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基于Dirichlet先验分布的模糊可靠性增长模型研究 被引量:2

Fuzzy Reliability-growth Model Analysis Based on Dirichlet Prior Distribution
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摘要 将模糊理论应用于基于Dirichlet先验分布的Bayes可靠性增长模型,提出了可靠性增长的模糊模型。在对Dirichlet先验分布函数研究的基础上,分析了先验参数的获取方法。针对某水冲压发动机可靠性增长试验使用Dirichlet先验分布模型进行了分析,给出了试验各阶段的先验分布和后验分布,并分析了与先验信息方差有关的参数对后验可靠度的影响。在此基础上,通过引入模糊变量,发展了模糊可靠性增长模型,得到了试验各阶段模糊可靠度。 A fuzzy reliability growth model was presented on the basis of a Bayesian reliability-growth model based on Dirichlet prior distribution using fuzzy theory. The method for determining prior parameters was studied using Dirichlet prior distribution. A metal/water reaction ramjet's reliability growth test data was analyzed using this distribution. The prior distribution and the posterior distribution at each test stage were presented. And the effect of the parameter related to prior information's variance on posterior reliability was analyzed. Fuzzy variable was introduced in the original model to build a fuzzy reliability growth model. Using the model,the fuzzy reliability at each stage was calculated.
出处 《国防科技大学学报》 EI CAS CSCD 北大核心 2010年第3期156-160,共5页 Journal of National University of Defense Technology
关键词 可靠性增长 Dirichlet分布 模糊 先验分布 reliability growth model Dirichlet distribution fuzzy prior distribution
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  • 1喻天翔,宋笔锋,冯蕴文.基于Dirichlet先验分布的Bayes二项可靠性增长方法[J].系统工程理论与实践,2006,26(1):131-135. 被引量:7
  • 2刘飞,窦毅芳,张为华.基于狄氏先验分布的固体火箭发动机可靠性增长Bayes分析[J].固体火箭技术,2006,29(4):239-242. 被引量:8
  • 3周源泉.研制试验阶段产品可靠性增长的评定[J].强度与环境,1983,:1-19.
  • 4Smith A F M.A baysian notes on reliability growth during a development testing program[J].IEEE Transations on Reliability,1977,26(5):346-347.
  • 5Sohn S Y.Baysian dynamic forecasting for attribute reliability[J].Computer Ind Engng,1997,33(3-4):741-744.
  • 6Mazzuchi T A,Soyer R.A bayes method for assessing product reliability during development testing[J].IEEE Transations on Reliability,1993,42(3):503-510.
  • 7Mazzuchi T A,Soyer R.Reliability assessment and prediction during product development[C].1992 Proceedings Annual Reliability and Maintainability Symposium,1992.468-474.
  • 8Erkanli A,Mazzuchi T A,Soyer R.Bayesian computations for a class of reliability growth models[J].American Statistical Association and the American Society for Quality Technometrics,1998,40(1):14-23.
  • 9Somerrville I F,Dietrich D L,Mazzuchi T A.Bayesian reliability analysis using the dirichlet prior distribution with emphasis onaccelerated life testing run in random order[J].Nonlinear Analysis,Theory Method & Application,1997,30 (7):4415-4423.
  • 10Walls L,Quigley J.Building prior distributions to support bayesian reliability growth modeling using expert judgment[J].ReliabilityEngineering and System Safety,2001,74(2):117-128.

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