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非Markov系统的可靠性仿真
引用本文:刘东,熊伟,邢维艳,王鹏,张睿.非Markov系统的可靠性仿真[J].计算机工程,2010,36(2):7-8.
作者姓名:刘东  熊伟  邢维艳  王鹏  张睿
作者单位:1. 装备指挥技术学院重点实验室,北京,101416
2. 中国华阴兵器试验中心,华阴,714200
基金项目:国家“863”计划基金资助项目(2006AA704302);;国家自然科学基金资助项目(60904082)
摘    要:在进行非Markov系统的可靠性仿真时,为获得准确的状态转移时间抽样,提出剩余分布的近似抽样(ASRD)方法,利用多个均匀分布拟合一般形式的剩余分布,通过拟合参数d调整抽样精度和抽样效率。在此基础上,提出基于强制转移(FT)策略的ASRD(FT-ASRD)仿真方法。多个算例结果表明,当5≤d≤10时,FT-ASRD相对于常规仿真方法具有更高的效率,而且仿真结果的相对误差较小。

关 键 词:强制转移  可靠性仿真  非Markov系统
修稿时间: 

Reliability Simulation of Non-Markovian System
LIE Dong,XIONG Wei,XING Wei-yan,WANG Peng,ZHANG Rui.Reliability Simulation of Non-Markovian System[J].Computer Engineering,2010,36(2):7-8.
Authors:LIE Dong  XIONG Wei  XING Wei-yan  WANG Peng  ZHANG Rui
Affiliation:(1. Key Laboratory, Academy of Equipment Command & Technology, Beijing 101416; 2. China Huayin Ordnance Test Center, Huayin 714200)
Abstract:In order to sample precisely the state transition time when simulating non-Markovian system,a new sampling method named Approximate Sampling for Residual Distribution(ASRD) method is put forward,in which several uniform distributions are used to approach general residual life distributions. The approach-coefficient d is used to adjust sampling precision and efficiency. Another method named Forced Transitions(FT) based ASRD(FT-ASRD) simulation method is brought forward to simulate high-reliable non-Markovian...
Keywords:Forced Transitions(FT)  reliability simulation  non-Markovian system
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