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A Random Profile Approach to Minimum-Time Motion Planning Problem for Non-Holonomic Wheeled Mobile Robots : Application for the Parking and Articulated systems

机译:非实体轮式移动机器人最小时间运动规划问题的随机轮廓方法:停车和铰接系统的应用

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We present in this paper a stochastic method of trajectory planning developed for Non-Holonomic mobile robots in the presence of static obstacles in the workspace. It's based on a simultaneous search for the robot path and for the time evolution on this path, it makes use of spline function to model the components of the geometric path followed by the robot as well as the motion on this path. The minimum-time trajectory is determined via a hill-climbing technique with variable interval size. The entire problem is formulated in such a manner considering kinodynamic constraints. Results are presented for parking problem for various parking configurations (parallel, diagonal and row parking) and for an articulated mobile robot.
机译:本文介绍了在工作区内静态障碍物存在下为非完全移动机器人开发的轨迹规划的随机方法。它基于对机器人路径的同时搜索和此路径上的时间进化,它利用样条函数来模拟几何路径的组件,然后是机器人以及该路径上的运动。最小时间轨迹通过具有可变间隔尺寸的爬山技术确定。考虑到通风限制的方式配制整个问题。结果出现了各种停车配置(平行,对角线和行停车)和铰接式移动机器人的停车问题。

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