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Output feedback based simultaneous stabilization of two Port-controlled Hamiltonian systems with disturbances

机译:基于输出反馈的两个带有干扰的端口控制哈密顿系统的同时稳定

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摘要

In motor system control design, a single controller is usually employed to simultaneously control two or more motors for saving costs, which also achieves the computational simplification of control. In practical Hamiltonian systems control, more systems also need to be stabilized by a single controller under some working conditions. Thus, this paper studies simultaneous stabilization problem of two nonlinear Port-controlled Hamiltonian (PCH) systems with disturbances by a composite controller. Based on the Hamiltonian structure properties, two PCH systems are combined together to generate an augmented PCH system by utilizing output feedbacks firstly. Then, to estimate disturbances effectively, it is essential to design a nonlinear disturbance observer (NDOB) and the estimate is employed to feedforward compensate the effects of disturbances. Next, combining the output feedback part and the disturbance compensation part together, a simultaneous stabilization controller is developed. Subsequently, it is proved that the closed-loop system under the proposed controller is asymptotically stable. Finally, an example with simulations reveals that the proposed method is effective. (C) 2019 The Franklin Institute. Published by Elsevier Ltd. All rights reserved.
机译:在电动机系统控制设计中,通常采用单个控制器来同时控制两个或多个电动机以节省成本,这也实现了控制的计算简化。在实际的哈密顿系统控制中,在某些工作条件下,还需要通过单个控制器来稳定更多的系统。因此,本文通过复合控制器研究了具有干扰的两个非线性端口控制哈密顿系统(PCH)的同时稳定问题。基于汉密尔顿结构特性,首先将两个PCH系统组合在一起,以利用输出反馈生成增强的PCH系统。然后,为了有效地估计干扰,必须设计一个非线性干扰观测器(NDOB),并使用该估计值来前馈补偿干扰的影响。接下来,将输出反馈部分和干扰补偿部分组合在一起,开发了同时稳定控制器。随后,证明了所提出的控制器下的闭环系统是渐近稳定的。最后,通过仿真算例表明该方法是有效的。 (C)2019富兰克林研究所。由Elsevier Ltd.出版。保留所有权利。

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    《Journal of the Franklin Institute》 |2019年第15期|8154-8166|共13页
  • 作者单位

    Qingdao Univ Sch Automat Inst Complex Sci Qingdao 266071 Shandong Peoples R China|Southeast Univ Sch Automat Nanjing 210096 Jiangsu Peoples R China;

    Southeast Univ Sch Automat Nanjing 210096 Jiangsu Peoples R China|Minist Educ Key Lab Measurement & Control CSE Beijing Peoples R China;

    Southeast Univ Sch Automat Nanjing 210096 Jiangsu Peoples R China|Beihang Univ Sch Automat Sci & Elect Engn Beijing 100191 Peoples R China;

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