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Using modification of visibility-graph in solving the problem of finding shortest path for robot

机译:用可见性图修改解决机器人最短路径问题

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This paper presents a solution for global optimized path planning with respect to finding the shortest distance for autonomous robotic system, particularly in two-dimensional space with a set of obstacles. The proposed approach is based on visibility-graph and the literature review of path planning is presented in details to explain why this approach is used. Through pros, cons, and complexity in the construction of a visibility-graph, the paper proposed two simple and efficient techniques to significantly reduce computation time in building a visibility-graph in the case of numerous obstacles. The experimental results, with a real robot, show that the proposed approach is efficient, feasible and straightforward to apply in practice.
机译:本文提出了一种针对全局优化路径规划的解决方案,以找到自主机器人系统的最短距离,特别是在具有一组障碍的二维空间中。所提出的方法基于可见性图,并且详细介绍了路径规划的文献综述,以解释为什么使用此方法。通过构造可见性图的利弊,本文提出了两种简单有效的技术,以在遇到众多障碍的情况下显着减少构建可见性图的计算时间。在一个真实的机器人上的实验结果表明,所提出的方法在实际中是有效,可行和直接的。

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