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A Bi-Level Bi-Objective optimization model for the integrated storage classes and dual shuttle cranes scheduling in AS/RS with energy consumption, workload balance and time windows

机译:AS / R的集成存储类和双飞机起重机的双级双目标优化模型与能耗,工作负载平衡和时间窗口

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Dual shuttle cranes scheduling problem is an option of Automated Storage and Retrieval System (AS/RS), which has paid marginal academic regard, so it could be extended to advance novel challenges that should be investigated. In this paper, an integrated class-based storage location assignment and dual shuttle cranes scheduling problem is addressed by introducing a novel bi-level optimization model. In the upper-level, the locations of storing and retrieving products under class-based storage policy, multi-period planning and inventory considerations are determined, which its objective functions are included minimization of total cost and energy consumption. The solution of this level is utilized by the lower-level, which is related to the scheduling of dual shuttle cranes. In the lower-level, a broad range of necessities of rewarding scheduling, ranging from workload balance to time windows under multi-period planning is reflected. Since the proposed model is a bi-level and bi-objective, a Modified Cooperative Coevolutionary Algorithm for Bi-Level Optimization (MCoBRA) is presented with the intention of solving the proposed model. Finally, in order to illustrate the validation of the proposed model and solution approach, a broad range of numerical experiments are sketched out, and some comparative analyses concerning two existing algorithms in the literature are provided. Sensitivity analyses show that considering class-based storage policy in the upper-level has significant influences on the whole of the objective functions, which could be offered better planning of operations. (C) 2020 Elsevier Ltd. All rights reserved.
机译:双班车起重机调度问题是自动存储和检索系统(AS / RS)的选项,该系统已经支付了边际学术关注,因此可以扩展到应推进应研究的新挑战。在本文中,通过引入一种新颖的双级优化模型来解决基于类的基于类存储位置分配和双飞线起重机调度问题。在上层,确定了基于类的存储策略,多时段计划和库存考虑产品的存储和检索产品的位置,其目标功能包括最小化总成本和能量消耗。该级别的解决方案是由较低级别的利用,这与双飞机起重机的调度有关。在较低级别的情况下,在多个时期规划下,从工作量平衡到时间窗口的广泛必需品,反映了多个时期规划。由于所提出的模型是双级和双目标,因此提出了一种修改的双层优化(MCOBRA)的合作共同算法,其目的是解决所提出的模型。最后,为了说明所提出的模型和解决方案方法的验证,描绘出广泛的数值实验,并提供了关于文献中的两个现有算法的一些比较分析。敏感性分析表明,考虑到上层的基于类的存储策略对整个客观函数产生重大影响,可以提供更好的运营计划。 (c)2020 elestvier有限公司保留所有权利。

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