Entropy Ordered Weighted Average and Hesitant Fuzzy Linguistic Term Set[J]. Journal of Intelligent & Fuzzy Systems,2019,37(6):7991-8004.
[16]ZHANG Y,YU T,SONG B. A Reliability Allocation Method of Mechanism Considering System Performance Reliability[J]. Quality and Reliability Engineering International,2019,35(7):2240-2260.
[17]李宇龙,张根保,王勇勤,等. 数控机床基于元动作的FMEA分析技术研究[J]. 湖南大学学报(自然科学版),2019,46(10):64-75.
LI Yulong,ZHANG Genbao,WANG Yongqin,et al. Research on FMEA Analysis Technology Based on Meta-action for Numerical Control Machine Tool[J]. Journal of Hunan University (Natural Sciences),2019,46(10):64-75.
[18]CHEN Y,ZHANG G,RAN Y. Risk Analysis of Coupling Fault Propagation Based on Meta-action for Computerized Numerical Control (CNC) Machine Tool[J]. Complexity,2019(8):1-11.
[19]李冬英,李梦奇,张根保,等. 元动作装配单元误差源及误差传递模型研究[J]. 机械工程学报,2015,51(17):146-155.
LI Dongying,LI Mengqi,ZHANG Genbao,et al. MechanismAnalysis of Deviation Sourcing and Propagation for Meta-action Assembly Unit[J]. Journal of Mechanical Engineering,2015,51(17):146-155.
[20]KONAKLI K,SUDRET B. Global Sensitivity Analysis Using Low-rank Tensor Approximations[J]. Reliability Engineering & System Safety,2016,156:64-83.
[21]UMEDA Y,ISHII M,YOSHIOKA M,et al. Supporting Conceptual Design Based on the Function-behavior-state Modeler[J]. Artificial Intelligence for Engineering Design Analysis and Manufacturing,1996,10(4):275-288.
[22]胡小平,杨世锡. 产品概念设计过程中信息映射模型的研究[J]. 中国机械工程,2005,16(15):1366-1368.
HU Xiaoping,YANG Shixi.Research on Model of Information Mapping in Product Conceptual Design[J]. China Mechanical Engineering,2005,16(15):1366-1368.
[23]SOBOL I M. Sensitivity Estimates for Nonlinear Mathematical Models[J]. Mathematical Modelling and Computational Experiments,1993,1(4):407-414.
[24]KONAKLI K,SUDRET B. Polynomial Meta-models with Canonical Low-rank Approximations:Numerical Insights and Comparison to Sparse Polynomial Chaos Expansions[J]. Journal of Computational Physics,2016,321:1144-1169.
[25]LI Y,ZHANG G,WANG Y,et al. Research on Reliability Allocation Technology for NC Machine Tool Meta-action[J]. Quality and Reliability Engineering International,2019,35(6):2016-2044.
[26]LI Y,ZHANG X,RAN Y,et al. Research on Meta-action Decomposition and Meta-action Unit Modeling Technology for Electromechanical Product[J]. Quality and Reliability Engineering International,2020,36(1):268-284.
[27]孟雨田,严正,徐潇源,等. 配电网状态估计的全局灵敏度分析及应用[J]. 电力系统自动化,2020,44(2):114-126.
MENG Yutian,YAN Zheng,XU Xiaoyuan,et al. Global Sensitivity Analysis on State Estimation of Distribution Network and Its Application[J]. Automation of Electric Power Systems,2020,44(2):114-126.
[28]MARELLI S,SUDRET B. UQLab:A Framework for Uncertainty Quantification in Matlab[C]//Proceedings 2nd International Conference on Vulnerability,Risk Analysis and Management (ICVRA M2014). Liverpool,2014:2554-2563.
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