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Bilateral force sensorless control based on finite-time adaptive sliding-mode-assisted disturbance observer
D. Tian and S. Ni
2021
发表期刊IET Control Theory and Applications
ISSN17518644
卷号15期号:18页码:2355-2365
摘要Bilateral teleoperation systems are widely used to compensate for image spin and in many other applications. Good transparency (position tracking and force feedback) is an important performance index in the control design of bilateral teleoperation systems. This study aims to achieve good transparency for teleoperation systems using force sensorless by proposing an alternative to direct force measurement. Our proposed method is a finite-time adaptive sliding-mode-assisted disturbance observer, which combines disturbance observer with adaptive sliding mode control. The finite-time stability of adaptive sliding-mode-assisted disturbance observer is analysed using the Lyapunov theory. Moreover, a bilateral control law based on adaptive sliding-mode-assisted disturbance observer is designed. The proposed method not only improves the system transparency with both force feedback and position tracking, but is also chatter-free. Experiments are conducted using bilateral brushless DC motors in an experimental setup to demonstrate the effectiveness of the proposedmethod. 2021 The Authors. IET Control Theory & Applications published by John Wiley & Sons Ltd on behalf of The Institution of Engineering and Technology.
DOI10.1049/cth2.12198
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收录类别SCI ; EI
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文献类型期刊论文
条目标识符http://ir.ciomp.ac.cn/handle/181722/65074
专题中国科学院长春光学精密机械与物理研究所
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D. Tian and S. Ni. Bilateral force sensorless control based on finite-time adaptive sliding-mode-assisted disturbance observer[J]. IET Control Theory and Applications,2021,15(18):2355-2365.
APA D. Tian and S. Ni.(2021).Bilateral force sensorless control based on finite-time adaptive sliding-mode-assisted disturbance observer.IET Control Theory and Applications,15(18),2355-2365.
MLA D. Tian and S. Ni."Bilateral force sensorless control based on finite-time adaptive sliding-mode-assisted disturbance observer".IET Control Theory and Applications 15.18(2021):2355-2365.
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