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Chattering-Suppressed Sliding Mode Control for Flexible-Joint Robot Manipulators

Xin Cheng, Huashan Liu, Wenke Lu

2021Actuators34 citationsDOIOpen Access PDF

Abstract

In this paper, sliding mode tracking control and its chattering suppression method are investigated for flexible-joint robot manipulators with only state measurements of joint actuators. First, within the framework of singular perturbation theory, the control objective of the system is decoupled into two typical tracking aims of a slow subsystem and a fast subsystem. Then, considering lumped uncertainties (including dynamics uncertainties and external disturbances), a composite chattering-suppressed sliding mode controller is proposed, where a smooth-saturation-function-contained reaching law with adjustable saturation factor is designed to alleviate the inherent chattering phenomenon, and a radial basis function neural network (RBFNN)-based soft computing strategy is applied to avoid the high switching gain that leads to chattering amplification. Simultaneously, an efficient extended Kalman filter (EKF) with respect to a new state variable is presented to enable the closed-loop tracking control with neither position nor velocity measurements of links. In addition, an overall analysis on the asymptotic stability of the whole control system is given. Finally, numerical examples verify the superiority of the dynamic performance of the proposed control approach, which is well qualified to suppress the chattering and can effectively eliminate the undesirable effects of the lumped uncertainties with a smaller switching gain reduced by 80% in comparison to that in the controller without RBFNN. The computational efficiency of the proposed EKF increased by about 26%.

Topics & Concepts

Control theory (sociology)Sliding mode controlController (irrigation)Extended Kalman filterActuatorEngineeringComputer scienceControl engineeringKalman filterNonlinear systemControl (management)PhysicsArtificial intelligenceQuantum mechanicsBiologyAgronomyAdaptive Control of Nonlinear SystemsDynamics and Control of Mechanical SystemsStability and Control of Uncertain Systems
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