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Robust adaptive iterative learning control for discrete‐time nonlinear systems with both parametric and nonparametric uncertainties

Miao Yu, Deqing Huang, Wei He

Year
2015
Citations
33

Abstract

Summary A new robust adaptive iterative learning control approach is proposed for discrete‐time nonlinear systems with both parametric and nonparametric uncertainties. By virtue of a well‐designed dead‐zone function, the learning of the parametric and nonparametric uncertainties can be performed concurrently. Rigorous Lyapunov function‐based analysis ensures that the effect of system uncertainties can be fully compensated, and the tracking error will converge to zero asymptotically in the iteration domain, even under random initial conditions and iteration‐varying reference trajectories. The efficacy of the proposed controller is demonstrated by simulating a single‐link robot manipulator with unknown frictions. Copyright © 2015 John Wiley & Sons, Ltd.

Keywords

Nonparametric statisticsIterative learning controlControl theory (sociology)Parametric statisticsLyapunov functionNonlinear systemAdaptive controlController (irrigation)Discrete time and continuous timeComputer science

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