Nonlinear adaptive controller using multiple models and neural networks based on zero order proximity boundedness
Huang Mia
Abstract
Huang Mia
Abstract
A nonlinear adaptive controller using multiple models and neural network based on zero order proximity boundedness for a class of single variable nonlinear discrete-time systems is proposed.The controller is consist of a nonlinear robust adaptive controller and a nonlinear neural networks adaptive controller.These controllers can respectively guarantee the stability of the system and improve the performance of the system when the restriction of nonlinear term is relaxed to the zero order proximity boundedness.The control input can be generated by the action of the switching mechanism between the two controllers.Finally,the stability and convergence of the system are proved,and simulation results validate the effectiveness of proposed controllers.
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A nonlinear adaptive controller using multiple models and neural network based on zero order proximity boundedness for a class of single variable nonlinear discrete-time systems is proposed.The controller is consist of a nonlinear robust adaptive controller and a nonlinear neural networks adaptive controller.These controllers can respectively guarantee the stability of the system and improve the performance of the system when the restriction of nonlinear term is relaxed to the zero order proximity boundedness.The control input can be generated by the action of the switching mechanism between the two controllers.Finally,the stability and convergence of the system are proved,and simulation results validate the effectiveness of proposed controllers.
Key concepts: Control theory (sociology), Nonlinear system, Controller (irrigation), Artificial neural network, Convergence (economics), Adaptive control, Stability (learning theory), Computer science