基于博弈关系的序列依赖再制造调度模型的改进离散粒子群优化算法

Shuai Zhang, H. Xu, Hua Zhang, Sihan Yang
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引用次数: 2

摘要

再制造已经成为可持续制造的前沿技术,它使报废产品能够恢复到新的状态。虽然再制造调度已被广泛研究,但很少研究再制造商与顾客之间的关系。为此,本文提出了一种新的基于博弈关系的装配时间依赖于序列的再制造调度模型。该模型将再制造商与顾客之间的关系构建为非合作博弈关系,并基于产品质量的不确定性设定间隔到期日,以实现有效的再制造,提高顾客满意度。将基于产品质量等级的多条再制造线整合到该模型中。此外,该模型还考虑了序列相关的设置时间,这取决于在一个再处理单元上处理的两个相邻任务之间的相似性。提出了一种改进的离散粒子群优化算法,通过高效的全局搜索结构和局部搜索策略获得纳什均衡解。该算法嵌入纳什均衡解评价方法,并结合多个遗传算子对粒子进行更新。通过与管理不同问题实例的三种基线算法的比较,验证了所提算法在解决所提模型方面的性能。
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Game-relationship-based remanufacturing scheduling model with sequence-dependent setup times using improved discrete particle swarm optimization algorithm
Remanufacturing has become a Frontier technology in sustainable manufacturing and enables end-of-life products to be restored to their new conditions. Although remanufacturing scheduling has been widely investigated, the relationship between remanufacturers and customers is rarely examined. Therefore, a new game-relationship-based remanufacturing scheduling model with sequence-dependent setup times is proposed herein. In the model, the relationship between the remanufacturer and customers is constructed as a non-cooperative game, and the interval due dates are set based on the uncertain product quality to achieve effective remanufacturing and improve customer satisfaction. Multiple remanufacturing lines differentiated based on the quality grade of products are integrated into the proposed model. In addition, sequence-dependent setup times are considered in the model, which depend on the similarity between two adjacent tasks processed on a reprocessing unit. An improved discrete particle swarm optimization algorithm is proposed to obtain Nash equilibrium solutions via an efficient global search structure and a local search strategy. The algorithm is embedded with the Nash equilibrium solution evaluation method and integrated with multiple genetic operators to update the particles. The performance of the proposed algorithm in solving the proposed model is verified via a comparison with three baseline algorithms for managing different problem instances.
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