Adaptive Compensation Disturbance For Linear Systems With Input Delay*

Tung K. Nguyen, S. Vlasov, D. Dobriborsci, A. Pyrkin
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Abstract

An adaptive algorithm, compensating for unknown harmonic disturbance acting for linear objects under conditions of the unavailable state vector with a defined delay in the control channel is proposed. One of the features of the proposed method in comparison with other methods is that the perturbation signal is considered in the form of products of sinusoids. A new approach is proposed for estimating the frequencies of harmonic signal. It is assumed that all parameters of the multiharmonic disturbance (amplitude, frequency, and phase) are unknown. The task is completed in several steps. First, an observer is constructed based on a frequency estimation scheme. Secondly, stabilization of the ouput of object to zero is carried out using feedback based on the predictor. Examples are given that confirm the relevance of the proposed approach. Our main contribution is to propose a new scheme for compensating external disturbances for a linear plant and a new approach for estimating the frequencies of a multisinusoidal signal.
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具有输入延迟的线性系统的自适应补偿扰动
提出了一种自适应补偿算法,用于补偿控制通道中状态向量不可用且具有一定延迟的情况下作用于线性对象的未知谐波扰动。与其他方法相比,该方法的特点之一是将扰动信号考虑为正弦波积的形式。提出了一种估计谐波信号频率的新方法。假设多谐波扰动的所有参数(幅值、频率和相位)都是未知的。该任务分几个步骤完成。首先,基于频率估计方案构造观测器。其次,利用基于预测器的反馈将目标的输出稳定到零。给出的实例证实了所提出方法的相关性。我们的主要贡献是提出了一种补偿线性植物外部干扰的新方案和一种估计多正弦信号频率的新方法。
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