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June 11, 2026AIP Advances0 citationsOpen Access

Hierarchical trajectory planning and distributed cooperative control for multi-UAV swarms in complex environments

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WGWei GaoLLLinlin LiHWHongyong Wang

Key Points

  • This research aims to improve flight safety and control for large-scale UAV swarms in complex environments.
  • Developed a hierarchical framework for trajectory planning and distributed control
  • Implemented an improved A* algorithm for global trajectory planning with kinematic constraints
  • Designed a distributed nonlinear control law based on Composite Barrier Lyapunov Functions
  • Trajectory tracking error reduced by 80.5% compared to classic PID control
  • Energy consumption decreased by 74.2% in simulations
  • Achieved zero-conflict operation with 100 UAVs under high-density cross-flow conditions

Abstract

To address the collision-free flight and cooperative control problems of large-scale Unmanned Aerial Vehicle (UAV) swarms in complex dynamic environments, a hierarchical framework integrating trajectory planning and distributed control is proposed. At the global planning layer, an improved A* algorithm incorporating trajectory smoothing strategies generates reference trajectories satisfying kinematic constraints, resolving the poor dynamic adaptability of discrete paths. At the low-level control layer, a distributed nonlinear control law based on the Composite Barrier Lyapunov Function is designed. By transforming hard obstacle avoidance constraints into barrier functions, the forward invariance and asymptotic stability of the closed-loop system are mathematically proven. The hierarchical architecture effectively bypasses the local minima trap typical of pure artificial potential field methods. Simulation results indicate that, under strong crosswind disturbances, the proposed method reduces trajectory tracking error by 80.5% and energy consumption by 74.2% compared to classic PID control. In a high-density cross-flow scenario with 100 UAVs, zero-conflict interwoven operation is achieved, verifying the convergence and robust feasibility of the method in non-convex constrained environments.

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Cite This Study

Gao et al. (2026) studied this question.

synapsesocial.com/papers/6a2a503380c8f91e7f39cd5ahttps://doi.org/10.1063/5.0332889
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