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首页> 外文期刊>Journal of Sound and Vibration >Frequency domain ARX model and multi-harmonic FRF estimators for non-linear dynamic systems
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Frequency domain ARX model and multi-harmonic FRF estimators for non-linear dynamic systems

机译:非线性动力系统的频域ARX模型和多谐波FRF估计器

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摘要

Non-linear dynamic systems respond at frequencies other than the excitation frequency; however, standard frequency response function estimators for linear systems do not accommodate this harmonic distortion. A new multi-harmonic frequency response function estimator that utilizes discrete frequency models for non-linear systems is introduced here. The multi-harmonic estimator relates the frequency response at each frequency to the input and output spectra within a given frequency band in the same way that autoregressive exogenous input models relate inputs and outputs at particular samples in the time domain. Overdetermined, least-mean-squares calculations are used to minimize model error throughout a frequency band rather than at a single frequency as in the corresponding linear estimators. The resulting multi-harmonic frequency response function models are non-parametric (e.g., vary with amplitude) when linear functions are used and parametric when non-linear functions are used. A new sensitive indicator for experimentally characterizing non-linearity is introduced. (C) 2002 Elsevier Science Ltd. [References: 27]
机译:非线性动态系统在除激励频率以外的其他频率下响应;但是,用于线性系统的标准频率响应函数估计器不能适应这种谐波失真。本文介绍了一种新的多谐波频率响应函数估计器,该函数将离散频率模型用于非线性系统。多谐估计器以自回归外生输入模型在时域中将特定样本的输入和输出相关的相同方式,将给定频带内每个频率的频率响应与输入和输出频谱相关。过度确定的最小均方计算用于最小化整个频段的模型误差,而不是像相应的线性估计器那样在单个频率上最小化模型误差。当使用线性函数时,所得的多谐波频率响应函数模型是非参数的(例如,随振幅而变化),而在使用非线性函数时,则是参数化的。介绍了一种用于实验表征非线性的新的灵敏指示器。 (C)2002 Elsevier Science Ltd. [参考:27]

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