Journal
INTERNATIONAL JOURNAL OF CONTROL
Volume 94, Issue 12, Pages 3322-3331Publisher
TAYLOR & FRANCIS LTD
DOI: 10.1080/00207179.2020.1762932
Keywords
ESO (Extended State Observer); sliding mode control; backstepping; robot; robust; uncertainty
Categories
Funding
- National Key Research and Development Program of China [2018YFB1308301]
- National Natural Science Foundation of China [61374133, 61673205]
- Nanjing University Of Science And Technology Robotics Institute
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This paper investigates tracking control for robotic manipulators with high accuracy, proposing an ESO control strategy combined with sliding mode control and backstepping control to design a new controller with strong robustness and accuracy. The global stability of the controller is proven using Lyapunov function and barbalat theorem, and simulation and experiment results show performance comparisons with a PID controller, verifying the method's effectiveness through error analysis.
This paper investigates a problem of tracking control for robotic manipulators with high accuracy. In view of the uncertainty and disturbance during the process of trajectory tracking, ESO (Extended State Observer) control is proposed to handle the uncertain factors (disturbance and dynamic uncertainty) and estimate the external torque and kinematics, respectively. Based on the combination of sliding mode control and backstepping control strategy, we design a new controller, which has strong robustness and accuracy. In term of the dynamic uncertainty in the process of trajectory tracking and considering the estimated information, the controller can guarantee the desire trajectory and the error to be zero. Lyapunov function and barbalat theorem are used to prove the global stability of the controller. During the simulation and experiment, the results show the performance of the proposed controller and the results are analysed and compared with the PID controller. The error analysis is carried out to verify the performance of the method.
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