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A Graph-based Ant-like Approach to Optimal Path Planning

机译:一种基于图的蚂蚁般最优路径规划方法

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Motion planning of an autonomous mobile robot is involved in generating safe, optimal, short, and/or reasonable trajectories in its workspace and finally reaching its final target while avoiding collision with obstacles and escaping traps. This paper presents a new hybrid model to optimize trajectory of the global path of a mobile robot using a graph-based search algorithm associated with an ant colony optimization (ACO) method. Once a graph representing the robot workspace populated with obstacles is modelled by MAKLINK graph theory, Dijkstra algorithm is utilized to seek the sub-optimal collision-free robot trajectory. On the basis of the initial global sub-optimal trajectory generated by Dijkstra algorithm, the motion trajectory of the mobile robot is optimized in Cartesian space through the ACO method. Most importantly, a Bspline curve based smoothing scheme is, in a greater degree, applied to generate safer and smother trajectories with reasonable distance from obstacles. Results of simulation and comparison studies in various sorts of environments are addressed in order to demonstrate the superiority of the proposed hybrid graph-based model.
机译:自主移动机器人的运动计划涉及在其工作空间中生成安全,最佳,短和/或合理的轨迹,并最终达到其最终目标,同时避免与障碍物碰撞和逃脱陷阱。本文提出了一种新的混合模型,该模型使用与蚁群优化(ACO)方法相关的基于图的搜索算法来优化移动机器人的全局路径轨迹。一旦使用MAKLINK图论对代表机器人工作空间的图形进行建模,就可以使用Dijkstra算法来寻找次优的无碰撞机器人轨迹。基于Dijkstra算法生成的初始全局次优轨迹,通过ACO方法在笛卡尔空间中优化了移动机器人的运动轨迹。最重要的是,基于Bspline曲线的平滑方案在更大程度上适用于生成距离障碍物合理距离的更安全和更平滑的轨迹。提出了在各种环境中进行仿真和比较研究的结果,以证明所提出的基于混合图的模型的优越性。

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