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Bayesian posteriors of uncertainty quantification in computational structural dynamics for low-and medium-frequency ranges

机译:中低频范围的计算结构动力学不确定性量化的贝叶斯后验

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The paper is devoted to the modeling and identification of uncertainties in computational structural dynamics for low-and medium-frequency ranges. A complete methodology is presented for the identification procedure. The first eigenfrequencies are used to quantify the uncertainties in the low-frequency band while the frequency response functions are used to quantify the uncertainties in the medium-frequency band. The system-parameter uncertainties are taken into account with the parametric probabilistic approach. The model uncertainties are taken into account with the nonparametric probabilistic approach. The posterior stochastic model of system-parameter uncertainties is identified using the Bayes method.
机译:本文致力于中低频范围的计算结构动力学不确定性的建模和识别。提出了用于识别过程的完整方法。第一个本征频率用于量化低频带中的不确定性,而频率响应函数用于量化中频带中的不确定性。参数概率方法考虑了系统参数的不确定性。非参数概率方法考虑了模型的不确定性。使用贝叶斯方法确定系统参数不确定性的后验随机模型。

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