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System Identification of Dynamic Characteristics with Ambient Vibration Measurements

机译:带有环境振动测量的动态特性的系统识别

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A novel approach for system identification of dynamic characteristics based on ambient vibration measurements is proposed in the paper for structures with closely spaced modes. The time series analysis is often adopted for identifying structural dynamic characteristics based on ambient vibration. However, the problems caused by closely spaced modes and spurious modes contradict its application to civil infrastructures. In the case of free vibration, which is equivalent to impulse function, the magnitudes of all eigen-values in the conventional Auto-Regressive (AR) model are less than one. On the contrary, for the Backward Auto-Regressive (BAR) model, the magnitudes of all eigen-values of system modes are less than one. Based on the principal, the system modes are determined by the magnitudes of the eigen-values of the characteristic polynomial. By using of the equivalent relationship between correlation function and impulse response function, a Correlation Function Backward Auto-Regressive model (CFBAR) was formulated. The theoretical derivation demonstrates the proposed method has the noise-free characteristic. The feasibility and effectiveness of the proposed method for modal identification based on ambient vibration measurements was validated by numerical simulation.
机译:本文针对具有密集模式的结构,提出了一种基于环境振动测量的动态特性系统识别的新方法。通常采用时间序列分析来基于环境振动识别结构动力特性。然而,由紧密间隔的模式和伪模式引起的问题与它在民用基础设施中的应用相矛盾。在等效于脉冲函数的自由振动的情况下,常规自回归(AR)模型中所有本征值的大小都小于1。相反,对于后向自回归(BAR)模型,系统模式的所有特征值的大小都小于1。基于该原理,系统模式由特征多项式的特征值的大小确定。利用相关函数与脉冲响应函数之间的等价关系,建立了相关函数向后自回归模型(CFBAR)。理论推导表明,该方法具有无噪声的特点。通过数值模拟验证了所提出的基于环境振动测量的模态识别方法的可行性和有效性。

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