LI Yu-hai, LIU Wen-ting, JIANG Dong-bin, et al. Fatigue Life Corrective Factor of Wing-Main-Beam under Corrosive Condition[J]. Journal of Beijing University of Aeronautics and Astronautics, 2002, 28(1): 30-33. (in Chinese)
Citation: Hong Dongpao, Ma Xiaobing, Zhao Yu, et al. Environment referring factor based on proportional hazards model[J]. Journal of Beijing University of Aeronautics and Astronautics, 2010, 36(4): 443-446. (in Chinese)

Environment referring factor based on proportional hazards model

  • Received Date: 26 Mar 2009
  • Publish Date: 30 Apr 2010
  • The relations of reliability and environment factors were described by the proportional hazards model (PHM). Using the model,the influences of environment factors on reliability were measured quantificationally. A calculation method of environment referring factor was proposed. In the method,the varied environment test data was used synthetically to improve the calculation precision of environment referring factor. The prediction of environment referring factor is becoming possible with the method. For complex environment,the generalized proportional hazards model was introduced to measure the interaction of varied environment on reliability. The model was established by radial basis function using the varied environment test data. The statistical inference of the environment referring factor for usual life distributions was put forward based on the PHM. The example shows that the method is reasonable and straightforward for engineering.

     

  • [1] Wang H Z,Ma B H,Shi J.Estimation of environmental factors for the inverse Gaussian distribution[J].Microelectronics & Reliability,1992,32:931-934 [2] Wang H Z,Ma B H,Shi J.Estimation of environmental factor for the log normal distribution[J].Microelectronics & Reliability,1992,32:679-685 [3] Wang H Z,Ma B H,Shi J.Estimation of environmental factor for the normal distribution[J].Microelectronics & Reliability,1992,32:457-463 [4] Wang H Z,Ma B H,Shi J.A research study of environmental factors for the gamma distribution[J].Microelectronics & Reliability,1992,32:331-335 [5] Essayed E A,Wang H Z.Bayes & classical estimation of environmental factors for the binomial distribution[J].IEEE Transactions on Reliability,1996,45(4):661-665 [6] 周源泉,翁朝曦,叶喜涛.论加速系数与失效机理不变的条件(Ⅰ):寿命型随机变量的情况[J].系统工程与电子技术,1996,18(1):55-67 Zhou Yuanquan,Weng Zhaoxi,Ye Xitao.Study on accelerated factor and condition for constant failure mechanism (I):the case for lifetime is a random variable[J].Systems Engineering and Electronics,1996,18(1):55-67(in Chinese) [7] 傅博,杜振华,赵宇.一种基于遗传算法的环境因子确定方法[J].北京航空航天大学学报,2004,30(5):465-468 Fu Bo,Du Zhenhua,Zhao Yu.Acquirement method of environmental factor with genetic algorithm[J].Journal of Beijing University of Aeronautics and Astronautics,2004,30(5):465-468(in Chinese) [8] 李凤,师义民,荆源.两参数Weibull分布环境因子的Bayes估计[J].系统工程与电子技术,2008,30(1):186-189 Li Feng,Shi Yimin,Jing Yuan.Bayesian estimation for environmental factor of two parameter of Weibull distribution[J].Systems Engineering and Electronics,2008,30(1):186-189(in Chinese) [9] Tebbi O,Gu rin F,Dumon B. Statistical analysis of accelerated experiments in mechanics using a mechanical accelerated life model //Proceedings Annual Reliability and Maintainability Symposium.Tampa:IEEE,2003:124-131 [10] Dupuy J F,Granma I, Mesbah M.Asymptotic theory for the Cox model with missing time-dependent covariate[J].The Annals of Statistics,2006,34(2):903-924 [11] Buhmann M D.Radial basis functions[M].Cambridge: Cambridge University Press,2004 [12] Mettas A.Modeling & analysis for multiple stress-type accelerated life data //Proceedings Annual Relability and Maintainability Symposium.Los Angeles:IEEE,2000:138-143
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