[1]刘东旭,司文艺,袁玉娇.一类单部件可修复系统的稳定性及可靠性分析[J].延边大学学报(自然科学版),2014,40(01):15-19.
 LIU Dongxu,SI Wenyi,YUAN Yujiao.The exponential stability and reliability analysis of a kind of single-component repairable system[J].Journal of Yanbian University,2014,40(01):15-19.
点击复制

一类单部件可修复系统的稳定性及可靠性分析

参考文献/References:

[1] Wang Wendai, Keceioglu Dimitri B. Confidence limits on the inherent availability of equipment[C]//2000 Proceedings Annual Reliability and Mainability Symposium, 2000:162-168.
[2] Ananda M M A, Gamage J. On steady state availability of system with lognormal repair time[J]. Applied Mathematics and Computation, 2004,150:409-416.
[3] Ananda M M A. Confidence intervals for steady state availability of a system with exponential operating time and lognormal repair time[J]. Applied Mathematics and Computation, 2003,137:499-509.
[4] Chandrasekar P, Natarajan R. Confidence limit for steady state availability of systems with lognormal operating time and inverse Gaussian repair time[J]. Microelectron Reliab, 1997,37(6):969-971.
[5] 曹晋华,程侃.可靠性数学引论[M].北京:高等教育出版社,2006.
[6] Pazy A. Semigroups of linear operators and application to partial differential equations[M]. New York: Springer, 1983:13-22.
[7] Liu Dongxu, Jin Aidong, Zhang Yufeng. Exponential stability of a four-state system[J]. Journal of Information and Decision Science, 2009,4(1):75-82.
[8] 许跟起.强连续半群本质谱半径的扰动定理[J].数学学报,1990,33(6):757-763.
[9] 许跟起.强连续(C0)半群扰动本质谱半径的估计[J].数学学报,1993,36(3):335-340.

相似文献/References:

[1]韩筱爽,方明.具有预警功能和可修复储备部件的人-机系统[J].延边大学学报(自然科学版),2014,40(02):142.
 HAN Xiaoshuang,FANG Ming.A human-machine system with warning function and general failed system repair time distribution[J].Journal of Yanbian University,2014,40(01):142.
[2]唐晓伟.基于首次积分和向量场的二维Lotka-Volterra系统的稳定性[J].延边大学学报(自然科学版),2015,41(03):203.
 TANG Xiaowei.Stability of a two-dimensional Lotka-Volterra system with first integral and vector field[J].Journal of Yanbian University,2015,41(01):203.
[3]余胜斌.一类离散非自治竞争系统的绝灭性和稳定性[J].延边大学学报(自然科学版),2015,41(04):279.
 YU Shengbin.Extinction and stability in a class of discrete non-autonomous competition system[J].Journal of Yanbian University,2015,41(01):279.
[4]唐晓伟.具状态脉冲的单种群微分系统周期解的稳定性[J].延边大学学报(自然科学版),2016,42(02):99.
 TANG Xiaowei.Stability of periodic solution for a single population differential system with state-dependent impulse[J].Journal of Yanbian University,2016,42(01):99.
[5]吴凡,侯成敏*.分数阶q -对称非自治系统的稳定性[J].延边大学学报(自然科学版),2016,42(03):188.
 WU Fan,HOU Chengmin*.Stability of q -symmetric fractional non-autonomous systems[J].Journal of Yanbian University,2016,42(01):188.
[6]余胜斌.具毒素影响的连续型竞争系统的绝灭性和稳定性[J].延边大学学报(自然科学版),2016,42(03):196.
 YU Shengbin.Extinction and stability in a continuous competitive system with the effect of toxic substances[J].Journal of Yanbian University,2016,42(01):196.
[7]李晓艳,谢建民.一类高阶有理差分方程的全局行为[J].延边大学学报(自然科学版),2016,42(04):302.
 LI Xiaoyan,XIE Jianmin.Global behavior of a higher-order rational difference equation[J].Journal of Yanbian University,2016,42(01):302.
[8]庄科俊.一类含有避难所和扩散项的食物链模型的稳定性[J].延边大学学报(自然科学版),2016,42(04):306.
 ZHUANG Kejun.Stability analysis of a food-chain model incorporating prey refuge and diffusive term[J].Journal of Yanbian University,2016,42(01):306.
[9]张志敏.一类非自治差分竞争系统的绝灭性和稳定性[J].延边大学学报(自然科学版),2017,43(02):104.
 ZHANG Zhimin.Extinction and stability in a nonautonomous difference competitive system[J].Journal of Yanbian University,2017,43(01):104.
[10]杨英钟,王宽程.具有反馈控制的偏害模型边界平衡点的稳定性[J].延边大学学报(自然科学版),2017,43(04):308.
 YANG Yingzhong,WANG Kuancheng.Stability of the boundary equilibrium of amensalism system with feedback controls[J].Journal of Yanbian University,2017,43(01):308.

备注/Memo

收稿日期: 2013-04-25作者简介: 刘东旭(1984—),男,助教,研究方向为应用泛函分析.

更新日期/Last Update: 2014-03-20