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An Structural System Reliability Calculation method Based on sample's weighting -Artificial Neural Network

机译:基于样本加权 - 人工神经网络的结构系统可靠性计算方法

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This paper presents a new structural system reliability calculation method with artificial neural network adopt by the sample's weighting and the artificial neural network, which can greatly reduce calculation work. Firstly, according to the reliability theory of total probability, with the concept of sample's weighting coefficient, the minimum sample size can be obtained according to the numerical characteristic values of random variables and the minor sample t-distribution estimation under a certain expected value. And then, the optimize artificial neural network is set up with the limited training samples based on the analysis result of sample's weighting coefficient, which has a highly nonlinear mapping relationship between the efficacy and response of the structural system reliability Analysis. By making use of the generalization capability of optimize artificial neural network, sufficient system response value is gained at random. Meanwhile, the weight coefficients of the random sample combinations are determined using the Bayes formula, and different sample combinations are taken as the input for system analysis. According to one-to-one mapping of system by artificial neural network between the input sample combination and the output coefficient, the reliability index of system can be calculated. At last the method provides a new attempt for S structural system reliability analysis and prove to be feasible and effective for practical experience in complex system, which not only makes the artificial neural network calculation more effective based on sample's weighting coefficient, also makes full use of the merit of artificial neural network instead of the performance function.
机译:本文提出了人工神经网络的新结构体系可靠度计算方法由样本的加权和人工神经网络,这样可以大大降低计算工作采用。首先,根据总概率的可靠性理论,与样本的加权系数的概念,可根据随机变量和在一定的预期值的副样本t分布估计的数值特征值获得的最小样品尺寸。然后,该优化人工神经网络已设置了基于样本的加权系数,其具有的功效和结构系统的可靠性分析的响应之间的高度非线性映射关系的分析结果的有限的训练样本。通过利用优化神经网络的泛化能力,足够的系统响应值被随机获得的。同时,使用贝内斯公式确定随机样品组合的重量系数,并将不同的样本组合作为系统分析的输入。根据由输入样本组合和输出系数之间的人工神经网络中的一个对一的绘图系统,系统的可靠性指标可以计算出来。最后该方法提供的结构性系统可靠性分析一种新的尝试并证明是可行的,有效用于在复杂的系统中,这不仅使人造神经网络的计算更加有效的基于样本的加权系数的实践经验,也使得充分利用人工神经网络的优点,而不是性能功能。

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