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SPARSE COMPONENT ANALYSIS METHOD FOR STRUCTURAL MODAL IDENTIFICATION DURING QUANTITY INSUFFICIENCY OF SENSORS

机译:传感器数量不足时结构模态识别的稀疏分量分析方法

摘要

The present invention relates to the technical field of structural health monitoring, and provides a sparse component analysis method for structural modal identification during quantity insufficiency of sensors. The method comprises: performing short-time Fourier transform on structural acceleration response data for conversion to a time-frequency domain; detecting, on the basis that a real part and a virtual part have the same direction, a time-frequency point with modal of only one order participating in contribution, i.e., a single source point, as the initial result of single source point detection; purifying the initial result of the single source point detection according to the fact that the single source point is located in the vicinity of a power spectrum peak value, and clustering the single source point to obtain a modal matrix; constructing a generalized spectrum matrix by using a short-time Fourier transform coefficient; performing singular value decomposition on the generalized spectrum matrix at the single source point; and considering the first singular value as an auto-power spectrum of a single-order modal, obtaining frequency of each order by picking up the peak value of the auto-power spectrum, and converting the auto-power spectrum to a time domain by means of inverse Fourier transform to extract a damping ratio of each order. According to the method, modal parameters of structures are obtained under the condition that sensors are insufficient, and therefore, the identification accuracy of the sparse component analysis method is improved.
机译:本发明涉及结构健康监测技术领域,提供了一种在传感器数量不足时用于结构形态识别的稀疏成分分析方法。该方法包括:对结构加速度响应数据进行短时傅立叶变换,以转换为时频域。在实部和虚部的方向相同的基础上,检测出一个时频点,该时频点的模态只有一个阶参与贡献,即单个源点,作为单个源点检测的初始结果;根据单源点位于功率谱峰值附近的事实,纯化单源点检测的初始结果,并对单源点进行聚类得到模态矩阵;利用短时傅立叶变换系数构造广义频谱矩阵;在单个源点上对广义谱矩阵进行奇异值分解;并将所述第一奇异值视为单阶模态的自功率谱,通过选取所述自功率谱的峰值获得每个阶的频率,并通过以下方式将所述自功率谱转换为时域:傅里叶逆变换的方法以提取每个阶的阻尼比。该方法在传感器不足的情况下获得结构的模态参数,从而提高了稀疏成分分析方法的识别精度。

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