A Multiobjective Optimization Algorithm for Safety and Optimality of 3-D Route Planning in UAV

标杆管理 运动规划 计算机科学 数学优化 趋同(经济学) 公制(单位) 算法 路径(计算) 多目标优化 水准点(测量) 帕累托原理 帕累托最优 工程类 数学 人工智能 机器人 运营管理 大地测量学 营销 经济 地理 业务 程序设计语言 经济增长
作者
Mohamed Abdel‐Basset,Reda Mohamed,Karam M. Sallam,Ibrahim M. Hezam,Kumudu S. Munasinghe,Abbas Jamalipour
出处
期刊:IEEE Transactions on Aerospace and Electronic Systems [Institute of Electrical and Electronics Engineers]
卷期号:60 (3): 3067-3080 被引量:11
标识
DOI:10.1109/taes.2024.3364139
摘要

Finding a feasible path for an unmanned aerial vehicle (UAV) in a complex environment is a crucial part of any UAV mission planning system. Many algorithms have been developed to identify optimal or nearly optimal pathways for UAVs; however, the vast majority of those algorithms do not deal with this problem as multiobjective. Therefore, this study is presented to propose a new multiobjective optimization technique, namely the hybrid slime mould algorithm (HSMA), based on hybridizing the slime mould algorithm with a new updating mechanism to strengthen its performance when applied to tackle the multiobjective path planning problem in 3-D space. This algorithm employs Pareto optimality to tradeoff between various objectives. Those objectives include path optimality for minimizing the fuel cost and consumed time to reach the target location, flying away from threats to ensure safe operation, and finally the smooth cost to assess the climbing and turning rates. HSMA was evaluated using six benchmarking scenarios with various difficulty levels and compared to several recently published and well-established algorithms to show its effectiveness for several performance metrics, such as the convergence curve, Wilcoxon rank-sum test, and inverted generational distance metric. The experimental findings expose that HSMA is more effective than all the compared optimizers in terms of all performance metrics. Hence, it is the best alternative for efficiently creating high-quality pathways for UAVs.
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