Modal analysis of a circular disc using the QLPdecomposition of FRF matrices

M. Radeṣ
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Abstract

"A circular disc is used to demonstrate the application of the pivoted QLP decomposition to the analysis of the frequency response data for a structure possessing double modes. Frequency Response Functions (FRFs) are generated for excitation and response points on the disc rim. Plots of L-values and Q-response functions obtained by the QLP decomposition with column pivoting are used to determine the system order, damped natural frequencies and modal damping ratios, as well as mode shapes. The performance of the LMIF, QMIF and QCoMIF mode indicator functions is assessed in the presence of degenerate modes. Enhanced FRFs based on QRFs are used with single degree of freedom parameter identification techniques. "
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基于FRF矩阵QLP分解的圆盘模态分析
“一个圆盘用于演示枢轴QLP分解在分析具有双模的结构的频率响应数据中的应用。频率响应函数(FRF)为圆盘边缘上的激励点和响应点生成。通过柱枢转的QLP分解获得的L值和Q响应函数图用于确定系统阶数、阻尼固有频率和模态阻尼比以及振型。LMIF、QMIF和QCoMIF模式指示函数的性能在退化模式存在的情况下进行评估。基于QRF的增强型FRF与单自由度参数识别技术一起使用。“
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