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基于自适应控制采样的RRT^(*)足路径规划算法研究

Research of RRT^(*)Path Planning Algorithm Based on Adaptive Control Sampling
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摘要 针对传统渐进最优快速随机搜索树(Rapidly Exploring Random Tree Star,RRT^(*))算法在无人车全局路径规划时,由于初始路径生成方式基于随机概率,导致目的性较差,使得初始路径的生成时间过长;在复杂环境下,算法的采样区域过大,增加了额外计算量,导致算法计算速度较慢的问题,提出了一种基于贪心策略(Greedy Algorithm,GA)和自适应控制采样范围的改进的RRT^(*)算法。在初始路径生成时引入GA,缩短初次路径生成所需的时间,从而缩短算法整体所需的时间;寻到目标点生成首次路径后,加入决策条件限制,将采样点限制在生成树的附近,减少算法的无关计算量。仿真试验结果证明,改进后的算法生成首条路径速度快了约169%,有限次采样后路径缩短了约10%,整体所需时间减少约13%。所提出算法加快了路径生成的速度,减少了寻找目标所需的时间,为后续同类算法的改进提供参考。 When the traditional Rapidly Exploring Random Tree Star(RRT^(*))algorithm is used for the overall path planning of unmanned vehicles,the generation time for the initial path can be too long due to the poor purposefulness given by the generation method of the initial path based on random probability.Meanwhile,in the complex environment,the additional calculated amount can be also added because of the large algorithm sampling area,resulting in the low calculation speed of the algorithm.Therefore,an improved RRT^(*)algorithm based on Greedy Algorithm(GA)and adaptive control of the sampling range is proposed.The GA is introduced in the initial path generation to shorten the time required for the initial path generation,thus shortening the overall time required by the algorithm;and after finding the target point to generate the first path,a decision condition constraint is added to limit the sampling points to the vicinity of the spanning tree to reduce the extraneous calculated amount of the algorithm.By the simulation experiments,the experimental results show that the improved algorithm generates the first path about 169%faster,shortening the path by about 10%after the finite sampling and reducing the overall time required by about 13%.The path generation is accelerated by the proposed algorithm,with the time required to find the target also reduced,providing reference for the subsequent improvements of similar algorithms.
作者 郝晨旭 李骏敏 甘兴利 李香凝 HAO Chenxu;LI Junmin;GAN Xingli;LI Xiangning(China Energy Huanghua Port Co.,Ltd.,Cangzhou 061100,China;School of Information and Electronic Engineering,Zhejiang University of Science and Technology,Hangzhou 310023,China)
出处 《计算机与网络》 2023年第23期57-61,共5页 Computer & Network
关键词 路径规划 快速随机搜索树 贪心算法 路径优化 path planning RRT^(*) greedy algorithm path optimization
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  • 1韩永,刘国栋.动态环境下基于人工势场的移动机器人运动规划[J].机器人,2006,28(1):45-49. 被引量:36
  • 2刘华军,杨静宇,陆建峰,唐振民,赵春霞,成伟明.移动机器人运动规划研究综述[J].中国工程科学,2006,8(1):85-94. 被引量:74
  • 3Kuwata Y, Teo J, Fiore G, et al. Real-time motion planning withapplications to autonomous urban driving[J]. IEEE Transactionson Control Systems Technology, 2009,17(5): 1105-1118.
  • 4Fraichard T, Scheuer A. From Reeds and Shepp’s to continuous-curvature paths [J]. IEEE Transactions on Robotics, 2004,20(6):1025-1035.
  • 5Elbanhawi M, Simic M. Randomised kinodynamic motion plan-ning for an autonomous vehicle in semi-structured agriculturalareas[J]. Biosystems Engineering, 2014, 126: 30-44.
  • 6Elbanhawi M, Simic M, Jazar R. Continuous-curvature bound-ed trajectory planning using parametric splines[M]//Frontiers inArtificial Intelligence and Applications, vol.262. Amsterdam,Netherlands: IOS Press, 2014: 513-522.
  • 7Gomez-Bravo F, Cuesta F, Ollero A, et al. Continuous curva-ture path generation based on /3-spline curves for parking ma-noeuvres[J]. Robotics and Autonomous Systems, 2008, 56(4):360-372.
  • 8Du M B, Chen J J, Zhao P, et al. An improved RRT-basedmotion planner for autonomous vehicle in cluttered environ-ments [C]//IEEE International Conference on Robotics and Au-tomation. Piscataway, USA: IEEE, 2014: 4674-4679.
  • 9Lee J, Kwon O, Zhang L, et al. SR-RRT: Selective retraction-based RRT planner[C]//IEEE International Conference onRobotics and Automation. Piscataway, USA: IEEE, 2012:2543-2550.
  • 10Rodriguez S, Tang X,Lien J M, et al. An obstacle-based rapidly-exploring random tree[C]//IEEE International Conference onRobotics and Automation. Piscataway, USA: IEEE, 2006: 895-900.

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