概率逻辑
可靠性(半导体)
区间(图论)
概率密度函数
指数分布
干扰(通信)
指数函数
压力(语言学)
数学
算法的概率分析
可靠性工程
计算机科学
统计
功率(物理)
工程类
数学分析
量子力学
组合数学
物理
频道(广播)
哲学
语言学
计算机网络
作者
Tengda Xin,Jiguang Zhao,Cunyan Cui,Yongsheng Duan
标识
DOI:10.1177/1748006x20928196
摘要
Time-variant reliability problems commonly occur in practical engineering due to the deterioration in material properties, external disturbance and other uncertain factors. Considering the non-probabilistic method can effectively deal with the uncertainties in reliability analysis. Based on the stress–strength interference method and interval method, a time-variant stress–strength interference interval model is established by considering the stress and strength as time-variant intervals. And then, the stress and strength intervals are converted into the normalized intervals to define the non-probabilistic time-variant reliability index [Formula: see text] according to the different relationships between the limit state function and the normalized intervals. The structural state at any time can be described by the non-probabilistic time-variant reliability index [Formula: see text]. In addition, a strength power exponential degradation model is given as an example to clearly verify the non-probabilistic time-variant method, and the analysis results are compared with the interval method, the uniform distribution stress–strength interference method and the normal distribution stress–strength interference method, which confirm that the non-probabilistic time-variant method is feasible and valid to analyze the structural time-variant reliability without the probability density functions of the parameters.
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