Command-filter-based adaptive neural tracking control for a class of nonlinear MIMO state-constrained systems with
Yuhao Zhou1, Xin Wang1, Rui Xu1
1College of Electronic and Information Engineering, Southwest University, Chongqing 400715, PR China.
This study presents an adaptive neural tracking control strategy for nonlinear systems with state constraints, input delay, and saturation. The method enhances system performance and avoids computational complexity.
Area of Science:
- Control Systems Engineering
- Nonlinear Dynamics
- Artificial Intelligence in Control
Background:
- State-constrained nonlinear systems present significant control challenges due to inherent complexities.
- Input delay and saturation in multi-input and multi-output (MIMO) systems further complicate control design.
- Adaptive control is crucial for handling uncertainties in dynamic systems.
Purpose of the Study:
- To develop an adaptive neural tracking control scheme for nonlinear MIMO state-constrained systems.
- To address the challenges posed by input delay and saturation.
- To improve system tracking performance while managing computational load.
Main Methods:
- Utilized neural networks for approximating unknown nonlinear uncertainties.
- Introduced barrier Lyapunov functions to ensure state constraint satisfaction.
- Employed a smooth non-affine approximate function and an auxiliary system to handle input saturation with time delay.
- Combined command filtering backstepping with a filtering error compensating system.
Main Results:
- Successfully developed an adaptive neural tracking control strategy.
- Effectively managed state constraints, input delay, and saturation.
- Demonstrated avoidance of differentiation explosion and reduced computational burden.
- Achieved significant improvement in system tracking performance.
Conclusions:
- The proposed adaptive neural tracking control strategy is feasible and effective.
- The integration of neural networks and advanced control techniques addresses complex system dynamics.
- The approach offers a robust solution for nonlinear MIMO systems with challenging constraints.
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