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Ambient modal identification using non-stationary correlation technique

机译:使用非平稳相关技术的环境模态识别

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The topic of this paper is the modal identification from non-stationary ambient response data by applying correlation technique. It is shown theoretically that by assuming the ambient excitation to be non-stationary white noise in the form of a product model, the non-stationary response signals can be converted into free vibration data via the correlation technique. Previous studies have showed that the practical problem of insufficient data samples available for evaluating non-stationary correlation can be approximately resolved by first extracting the amplitude-modulating function from the response and then transforming the non-stationary responses into stationary ones. However, the errors involved in the approximate free-decay response would generally lead to a distortion in the modal identification. In the present paper, we propose that, if the ambient excitation can be represented by a product model with slowly time-varying function, without any additional treatment of transforming the original nonstationary responses, the non-stationary responses of the system can be treated approximately as a stationary random process; then, the nonstationary cross correlation functions of structural response evaluated at an arbitrary, fixed time instants of structural response are of the same mathematical form as that of free vibration of a structure, from which modal parameters of the original system can thus be identified. Numerical simulations, including one example of using the practical earthquake data served as the excitation input acting on a linear two-dimensional model of one-half of a railway vehicle, confirm the validity of the proposed method for identification of modal parameters from non-stationary ambient response data only.
机译:本文的主题是应用相关技术从非平稳环境响应数据中进行模态识别。从理论上表明,通过将环境激励假设为乘积模型形式的非平稳白噪声,可以通过相关技术将非平稳响应信号转换为自由振动数据。先前的研究表明,可以通过首先从响应中提取振幅调制函数,然后将非平稳响应转换为平稳响应,来近似解决可用于评估非平稳相关性的数据样本不足的实际问题。但是,近似自由衰减响应中涉及的误差通常会导致模态识别失真。在本文中,我们建议,如果环境激励可以由具有缓慢时变函数的乘积模型表示,而无需对原始的非平稳响应进行任何其他处理,则可以近似地处理系统的非平稳响应。作为平稳的随机过程;然后,在任意固定的结构响应时刻评估的结构响应的非平稳互相关函数具有与结构自由振动相同的数学形式,从而可以确定原始系统的模态参数。数值模拟,包括使用实际地震数据作为激励输入作用于铁路车辆的线性二维模型的一个示例,证实了所提出的从非平稳状态识别模态参数的方法的有效性仅环境响应数据。

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