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Second Path Planning for Unmanned Surface Vehicle Considering the Constraint of Motion Performance

机译:考虑运动性能约束的无人水面车辆第二路径规划

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When utilizing the traditional path planning method for unmanned surface vehicles (USVs), ‘planning-failure’ is a common phenomenon caused by the inflection points of large curvatures in the planned path, which exceed the performances of USVs. This paper presents a second path planning method (SPP), which is an initial planning path optimization method based on the geometric relationship of the three-point path. First, to describe the motion performance of a USV in conjunction with the limited test data, a method of integral nonlinear least squares identification is proposed to rapidly obtain the motion constraint of the USV merely by employing a zig zag test. It is different from maneuverability identification, which is performed in combination with various tests. Second, the curvature of the planned path is limited according to the motion performance of the USV based on the traditional path planning, and SPP is proposed to make the maximum curvature radius of the optimized path smaller than the rotation curvature radius of the USV. Finally, based on the ‘Dolphin 1’ prototype USV, comparative simulation experiments were carried out. In the experiment, the path directly obtained by the initial path planning and the path optimized by the SPP method were considered as the tracking target path. The artificial potential field method was used as an example for the initial path planning. The experimental results demonstrate that the tracking accuracy of the USV significantly improved after the path optimization using the SPP method.
机译:当将传统的路径规划方法用于无人水面车辆(USV)时,“规划失败”是由计划路径中大曲率拐点引起的普遍现象,其超过了USV的性能。本文提出了第二种路径规划方法(SPP),它是一种基于三点路径的几何关系的初始规划路径优化方法。首先,为了结合有限的测试数据描述USV的运动性能,提出了一种集成非线性最小二乘识别的方法,仅通过采用Z字形测试即可快速获得USV的运动约束。它不同于可操纵性识别,后者是与各种测试结合执行的。其次,在传统路径规划的基础上,根据USV的运动性能来限制计划路径的曲率,并提出了SPP,以使优化路径的最大曲率半径小于USV的旋转曲率半径。最后,基于“海豚1”原型USV,进行了对比仿真实验。在实验中,将通过初始路径规划直接获得的路径和通过SPP方法优化的路径视为跟踪目标路径。人工势场方法被用作初始路径规划的示例。实验结果表明,使用SPP方法进行路径优化后,USV的跟踪精度显着提高。

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