Quantitative relationship in terms of time-delay tolerance of two kinds of extended state observers

Minnan Piao, Kai Zhu, Mingwei Sun, Zenghui Wang, Zengqiang Chen
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引用次数: 3

Abstract

Active Disturbance Rejection Control (ADRC), an innovative control method, has been applied successfully in dealing with internal uncertainties and external disturbances. However, ADRC for time-delay plants is still a challenge due to the restriction on the bandwidth of the extended state observer (ESO). When designing the ESO for time-delay plants, both full-order and reduced-order extended state observers can be utilized and the selection of the proper order and the bandwidth of the ESO is necessary. Therefore we seek to compare the two kinds of observers in terms of the time-delay tolerance of the closed-loop stability and find an appropriate bandwidth to ensure the robustness to the time-delay uncertainty. First, the quantitative bandwidth relationship between the two kinds of observers is established with the equivalent effective bandwidth, and then the time-delay tolerance of the closed-loop stability are calculated for the first- and second-order plants to conduct the comparison, whilst the effects of the bandwidth and other parameters on the time-delay tolerance is analyzed. Furthermore, simulation results for a second-order plant are provided to verify the meaning of this investigation.
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两类扩展状态观测器时延容限的定量关系
自抗扰控制(ADRC)是一种创新的控制方法,已成功地应用于处理内部不确定性和外部干扰。然而,由于扩展状态观测器(ESO)带宽的限制,延迟对象的自抗扰控制仍然是一个挑战。在设计时滞对象的ESO时,既可以采用全阶扩展状态观测器,也可以采用降阶扩展状态观测器,需要选择合适的ESO阶数和带宽。因此,我们试图比较两种观测器对闭环稳定性的时延容限,并找到合适的带宽以保证对时延不确定性的鲁棒性。首先以等效有效带宽建立两种观测器之间的定量带宽关系,然后计算一阶和二阶对象的闭环稳定性时延容限进行比较,同时分析带宽等参数对时延容限的影响。最后,给出了一个二阶装置的仿真结果来验证本文研究的意义。
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