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Online recorded data-based finite-time composite neural trajectory tracking control for underactuated MSVs
Chunbo Zhao1, Huaran Yan1, Deyi Gao1
1Merchant Marine College, Shanghai Maritime University, Shanghai, China.
This study introduces a novel neural network control for underactuated marine surface vessels (MSVs). It enhances trajectory tracking accuracy despite uncertain dynamics and external disturbances using online data.
Area of Science:
- Marine Engineering
- Control Systems
- Robotics
Background:
- Underactuated marine surface vessels (MSVs) face challenges with uncertain dynamics and external disturbances.
- Existing control methods struggle to achieve precise trajectory tracking under these conditions.
- The line-of-sight (LOS) method is often used to address the underactuation problem in MSVs.
Purpose of the Study:
- To develop a finite-time composite neural control scheme for underactuated MSVs.
- To enhance trajectory tracking performance by addressing uncertain dynamics and time-varying external disturbances.
- To improve the learning capability of neural networks (NNs) through online recorded data.
Main Methods:
- Utilized composite neural networks (NNs) to approximate uncertain MSV dynamics.
- Introduced a modified prediction error signal based on online recorded data.
- Designed a disturbance observer to estimate compound disturbances, including NN approximation errors and external factors.
- Employed a smooth function and Lyapunov approach for stability analysis and finite-time control.
Main Results:
- Achieved finite-time composite neural trajectory tracking control for MSVs.
- Demonstrated improved NN learning ability via a weight updating law driven by tracking and prediction errors.
- Verified the effectiveness of the proposed control scheme through simulation tests on an MSV.
Conclusions:
- The proposed online data-based composite neural finite-time control scheme effectively manages uncertain dynamics and external disturbances in MSVs.
- The control system guarantees stability and ensures trajectory tracking errors converge to a small residual set in finite time.
- The method offers a robust solution for enhancing the navigation and control precision of underactuated marine surface vessels.
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