Improved RRT*-A*-based Three-Dimensional Path Planning Algorithm for the Robotic Dolphin

Chi Zhang, Zhenna Liu, Yaoguang Wei, Dong An, Jincun Liu
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Abstract

The dolphins are fairly well endowed with high turn maneuverability in vertical and horizontal planes. This paper proposes a modified path planning algorithm fusions of rapidly-exploring random tree (RRT) and graph-based methods for a developed robotic dolphin. Considering simultaneously the both minimum yaw radius and minimum pitch radius constraints, a method of calculating a three-dimensional (3D) Dubins curve from two 2D Dubins curves by interpolation is proposed. The 3D Dubins curves and the length of the curves are utilized as the paths and costs of path planning to satisfy the motion constraints of the robotic dolphin. Furthermore, in order to meet the speed and optimization of planned path, a variant RRT algorithm combined with A* algorithm is employed to generate feasible path for the robotic dolphin. The path cost and calculation time of this method is lower. Finally, a tendon-driven continuum robotic dolphin is presented to provide the simulation platform for verifying the effectiveness of the proposed methods.
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基于改进RRT*-A*的机器海豚三维路径规划算法
海豚在垂直和水平平面上具有很高的转弯机动性。针对已开发的机器海豚,提出了一种融合快速探索随机树和基于图的路径规划改进算法。同时考虑最小偏航半径和最小俯仰半径约束,提出了一种由两条二维Dubins曲线插值计算三维Dubins曲线的方法。利用三维Dubins曲线和曲线长度作为路径规划的路径和代价来满足机器人海豚的运动约束。为满足规划路径的快速性和最优性,采用变型RRT算法结合a *算法生成机器人海豚的可行路径。该方法的路径代价和计算时间较低。最后,提出了一种肌腱驱动连续体机器人海豚,为验证所提方法的有效性提供了仿真平台。
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