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一类应力—强度干涉模型的Bayes可靠性分析 被引量:1

Bayesian Reliability Analysis for Stress-Strength Models
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摘要 在应力—强度干涉模型中,当应力服从指数分布,强度服从伽玛分布情况下讨论了给定验前分布情况下可靠度的Bayes估计。并给出了数值例子,通过分析表明,Bayes模拟结果较好。 In stress- strength models , we discussed Bayes estimation of reliability when the stress follows exponential distribution , the Strength follows Ganana distribution and the prior distribution has been given. In the last, we gave the numerical example , Through our analysis we got the conclustion that the Bayes method is proper to this model.
出处 《上饶师范学院学报》 2007年第3期14-17,共4页 Journal of Shangrao Normal University
基金 江西省教育科学"十一五"规划重点课题研究成果(06ZD071)
关键词 应力—强度模型 BAYES分析 可靠度 Stress - strength models bayesian analysis reliability
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参考文献9

  • 1Birnbaum Z M.On a use of the Mamn-Whitney Statistic[C].Proceedings of the third Berjeky Symposium on Mathematical Statistics and Probability.Berkeley,California:University of California Press,1956,(1):13-17.
  • 2Basu A.P.Estimation of the Reliability of Complex System-a Survey[J].The Frontier of Modern Statistical Inference Procedures,American Science Press,Columbusms,1985,271-287.
  • 3Johnson R.A.Stress-strength Models for Reliability.Handbooks of Statistics,Volime 7:Quality Control and Reliability[M].NewYork:Elservier Science Pub.Co.,Inc,1988.
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  • 7张士峰.应力-强度模型的Bayes可靠性分析[J].国防科技大学学报,2000,22(3):84-89. 被引量:8
  • 8张士峰,宫二玲,王慧频.机械系统的Bayes可靠性评估[J].机械强度,2000,22(4):286-290. 被引量:5
  • 9张士峰,王慧频,李鹏波.应力-强度模型可靠性评估的仿真分析[J].计算机仿真,2000,17(4):15-17. 被引量:7

二级参考文献12

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共引文献13

同被引文献8

  • 1[1]Birnbaum Z M.On a use of the Mamn-Whitney Statistic[C],Proceedings of the third Berjeky Symposium on Mathematical Statistics and Probability.Volume 1,13-17,Berkeley,California:University of California Press,1956.
  • 2[2]Basu A.P.Estimation of the Reliability of Complex System-a Survey[J].The Froutier of Modern Statistical Inference Procedures.271~287,American SciencePress,Columhusms,1985.
  • 3[3]Johnson R.A.Stress-strength Models for Reliability.Handbooks of Statistics,Volime 7:Quality Control and Reliability[M].NewYork:Elservier Science Pub.Co.,Inc,1988.
  • 4[4]K.E.AHMAD,M.E.Fakhry and Z.F.Jaheen.Bayes Estimation of P (Y》X) in the Geometric Case[J].Microelectron.Relib.,1995 (35):817-820.
  • 5[5]K.E.ajmad,M.E.fakhry,Z.f.Jaheen.Empirical Bayes estimation of Burr-type X model[J].Journal of Statistical Planning and Inference,1997 (64):297-308.
  • 6张士峰.应力-强度模型的Bayes可靠性分析[J].国防科技大学学报,2000,22(3):84-89. 被引量:8
  • 7张士峰,王慧频,李鹏波.应力-强度模型可靠性评估的仿真分析[J].计算机仿真,2000,17(4):15-17. 被引量:7
  • 8张士峰,宫二玲,王慧频.机械系统的Bayes可靠性评估[J].机械强度,2000,22(4):286-290. 被引量:5

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