Abstract
Uncertainties, including parametric uncertainties and uncertain nonlinearities, always exist in positioning servo systems driven by a hydraulic actuator, which would degrade their tracking accuracy. In this article, an integrated control scheme, which combines adaptive robust control together with radial basis function neural network–based disturbance observer, is proposed for high-accuracy motion control of hydraulic systems. Not only parametric uncertainties but also uncertain nonlinearities (i.e. nonlinear friction, external disturbances, and/or unmodeled dynamics) are taken into consideration in the proposed controller. The above uncertainties are compensated, respectively, by adaptive control and radial basis function neural network, which are ultimately integrated together by applying feedforward compensation technique, in which the global stabilization of the controller is ensured via a robust feedback path. A new kind of parameter and weight adaptation law is designed on the basis of Lyapunov stability theory. Furthermore, the proposed controller obtains an expected steady performance even if modeling uncertainties exist, and extensive simulation results in various working conditions have proven the high performance of the proposed control scheme.
Highlights
Hydraulic systems have been in extensive use, due to prominent advantages of small size-to-power ratios, high response, high stiffness, and high load capability, in the field of control and power transmission.[1]
Modeling uncertainties,[3] including parametric uncertainties and uncertain nonlinearities, may lead to undesired control accuracy and even instability
We can conclude that the proposed ARCNN and adaptive robust control (ARC) controllers have better transient and final tracking performance than the PID controller, which proves that employing ARC can estimate parameter uncertainties and compensate them in controllers
Summary
Hydraulic systems have been in extensive use, due to prominent advantages of small size-to-power ratios, high response, high stiffness, and high load capability, in the field of control and power transmission.[1]. Based on the nonlinear dynamic model, ARC is aimed to design appropriate online parameter estimation strategy to handle parametric uncertainties and employ large-gain nonlinear feedback control strategy to suppress uncertain nonlinearities, such as the possible external disturbance.
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