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Task Assignment and Path Planning for Multiple Autonomous Underwater Vehicles Using 3D Dubins Curves

机译:使用3D Dubins曲线的多辆水下机器人的任务分配和路径规划

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摘要

This paper investigates the task assignment and path planning problem for multiple AUVs in three dimensional (3D) underwater wireless sensor networks where nonholonomic motion constraints of underwater AUVs in 3D space are considered. The multi-target task assignment and path planning problem is modeled by the Multiple Traveling Sales Person (MTSP) problem and the Genetic Algorithm (GA) is used to solve the MTSP problem with Euclidean distance as the cost function and the Tour Hop Balance (THB) or Tour Length Balance (TLB) constraints as the stop criterion. The resulting tour sequences are mapped to 2D Dubins curves in the X − Y plane, and then interpolated linearly to obtain the Z coordinates. We demonstrate that the linear interpolation fails to achieve G1 continuity in the 3D Dubins path for multiple targets. Therefore, the interpolated 3D Dubins curves are checked against the AUV dynamics constraint and the ones satisfying the constraint are accepted to finalize the 3D Dubins curve selection. Simulation results demonstrate that the integration of the 3D Dubins curve with the MTSP model is successful and effective for solving the 3D target assignment and path planning problem.
机译:本文研究了考虑了水下AUV在3D空间中的非完整运动约束的三维(3D)水下无线传感器网络中多个AUV的任务分配和路径规划问题。通过多行销人员(MTSP)问题对多目标任务分配和路径规划问题进行建模,并使用遗传算法(GA)来解决以欧式距离为成本函数和游览跳数(THB)的MTSP问题)或游览长度平衡(TLB)约束作为停止条件。产生的巡回序列在X-Y平面上映射到2D Dubins曲线,然后线性插值以获得Z坐标。我们证明了线性插值无法在多个目标的3D Dubins路径中实现G 1 连续性。因此,针对AUV动力学约束条件检查内插的3D Dubins曲线,并接受满足约束条件的曲线,以最终确定3D Dubins曲线选择。仿真结果表明,将3D Dubins曲线与MTSP模型集成是成功且有效的解决3D目标分配和路径规划问题的方法。

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