Double DQN-Based Coevolution for Green Distributed Heterogeneous Hybrid Flowshop Scheduling With Multiple Priorities of Jobs

拖延 数学优化 计算机科学 调度(生产过程) 作业车间调度 流水车间调度 分布式计算 人口 启发式 操作员(生物学) 人工智能 数学 地铁列车时刻表 生物化学 化学 人口学 抑制因子 社会学 转录因子 基因 操作系统
作者
Rui Li,Wenyin Gong,Ling Wang,Chao Lu,Zixiao Pan,Xinying Zhuang
出处
期刊:IEEE Transactions on Automation Science and Engineering [Institute of Electrical and Electronics Engineers]
卷期号:21 (4): 6550-6562 被引量:19
标识
DOI:10.1109/tase.2023.3327792
摘要

Distributed manufacturing involving heterogeneous factories presents significant challenges to enterprises. Furthermore, the need to prioritize various jobs based on order urgency and customer importance further complicates the scheduling process. Consequently, this study addresses the practical issue by tackling the distributed heterogeneous hybrid flow shop scheduling problem with multiple priorities of jobs (DHHFSP-MPJ). The primary objective is to simultaneously minimize the total weighted tardiness and total energy consumption. To solve DHHFSP-MPJ, a double deep Q-network-based co-evolution (D2QCE) is developed with four features: i) The global and local searches are allocated into two populations to balance computational resources; ii) A hybrid heuristic strategy is proposed to obtain an initialized population with great convergence and diversity; iii) Four knowledge-based neighborhood structures are proposed to accelerate converging. Next, the double deep Q-Network is applied to learn operator selection; and iv) An energy-efficient strategy is presented to save energy. To verify the effectiveness of D2QCE, five state-of-the-art algorithms are compared on 20 instances and a real-world case. The results of numerical experiments indicate that: i) The D2QN can learn fast by only consuming a few computation resources and can select the best operator. ii) Combining D2QN and co-evolution can vastly improve the performance of evolutionary algorithms for solving distributed shop scheduling. iii) The proposed D2QCE has better performance than state-of-the-arts for DHHFSP-MPJ Note to Practitioners —This paper is inspired by a real-world problem encountered in blanking workshop systems within the manufacturing of large engineering equipment. In this practical scenario, jobs come with varying priorities and distinct due dates. Balancing these priority and due date constraints while efficiently scheduling a considerable volume of jobs to enhance enterprise profitability poses a significant challenge. Thus, this scheduling problem is abstracted to the distributed heterogeneous hybrid flow shop scheduling problem with multiple priorities of jobs. The objectives are minimizing weighted due date delay and total energy consumption. Notably, this model has never been studied before. To address this, we've formulated a mixed-integer linear programming model and developed a novel co-evolutionary algorithm based on double deep Q-networks (DQN). Our approach introduces several key components. First, we present a co-evolutionary framework to strike a balance between global and local search aspects. Additionally, we've devised three problem-specific enhancement strategies to expedite convergence, which include hybrid initialization, local search techniques, and energy-saving measures. To accelerate the learning process of selecting the optimal operator with minimal computational resources, we employ the double DQN. Experimental results demonstrate the superior performance of our approach, outperforming state-of-the-art algorithms when applied to a real-world case. In summary, this work proposes an extended DHHFSP and provides a case of designing the deep learning-assisted evolutionary algorithm. However, online deep reinforcement learning (DRL) consumes additional time, and the generalization of online DRL needs to be improved. In future research, we will consider the dynamic events such as new jobs insert and due date change for the blanking workshop. Moreover, the end-to-end model will be considered to save energy and realize sustainable DRL.

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