资源约束下基于需求驱动MRP的高效生产计划方法

IF 1.6 3区 工程技术 Q4 ENGINEERING, INDUSTRIAL International Journal of Industrial Engineering Computations Pub Date : 2023-01-01 DOI:10.5267/j.ijiec.2023.5.003
Guangyan Xu, Z. Guan, L. Yue, Jabir Mumtaz
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引用次数: 0

摘要

基于物料需求计划(MRP)的生产计划在反映实际客户需求和应对需求波动方面经常不足,这主要是由于生产环境的复杂性不断上升以及做出精确预测的挑战。同时,MRP缺乏有效的调整策略,计划优化的可操作性不足。为了在不稳定的供需环境中解决材料管理方面的挑战,本文创建了一个基于客户需求和需求驱动的生产计划和控制框架的库存制造(MTS)材料生产计划模型。该模型的目标是在资源约束(容量和存储空间约束)下优化物料计划输出,以满足客户波动的需求。为解决约束优化问题,将需求驱动的物料需求规划(DDMRP)管理理念与灰狼优化(GWO)算法相结合,提出了DDMRP-GWO算法。提出的DDMRP-GWO算法用于同时优化库存水平、缺货率和生产线产能利用率。为了验证所提出方法的有效性,实验中使用了两组不同波动水平的客户需求数据。结果表明,DDMRP-GWO算法可以在资源约束下优化不同类型零件的产能配置,提高材料供应水平,降低缺货率,保持生产过程稳定。
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An efficient production planning approach based demand driven MRP under resource constraints
Production plans based on Material Requirement Planning (MRP) frequently fall short in reflecting actual customer demand and coping with demand fluctuations, mainly due to the rising complexity of the production environment and the challenge of making precise predictions. At the same time, MRP is deficient in effective adjustment strategies and has inadequate operability in plan optimization. To address material management challenges in a volatile supply-demand environment, this paper creates a make-to-stock (MTS) material production planning model that is based on customer demand and the demand-driven production planning and control framework. The objective of the model is to optimize material planning output under resource constraints (capacity and storage space constraints) to meet the fluctuating demand of customers. To solve constrained optimization problems, the demand-driven material requirements planning (DDMRP) management concept is integrated with the grey wolf optimization (GWO) algorithm and proposed the DDMRP-GWO algorithm. The proposed DDMRP-GWO algorithm is used to optimize the inventory levels, shortage rates, and production line capacity utilization simultaneously. To validate the effectiveness of the proposed approach, two sets of customer demand data with different levels of volatility are used in experiments. The results demonstrate that the DDMRP-GWO algorithm can optimize the production capacity allocation of different types of parts under the resource constraints, enhance the material supply level, reduce the shortage rate, and maintain a stable production process.
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来源期刊
CiteScore
5.70
自引率
9.10%
发文量
35
审稿时长
20 weeks
期刊最新文献
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