2009 IEEE International Conference on
Systems, Man, and Cybernetics |
![]() |
Abstract
In the face of large scale parametric uncertainties, the existing single model (SM)-based sliding mode control (SMC) demands high controller gains to achieve good transient tracking performance. The main practical problem of having high-gains based design is that it amplifies the input and output disturbance as well as excites hidden unmodeled dynamics causing highfrequency switching and infinitely fast control switching. To deal with the problem associated with high-frequency control chattering phenomenon, we introduce multiple parameters model based Lyapunov switching strategy to reduce the level of parametric uncertainty in order to reduce the control gains. This method extends the SM-based SMC approach by allowing the controllers to be reset among the set of the candidate controllers. The key idea is to distribute the compact set of the unknown parameter into a finite number of smaller compact subsets. Then, we design a family of candidate controllers corresponding to each of the smaller parameter subsets. We then use a Lyapunovbased switching-logic to identify a controller from a family of the candidate SMC controllers. Simulation of a robot manipulator is used to demonstrate the effectiveness of the proposed method for real-world operation.