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Full-state tracking control of a mobile robot using neural networks
1Department of Mechanical Engineering, Indian School of Mines, Dhanbad, India. vskc1986@yahoo.co.in
International Journal of Neural Systems
|November 10, 2005
Summary
This study introduces a novel neural network controller for nonholonomic mobile robots with unknown dynamics. The efficient controller guarantees stable trajectory tracking and avoids speed jumps, requiring no offline training.
Area of Science:
- Robotics
- Control Systems
- Artificial Intelligence
Background:
- Nonholonomic mobile robots present significant control challenges due to their complex and often unknown dynamics.
- Existing tracking controllers may suffer from issues like speed jumps and require extensive prior knowledge or training.
- Ensuring robust and stable trajectory following is crucial for autonomous navigation.
Purpose of the Study:
- To develop an efficient neural network-based tracking controller for nonholonomic mobile robots with completely unknown dynamics.
- To guarantee stable system performance and achieve precise trajectory tracking.
- To address limitations of previous controllers, such as the speed jump problem.
Main Methods:
- A mathematical model was developed for the nonholonomic mobile robot.
- A single-layer neural network was designed, leveraging robot regressor dynamics to linearize unknown nonlinear dynamics.
- Lyapunov theory was employed to rigorously prove system stability.
- The controller generates real-time smooth velocity control signals.
Main Results:
- The proposed neural network controller ensures guaranteed tracking performance and system stability.
- The approach effectively handles unknown robot dynamics and unmodeled disturbances without boundedness assumptions.
- The controller resolves the speed jump problem inherent in some prior tracking controllers.
- No offline training is required for the neural network.
Conclusions:
- The developed neural network controller offers an effective and efficient solution for trajectory tracking in nonholonomic mobile robots with unknown dynamics.
- The method provides guaranteed stability and robust performance, outperforming previous approaches.
- Simulation and comparison results validate the practicality and effectiveness of the proposed control strategy.