arXiv:2410.14407cs.RO2024-10被引 12

多无人机无需外部定位即可围追移动目标,靠邻居信息自适应协同

Formation Control for Enclosing and Tracking via Relative Localization

  • 用递归最小二乘+分布式卡尔曼滤波,靠邻居信息补全目标位置
  • 设计环形队形让无人机均匀包围目标,确保算法稳定收敛
  • 适合无卫星信号的复杂环境,如室内或城市峡谷

本文提出一种分布式多无人飞行器(UAV)协同框架,可在不依赖外部定位系统的情况下持续包围并跟踪移动目标。该框架包含三个模块:协同状态估计算法、环形队形生成器和队形跟踪控制器。在协同状态估计模块中,将递归最小二乘估计器(RLSE)与分布式卡尔曼滤波(DKF)结合,实现对目标状态的持续估计;当某架无人机因环境遮挡失去目标直接观测时,可利用邻近无人机的信息在本地坐标系下对齐,提供间接测量。第二模块采用耦合振子模型规划理想的环形队形,确保无人机均匀分布于包围目标的圆周上,其持续激励特性对第一模块的收敛至关重要。第三模块设计基于共识的队形控制律,使多机渐近跟踪预设环形模式,同时保证控制输入有界。理论分析表明,对于匀速目标,可实现渐近跟踪;对于变速度目标,跟踪误差收敛至与目标最大加速度相关的有界区域。仿真与实验验证了算法有效性。

原文摘要 · Abstract (English)

This paper proposes an integrated framework for coordinating multiple unmanned aerial vehicles (UAVs) in a distributed manner to persistently enclose and track a moving target without relying on external localization systems. The proposed framework consists of three modules: cooperative state estimators, circular formation pattern generators, and formation tracking controllers. In the cooperative state estimation module, a recursive least squares estimator (RLSE) for estimating the relative positions between UAVs is integrated with a distributed Kalman filter (DKF), enabling a persistent estimation of the target's state. When a UAV loses direct measurements of the target due to environmental occlusion, measurements from neighbors are aligned into the UAV's local frame to provide indirect measurements. The second module focuses on planning a desired circular formation pattern using a coupled oscillator model. This pattern ensures an even distribution of UAVs around a circle that encloses the moving target. The persistent excitation property of the circular formation is crucial for achieving convergence in the first module. Finally, a consensus-based formation controller is designed to enable multiple UAVs to asymptotically track the planned circular formation pattern while ensuring bounded control inputs. Theoretical analysis demonstrates that the proposed framework ensures asymptotic tracking of a target with constant velocity. For a target with varying velocity, the tracking error converges to a bounded region related to the target's maximum acceleration. Simulations and experiments validate the effectiveness of the proposed algorithm.

无人机协同围追跟踪分布式控制

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