运动规划
计算机科学
可扩展性
分类
强化学习
算法
路径(计算)
趋同(经济学)
数学优化
人工智能
机器人
数据库
数学
程序设计语言
经济
经济增长
作者
Guicheng Shen,Ran Ma,Zhong Tang,Liangliang Chang
标识
DOI:10.1109/netcit54147.2021.00090
摘要
The problem of AGV path planning has become a key technical problem in the fields of cargo transportation and rapid sorting. Due to the continuous expansion of the scale of application scenarios, more AGV cooperation is required. Traditional planning models are difficult to coordinate path planning between multiple AGVs. Aiming at the warehouse layout scenario of the Kiva system, the article proposes an A3C algorithm combined with the Attention mechanism of the MAA3C algorithm. The advantage function and entropy are used for training to better solve the path planning problem of the unequal number of picking shelves in the storage multi-pick station, MAAC (Uniform), MADDPG, MADDPG+SAC, and COMA+SAC algorithms for comparison. The simulation results show that the MAA3C algorithm has a better convergence effect than other algorithms, the convergence time is 1/3 of other algorithms, and the average reward is increased by about 25%. Therefore, this algorithm can effectively solve the optimization problem of picking path planning under the "goods to people" mode, and improve the collaboration and scalability of multiple AGVs in the warehouse.
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