水准点(测量)
计算机科学
运动规划
人工智能
路径(计算)
蜂鸟
面子(社会学概念)
算法
机器人
机器人学
移动机器人
代表(政治)
螺旋(铁路)
航程(航空)
机器学习
计算
深度学习
数学优化
结果(博弈论)
算法设计
复杂系统
领域(数学)
迭代法
作者
Ao Ren,Junxing Zhang,Jiaxue Ran,Jiewen Pang,Lunjie Wang
标识
DOI:10.1016/j.rineng.2026.108982
摘要
Multi-robot systems are crucial in intelligent manufacturing. In dynamic environments, they face complex tasks requiring efficient coordination, with the multi-robot path planning (MRPP) problems being particularly significant. The current algorithms for MRPP problems face difficulties in dealing with dynamic uncertainties and real-time adaptability. To tackle the MRPP problem, this study proposes a spiral forward-adaptability multi-objective artificial hummingbird algorithm (SFA-MOAHA). It combines a spiral approximation strategy and a forward fusion learning strategy to boost exploration and exploitation, and integrates Deep Q-Network (DQN)to adaptively select the best search schemes based on iterative feedback. A multitude of simulation experiments have been carried out to validate the efficacy of the SFA-MOAHA. The experiments cover tests with three benchmark test sets (ZDT, DTLZ, and WFG), engineering design problems, and solving MRPP problems with different robot numbers and map complexities. Compared to traditional algorithms, SFA-MOAHA shows superiority in obtaining well-distributed and converged solutions for the benchmark tests and engineering problems. In two environments of different complexities, SFA-MOAHA shortens the path lengths of 4 mobile robots by 6.23% and 7.45% respectively, and those of 8 robots by 7.89% and 9.61% respectively, outperforming multi-objective artificial hummingbird algorithm (MOAHA). This study demonstrates that SFA-MOAHA works excellently in complex situations and offers an adaptive learning solution for real-time multi-robot coordination.
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