论文标题

在复杂的停车环境中的路径规划的连续曲面目标树算法

Continuous-Curvature Target Tree Algorithm for Path Planning in Complex Parking Environments

论文作者

Kim, Minsoo, Ahn, Joonwoo, Park, Jaeheung

论文摘要

快速探索的随机树(RRT)由于快速求解高维运动计划并易于反映限制,已应用于自动停车。但是,计划时间的增加是在没有冲突的情况下向狭窄的停车位延伸的可能性很小。为了减少计划时间,提出了目标树算法,用RRT中的停车目标替换为向后停车路的集合(目标树)。但是,它由圆形和直路组成,并且自动驾驶汽车无法准确停放,因为弯曲度差。此外,计划时间在复杂的环境中增加;向后路径可以被障碍物阻塞。因此,本文介绍了用于复杂停车环境的连续曲面目标树算法。首先,目标树包括解决此类曲率差异的衣服路径。其次,为了进一步减少计划时间,定义了成本函数来构建考虑障碍的目标树。与最佳变化的RRT集成并搜索到达的向后路径之间的最短路径,随着采样时间的增加,提出的算法获得了近乎理想的路径。实际环境中的实验结果表明,与使用其他基于采样的算法相比,车辆更准确地停车,并获得更快和更高的成功率。

Rapidly-exploring random tree (RRT) has been applied for autonomous parking due to quickly solving high-dimensional motion planning and easily reflecting constraints. However, planning time increases by the low probability of extending toward narrow parking spots without collisions. To reduce the planning time, the target tree algorithm was proposed, substituting a parking goal in RRT with a set (target tree) of backward parking paths. However, it consists of circular and straight paths, and an autonomous vehicle cannot park accurately because of curvature-discontinuity. Moreover, the planning time increases in complex environments; backward paths can be blocked by obstacles. Therefore, this paper introduces the continuous-curvature target tree algorithm for complex parking environments. First, a target tree includes clothoid paths to address such curvature-discontinuity. Second, to reduce the planning time further, a cost function is defined to construct a target tree that considers obstacles. Integrated with optimal-variant RRT and searching for the shortest path among the reached backward paths, the proposed algorithm obtains a near-optimal path as the sampling time increases. Experiment results in real environments show that the vehicle more accurately parks, and continuous-curvature paths are obtained more quickly and with higher success rates than those acquired with other sampling-based algorithms.

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