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Uncertainty quantification of fatigue properties with sparse data using hierarchical Bayesian model

机译:使用分层贝叶斯模型的稀疏数据对疲劳性能的不确定性量化

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Data sparsity is a common issue in probabilistic fatigue modeling due to expensive testing or censored data. A hierarchical Bayesian model is proposed to address this issue and the basic concept is merged multiple stress-level data for uncertainty quantification. The hierarchical Bayesian model is utilized in modeling the relationships between fatigue life and applied stress. The fatigue life data are structured as multilevel according to stress levels. By hierarchical modeling, the probabilistic stress-cycle (P-S-N) curves are generated. The differences of variances across stress levels can be quantitatively described. The methodology is first demonstrated with relatively large number of testing data and classical statistical results can be reproduced. Following this, the method is applied to the case where the number of data is sparse and imbalanced by taking advantage of property of information sharing of hierarchical model. The results are discussed and its practical impact on the fatigue modeling and life prediction is assessed. Conclusions and future work are drawn based on the proposed study and results.
机译:由于昂贵的测试或审查数据,数据稀疏性是概率疲劳建模中的常见问题。提出了一个分层贝叶斯模型来解决这个问题,并且将基本概念合并了多个应力水平数据以进行不确定性量化。分层贝叶斯模型用于对疲劳寿命和施加应力之间的关系进行建模。疲劳寿命数据根据应力水平分为多层结构。通过分层建模,生成了概率应力循环(P-S-N)曲线。可以定量描述应力水平上方差的差异。该方法首先用相对大量的测试数据进行了演示,并且可以复制经典的统计结果。此后,该方法被应用于利用分层模型的信息共享的特性来稀疏和不平衡数据数量的情况。讨论了结果,并评估了其对疲劳建模和寿命预测的实际影响。根据提出的研究和结果得出结论和未来的工作。

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