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July 11, 2026International Journal of Adaptive Control and Signal Processing0 citations

Signal Quantization and Event‐Triggered Trajectory Tracking for Multi‐Constraint Control of Unmanned Surface Vehicle

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XCXiangjie CuiWLWeiwei LiJNJun Ning

Key Points

  • The research aims to develop an adaptive control strategy for trajectory tracking in unmanned surface vehicles under various constraints.
  • Proposed an adaptive quantized feedback control strategy using a neural network observer.
  • Introduced a signal quantization and event-triggered mechanism to manage limited communication resources.
  • Utilized a logarithmic barrier function for constraint handling to keep state variables within safe limits.
  • Simulation studies validated the proposed control strategy's effectiveness in trajectory tracking.
  • Demonstrated robust performance under conditions of thruster saturation and state constraints.
  • Achieved stability of the closed-loop system based on Lyapunov stability theory.

Abstract

ABSTRACT This paper addresses the adaptive trajectory tracking control problem for unmanned surface vehicle (USV) operating under challenging conditions, including thruster saturation, unknown dynamics, state constraints, and unavailable velocity measurements. An adaptive quantized feedback control strategy based on a neural network observer is proposed. To address the challenge of limited maritime communication resources, a signal quantization and event‐triggered mechanism was introduced. The input quantization process is described by a linear analytical model. A neural network observer is designed to estimate the unavailable velocity states. Neural networks are employed to approximate the unknown system dynamics, and a low‐frequency gain learning method is introduced to effectively suppress control signal chattering induced by external disturbances. A dynamic auxiliary system is designed to compensate for the effects of thruster saturation. Furthermore, a constraint‐handling mechanism based on a logarithmic barrier function is incorporated to ensure that all state variables remain strictly within the prescribed safe boundaries. Rigorous stability analysis of the resulting closed‐loop system is conducted based on Lyapunov stability theory. Comprehensive simulation studies validate the effectiveness of the proposed control strategy.

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Cite This Study

Cui et al. (2026) studied this question.

synapsesocial.com/papers/6a51ddbfc18d7f28ca50008bhttps://doi.org/10.1002/acs.70124
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