• 中国期刊全文数据库
  • 中国学术期刊综合评价数据库
  • 中国科技论文与引文数据库
  • 中国核心期刊(遴选)数据库
张艺馨, 周祖鹏. 基于PSO-LQR的无人机−无人车一致性控制器的设计J. 桂林电子科技大学学报, 2025, 45(2): 175-181. DOI: 10.16725/j.1673-808X.2022342
引用本文: 张艺馨, 周祖鹏. 基于PSO-LQR的无人机−无人车一致性控制器的设计J. 桂林电子科技大学学报, 2025, 45(2): 175-181. DOI: 10.16725/j.1673-808X.2022342
ZHANG Yixin, ZHOU Zupeng. PSO-LQR-based design of consistency controller for UAVs-UGVsJ. Journal of Guilin University of Electronic Technology, 2025, 45(2): 175-181. DOI: 10.16725/j.1673-808X.2022342
Citation: ZHANG Yixin, ZHOU Zupeng. PSO-LQR-based design of consistency controller for UAVs-UGVsJ. Journal of Guilin University of Electronic Technology, 2025, 45(2): 175-181. DOI: 10.16725/j.1673-808X.2022342

基于PSO-LQR的无人机−无人车一致性控制器的设计

PSO-LQR-based design of consistency controller for UAVs-UGVs

  • 摘要: 针对无领导者、具有固定无向通信方式的无人机−无人车组成的异构系统,在现有的一致性控制器设计方法的基础上,设计了一种基于粒子群算法优化的线性二次型(PSO-LQR)一致性控制器。首先,建立了无人机−无人车异构系统模型;其次,基于该系统的一致性问题设计了PSO-LQR一致性控制器,并给出了一致性控制参数的选取范围。与LQR一致性控制器进行仿真对比分析,结果表明,该控制器减小了线性二次型调节器(LQR)的超调,达到一致性的时间降低了10 s,即在该控制器的作用下,可以智能化地调节系统参数,消除了人为选取参数的主观性,提高了系统的稳定性。总体仿真结果表明,无人机−无人车在27 s达到一致性。

     

    Abstract: For the heterogeneous system composed of unmanned aerial vehicle (UAV) and unmanned ground vehicle (UGV) with no leader and fixed directional communication mode, a linear quadratic regulator (PSO-LQR) consensus controller based on particle swarm optimization is designed based on existing consensus controller design methods. First, the UAVs-UGVs heterogeneous system model is established. Second, the PSO-LQR consensus controller is designed based on the consensus problem of the system, and the selection range of consensus control parameters is given. The simulation comparison and analysis with the LQR consensus controller show that the controller reduces the overshoot of the linear quadratic regulator (LQR), and the time to achieve consistency is decreased by 10 seconds, that is, under the effect of the controller, the system parameters can be intelligently adjusted, eliminating the subjectivity of manually selecting parameters and improving the stability time of the system. The overall simulation results show that the drone unmanned vehicle achieves consensus in 27 seconds.

     

/

返回文章
返回