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A VARIABLE SEPARATION TECHNIQUE FOR FAST BAYESIAN OPERATIONAL MODAL ANALYSIS IN THE FREQUENCY DOMAIN

机译:频域中快速贝叶斯操作模态分析的变量分离技术

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Modal parameters(natural frequencies,damping ratios and mode shapes)have widespread applications in various fields such as structural health monitoring and structural control.Recently,ambient modal analysis using measured response only has aroused increasing interest in real applications in that they can be implemented in a much more efficient manner.In this study,the Bayesian statistical framework which provides a rigorous way for obtaining optimal values as well as their uncertainties is employed for structural operational modal analysis in the frequency domain for the cases of separated modes and closely spaced modes,respectively.To address the computational challenges of conventional Bayesian spectral density approach,a variable separation technique is presented in this study to completely decouple the interaction between spectrum variables(e.g.,frequency,damping ratio as well as the amplitude of modal excitation and prediction error)and spatial variables(e.g.,mode shape).As a result,the spectrum variables can be identified by using the sum of auto-spectral density in the first stage,while the spatial variables can be estimated by using the cross spectral density matrix in a second stage.The dimension involved in solving the most probable values as well as taking the inversion of the Hessian matrix is reduced significantly after employing the proposed strategy.Also,there is no need to fuse the identified spectrum variables from different setups together since the proposed method is able to incorporate information contained in all measured dofs.The accuracy of the methodology are verified by a numerical example and experimental studies which are conducted by employing a torsional shear building model installed with advanced wireless sensor node platforms.
机译:模态参数(固有频率,阻尼比和振型)在结构健康监测和结构控制等各个领域都有广泛的应用。最近,仅使用实测响应进行的环境模态分析引起了人们越来越多的兴趣,因为它们可以在实际应用中实现。在本研究中,贝叶斯统计框架为分离模式和紧密模式的情况在频域中的结构操作模式分析中采用了提供获取最优值及其不确定性的严格方法的严格方法,为解决传统贝叶斯频谱密度方法的计算难题,本研究提出了一种变量分离技术,以完全解耦频谱变量之间的相互作用(例如,频率,阻尼比以及模态激励幅度和预测误差)。和空间变量(例如模式形状)。首先,可以在第一阶段使用自动光谱密度的总和来识别光谱变量,而在第二阶段可以使用交叉光谱密度矩阵来估计空间变量。求解最可能值所涉及的维度采用该策略后,显着减少了Hessian矩阵的求逆。此外,由于该方法能够合并所有测得的自由度中包含的信息,因此无需将来自不同设置的已识别频谱变量融合在一起。通过一个数值示例和实验研究验证了该方法的准确性,这些研究和实验研究是通过使用安装有高级无线传感器节点平台的扭剪建筑模型进行的。

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