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Weibull分布下双应力交叉步加试验的逆矩估计法 被引量:1

The Method of Inverse Monent on Double Alternative Step-Stress Accelerated Life Test for Weibull Distribution
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摘要 论述了Weibull分布下双应力交叉步加试验的时间折算公式及数据统计分析的逆矩估计法。 In this article,the writer analyzes time conversion and method of inverse monent on double alternative step-stress accelerated life test for Weibull distribution.
作者 鲍志晖
机构地区 黄山学院教学系
出处 《黄山学院学报》 2007年第3期9-11,共3页 Journal of Huangshan University
关键词 WEIBULL分布 双应力交叉步加试验 时间折算 逆矩估计法 Weibull distribution double alternative step-stress accelerated life test time conversion method of inverse monent
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  • 1Balakrishnan IN, Xie Q H. Kxact inference for a simple step-stressmodel with type- H hybrid censored data from the exponential(listril)ution [Jj. Journal of Statistical Planning and Inference,2007,137(8) : 2543-2563.
  • 2Balakrishnan N,Kundu D, Ng H K T, Kannan N. Point andinterval estimation for a simple step-stress model with type- IIcensoring [ J ] . Journal of Quality Technology , 2007 , 39( 1 ): 35-47.
  • 3Upadhyay S K, Mukherjee B. Bayes analysis and comparison ofaccelerated weibull and accelerated birnbaum-saunders models [J].Communications in Statistics-Theory and Methods , 2010 , 39 ( 2 ):195-213.
  • 4Sun T, Shi Y , Dang S. Inference for Burr-XII with progressive type-II censoing with random removals in step-stress partially acceleratedlife test [ C ] // Proceedings of 2012 International Conference onQuality, Reliability, Risk, Maintenance, and Safety Engineering(ICQR2MSE ). Cheng Du: University of Electronic Science andTechnology of China, 2012,II: 888-893.
  • 5Zhao Z , Song B , Wang X , Zhang (t. Maximum likelihood estimationof double alternative step-stress accelerated life lest for electronics[C ] // Proceedings of the Third international conference on Artificialintelligence and computational intelligence. Heidell>erg : Springer-Verlab Berlin, 2011,I: 27-34.
  • 6Nelson W. Accelerated life testing step-slress models and dataanalyses [J]. IEEE Trans, on Reliability, 1980, 29(3) : 103-108.
  • 7覃晓琼,康会光,师义民,胡俊梅.混合Ⅱ型截尾样本下简单步加试验的统计分析[J].计算机工程与应用,2008,44(18):236-238. 被引量:1
  • 8孟亚峰,贾占强,蔡金燕.基于正态分布的双应力交叉步阶试验仿真研究[J].现代电子技术,2009,32(2):71-75. 被引量:1
  • 9韩明.Weibull分布可靠性参数的置信限[J].机械强度,2009,31(1):59-62. 被引量:18
  • 10韩明.失效率的双侧M-Bayes可信限及其应用[J].机械强度,2012,34(5):719-723. 被引量:3

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