Path Planning of An Autonomous Mobile Robot With Multiobjective Functions

Hasan Mujtaba Research Scholar, Pallavi Gupta, Gajendra Singh
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引用次数: 2

Abstract

Path planning contributes a significant role in a mobile robot. The accuracy of path depends upon mapping and limitation of an indoor environment. Various methodology are now in applications like A* Algorithms, D* Algorithm (Heuristic Approach), Dijkstra’s Algorithm (Deterministic methodology), Cell Decomposition Technique. This paper considers the path planning strategy with different target point. Global path planning method always considers the static obstacles in fixed environment where the indoor environment matrix of 50X50 with static obstacles has taken for simulation. In this paper, we propose a multi-objective method for solving the path planning problem using A* algorithm. It is a multi objective algorithm and handles three particular objectives(multiple destinations, minimum distance and safety).Consider two initial distance point on the grid, that construct a minimum distance path by using A* algorithm. At the destination node the minimum path has been calculated by adding all the minimum distance of two consecutive-nodes. For a safe simulation of path planning also virtual cell are consider around the static obstacles, so for the collision free or safe path has been created with shortest distance at multiple nodes or target.
具有多目标函数的自主移动机器人路径规划
路径规划在移动机器人中起着至关重要的作用。路径的准确性取决于绘图和室内环境的限制。现在有各种各样的方法在应用中,如A*算法、D*算法(启发式方法)、Dijkstra算法(确定性方法)、细胞分解技术。本文考虑了不同目标点下的路径规划策略。全局路径规划方法通常考虑固定环境下的静态障碍物,选取静态障碍物为50X50的室内环境矩阵进行仿真。本文提出了一种用a *算法求解路径规划问题的多目标方法。它是一个多目标算法,处理三个特定的目标(多目的地、最小距离和安全)。考虑网格上的两个初始距离点,用a *算法构造一个最小距离路径。在目标节点上,通过将两个连续节点的所有最小距离相加来计算最小路径。对于安全仿真的路径规划,还考虑了围绕静态障碍物的虚拟单元,从而在多个节点或目标处创建无碰撞或距离最短的安全路径。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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