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A study on the optimal path of a mobile robot based on mobility and recurrency

机译:基于移动性和递归性的移动机器人最优路径研究

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In this article, we define mobility and recurrency, and acquire the desired mobility and recurrency which result from the dynamic space change between two wheels of a mobile robot, assuming that the robot has a fixed wheel radius. When a robot has a fixed interval between its two wheels, it cannot avoid a sudden obstacle because of the constraints of mobility and recurrency. The focus of this article is on instant recurrency, but high, stable mobility. That is, by changing the space between the two wheels in the simulation, the mobile robot could gain high recurrency instantly, and also high mobility with stability. We supposed that mobility and recurrency, as defined in this article, are applied to the design of a mobile robot. We suggest a theoretical change based on the optimal design of a mobile robot. The experimental data support the validity of this definition of mobility and recurrency.
机译:在本文中,我们定义了移动性和重复性,并假设机器人具有固定的车轮半径,并获得了由于移动机器人的两个轮子之间的动态空间变化而产生的所需的移动性和重复性。当机器人的两个轮子之间的距离固定时,由于移动性和重复性的限制,它无法避免突然的障碍。本文的重点是即时重复性,但具有高而稳定的移动性。即,通过在仿真中改变两个轮子之间的空间,移动机器人可以立即获得高重复性,还可以稳定地获得高移动性。我们假定本文定义的移动性和重复性可应用于移动机器人的设计。我们建议基于移动机器人的最佳设计进行理论上的改变。实验数据支持这种流动性和复发性定义的有效性。

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