期刊文献+

强理智多态系统可靠性特征量及评价指标 被引量:2

Reliability Eigenvalue and Evaluating Index of Strongly Coherent Multistate System
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摘要 该文结合多态系统的基本概念 ,重点讨论了强理智多态系统可靠性的特征量及评价指标 ,给出了强理智多态串联及并联系统可靠度计算表达式。通过引入多态系统在某时刻的期望性能利用水平、性能利用水平分散程度参数及可用寿命等评价指标 ,提供了进行强理智多态系统的动态可靠性分析及竞争系统可靠性定量评价的方法。通过串联系统实例 ,说明预测及评价的定量分析方法 。 According to the basic concept of multistate system, the eigenvalue and evaluating index of strongly coherent multistate system(SCMS) are discussed.The reliability expression of series and parallel SCMS is offered. By introducing the evaluating index, such as s expected performance utility level, variance of s expected performance utility level and usable life index and so on, the method of dynamic reliability analysis and quantitive evaluation of SCMS is put forward in the process of comparing competing system. Through an example of a series system,its analytical method is presented of foreseting and evaluating system reliability.It can be used as reference to the reliability evaluation and analysis of complicated system.
出处 《南京理工大学学报》 EI CAS CSCD 北大核心 2003年第2期137-140,共4页 Journal of Nanjing University of Science and Technology
基金 国防科技预研行业基金资助项目
关键词 强理智系统 多态系统 可靠性特征量 评价指标 strongly coherent system, multistate system, reliability eigenvalue, evaluating index
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参考文献3

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同被引文献68

  • 1周金宇,谢里阳,王学敏.多状态系统共因失效分析及可靠性模型[J].机械工程学报,2005,41(6):66-70. 被引量:19
  • 2李春洋.基于多态系统理论的可靠性分析与优化设计方法研究[D].长沙:国防科学技术大学,2010.
  • 3LISNIANSKI A, LEVITIN G. Multi-state system reliability: assessment, optimization and applieations[M]. Singapore Cit- y, Singapore: World Scientific, 2003.
  • 4LEVITIN G. The universal generating function in reliability a- nalysis and optimization [M]. Berlin, Germany:Springer-Ver- lag, 2005.
  • 5LEVITIN G, XING Liudong. Reliability and performance of multi-state systems with propagated failures having selective effect[J]. Reliability Engineering and System Safety, 2010,95 (6) : 655-661.
  • 6AMARI S V, XING Liudong, SHRESTHA Akhilesh, et al. Performability analysis of multistate computing systems using multivalued decision diagrams [ J ]. IEEE Transactions on Computers,2010,59(10):1419-1433.
  • 7SHARMA S P, KUMAR D, KUMAR A. Reliability analy- sis of complex multi-robotic system using GA and fuzzy meth- odology[J]. Applied Soft Computing,2012,(12)..405-415.
  • 8LIU Y, KAPUR K C. Customer's cumulative experience measures for reliability of non-repairable aging multi-state systems[J]. Quality, Technology and Quantitative Manage- ment, 2007,4 (2) : 225-234.
  • 9Lisnianski A, Levitin G. Multi-state system reliability: Assessment, optimization and applications [ M ]. Singapore : World Scientific, 2003 : 1-3.
  • 10Levitin G. The Universal Generating Function in Reliability Analysis and Optimization [ M ]. London : Springer, 2005 : 67-68.

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