Dynamic path planning algorithm for autonomous mobile robot with a minimum number of turns in unknown environment

G. Rego, R. Voronov
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Abstract

The article is devoted to the problem of reactive navigation of a mobile robot with limited information about the environment. An algorithm for finding a path from source to the target with a minimum number of turns is described. The idea of the algorithm is based on the bug family of algorithms for reactive navigation. The mobile robot remembers the boundaries of obstacles and calculates the angle of rotation depending on the surrounding situation. The difference from bug algorithms is that the robot does not move “along the obstacle”, but turns only in a limited number of cases. The results of testing the algorithm on simulated polygons are presented. Models of fallen trees, stumps and swamps were considered as obstacles. The performance of the algorithm is evaluated by comparing the minimum possible number of turns with the number of turns in the path obtained using the algorithm.
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未知环境下最小匝数自主移动机器人动态路径规划算法
研究了具有有限环境信息的移动机器人的响应式导航问题。描述了一种寻找从源到目标的最小匝数路径的算法。该算法的思想是基于响应式导航算法的bug族。移动机器人记住障碍物的边界,并根据周围的情况计算旋转角度。与bug算法的不同之处在于,机器人不会“沿着障碍物”移动,而是只在有限的情况下转弯。给出了算法在模拟多边形上的测试结果。倒下的树木、树桩和沼泽的模型被认为是障碍。通过比较最小可能匝数和算法得到的路径匝数来评价算法的性能。
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来源期刊
CiteScore
1.30
自引率
50.00%
发文量
10
期刊介绍: The journal is the prime outlet for the findings of scientists from the Faculty of applied mathematics and control processes of St. Petersburg State University. It publishes original contributions in all areas of applied mathematics, computer science and control. Vestnik St. Petersburg University: Applied Mathematics. Computer Science. Control Processes features articles that cover the major areas of applied mathematics, computer science and control.
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