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改进RRT算法的路径规划研究

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针对传统的快速扩展随机树(RRT)算法在机械臂路径规划研究中发现路径规划的过程中存在随机性大、目标导向性差、冗余节点过多、路径规划速度慢、轨迹平滑度差等问题,提出一种增强目标导向性、减少冗余节点同时对路径进行优化处理的改进RRT算法。首先,针对传统的RRT算法存在目标导向性差、搜索时间长的问题在采样中添加了概率采样策略,增强目标的导向性;其次,用全局自适应步长的方法,可以根据地图中障碍物的空间大小来动态调整步长,达到快速路径规划,对地图的探索能力增强;针对规划过程中的冗余节点过多、路径规划速度慢的问题结合了贪心优化策略减少多余的节点,提高规划速度;最后再利用三次B样条曲线对生成路径进行平滑处理。在MATLAB进行仿真,实验结果表明改进的RRT算法在规划时间、路径长度和平滑度方面均得到有效的提高。
The Research on Improving the RRT Algorithm for Path Planning
In view of the problems found in the process of path planning by the traditional Rapid Expansion Random Tree(RRT)algorithm in the process of path planning,such as large randomness,poor goal orientation,too many redundant nodes,slow path planning speed and poor trajectory smoothness,an improved RRT algorithm was proposed to enhance the goal orientation,reduce the redundant redundant nodes and optimize the path at the same time.Firstly,in view of the problems of poor goal orientation and long search time of the traditional RRT algorithm,a probabilistic sampling strategy was added to the sampling to enhance the goal orientation.Secondly,the global adaptive step size method can be used to dynamically adjust the step size according to the spatial size of the obstacles in the map,so as to achieve fast path planning and enhance the exploration ability of the map.In order to solve the problem of too many redundant nodes and slow path planning speed in the planning process,the greedy optimization strategy was combined to reduce the redundant nodes and improve the planning speed.Finally,the cubic B-spline curve was used to smooth the generated path.The experimental results show that the improved RRT algorithm can effectively improve the planning time,path length and smoothness.

RRTdynamic step sizeprobability sampling strategygreedy optimization strategycubic B-spline curves

孔志成、刘兴德、陈大光、余鹏泽、任洛莹

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吉林化工学院 信息与控制工程学院,吉林 吉林 132022

吉林化工学院 机电工程学院,吉林 吉林 132022

RRT 动态步长 概率采样策略 贪心优化策略 三次B样条曲线

吉林省科技厅项目吉林市科技局项目

20190302080GX201750209

2024

吉林化工学院学报
吉林化工学院

吉林化工学院学报

影响因子:0.351
ISSN:1007-2853
年,卷(期):2024.41(3)