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Adaptive parameter identification of servo control systems with noise and high-frequency uncertainties

机译:具有噪声和高频不确定性的伺服控制系统的自适应参数辨识

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When identifying the parameters of practical servo systems, the high-frequency system modes are frequently neglected in order to simplify the model. Additionally, avoiding measurement noise in physical experiments is virtually impossible. Therefore, selecting an appropriate excitation signal is essential. Specifying white noise, or other such signals, as the input signal may cause the excitation of high-frequency uncertainties, which affects the reliability of the parameter identification process. The current study proposes a novel approach in which a particular class of chaotic signal is employed as the excitation signal in an adaptive parameter identification process. Since chaotic signals typically have stationary, continuous, and band-limited power spectra, they are suitable for on-line parameter identification. The present numerical and experimental results demonstrate that the use of a chaotic excitation signal in the identification process causes the estimated system parameters to converge within identifiable ranges, even when the system includes measurement noise and high-frequency uncertainties. The current results also show that there is good agreement between the dynamics of the real system and those of the estimated model within the operation bandwidth.
机译:在确定实际伺服系统的参数时,经常会忽略高频系统模式,以简化模型。此外,在物理实验中避免测量噪声实际上是不可能的。因此,选择合适的激励信号至关重要。将白噪声或其他此类信号指定为输入信号可能会引起高频不确定性的激发,从而影响参数识别过程的可靠性。当前的研究提出了一种新颖的方法,其中在自适应参数识别过程中将特定类别的混沌信号用作激励信号。由于混沌信号通常具有平稳,连续和频带受限的功率谱,因此它们适用于在线参数识别。目前的数值和实验结果表明,在识别过程中使用混沌激励信号会导致估计的系统参数收敛到可识别的范围内,即使系统包含测量噪声和高频不确定性也是如此。当前结果还表明,在操作带宽内,实际系统的动力学与估计模型的动力学之间具有良好的一致性。

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