Mathematics (Nov 2024)

Fixed-Time Event-Triggered Control of Nonholonomic Mobile Robots with Uncertain Dynamics and Preassigned Transient Performance

  • Yong Wang,
  • Yunfeng Ji,
  • Wei Li,
  • Xi Fang

DOI
https://doi.org/10.3390/math12223544
Journal volume & issue
Vol. 12, no. 22
p. 3544

Abstract

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In this paper, a novel adaptive control scheme is proposed for the path-following problem of a nonholonomic mobile robot with uncertain dynamics based on barrier functions. To optimize communication resources, we integrate an event-triggered mechanism that avoids Zeno behavior and ensures that the tracking error of the closed-loop system converges to a small neighborhood around zero within a fixed time, while consistently satisfying predefined transient performance requirements. Extensive simulation studies demonstrate the effectiveness of the proposed approach and validate the theoretical results.

Keywords