Asymptotic_switched_composite_adaptive_control_with_application_to_robotic_interaction_tasks.pdf (1.9 MB)
Asymptotic switched composite adaptive control with application to robotic interaction tasks
journal contribution
posted on 2023-06-10, 04:43 authored by Shuai Yuan, Yandi Qiao, Zuxu Zhang, Simone Baldi, Yanan LiYanan LiThis paper proposes a new switched adaptive control design for uncertain switched systems with composite (time-driven and state-dependent) switching and shows its applicability in switched impedance control. A composite switched adaptive control design, consisting of the direct switched adaptive control and the indirect switched adaptive control counterpart, is developed to improve the control performance. Specifically, a new stability condition for composite switching is proposed by making use of differential matrix equations and Sylvester matrix equations, which are a generalization of Lyapunov matrix equations. The design results in a time-varying multiple Lyapunov function that is decreasing at the switching instants. From the theoretical point of view, the relevance of this work is the construction of the adaptive laws that guarantee asymptotic tracking error and asymptotic estimation for the direct and indirect switched adaptive control loops respectively. From the practical point of view, the relevance of this work is validated in a new switched impedance control for the robot interaction with uncertain and discontinuous environments.
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Publication status
- Published
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- Accepted version
Journal
International Journal of Robust and Nonlinear ControlISSN
1049-8923Publisher
WileyExternal DOI
Page range
1-19Department affiliated with
- Engineering and Design Publications
Full text available
- No
Peer reviewed?
- Yes
Legacy Posted Date
2022-09-13First Compliant Deposit (FCD) Date
2022-09-13Usage metrics
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