Integrated order acceptance and inventory policy optimization in a multi-period, multi-product hybrid production system

IF 3.7 4区 管理学 Q2 OPERATIONS RESEARCH & MANAGEMENT SCIENCE
Bilal Ervural, Ali Özaydın
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引用次数: 0

Abstract

In today's volatile business environment, manufacturers often face the challenge of making sales and production decisions despite unstable market demand. Companies must strategically determine which customer orders to fulfill or which products to stock under limited resources. This study addresses these challenges by proposing a mixed-integer mathematical programming model to optimize order acceptance/rejection and inventory decisions in a multi-period, multi-product hybrid make-to-order (MTO) and make-to-stock (MTS) system. The model incorporates various factors such as holding costs, production costs, stockout costs, budget constraints, production lead time, labor constraints, and order-specific costs. For each period, the model evaluates resource utilization, production lead times, and stock and stockout costs to decide production for stock or order acceptance/rejection. Additionally, it determines the optimal production quantities for stock and order fulfillment, as well as safety stock levels, all aimed at maximizing profit. To validate the proposed model, a real-life application was conducted using data from a chemical plant, exploring different scenarios to assess the model's sensitivity and capabilities. Furthermore, an experimental study examined the limitations of the mathematical model as the problem size increased, with test problems of varying dimensions developed to measure its effectiveness.
多周期、多产品混合生产系统中的订单接受和库存政策综合优化
在当今多变的商业环境中,制造商经常面临着在市场需求不稳定的情况下做出销售和生产决策的挑战。公司必须从战略角度出发,决定在资源有限的情况下完成哪些客户订单或储备哪些产品。本研究针对这些挑战,提出了一个混合整数数学编程模型,用于优化多周期、多产品混合按订单生产(MTO)和按库存生产(MTS)系统中的订单接受/拒绝和库存决策。该模型包含各种因素,如持有成本、生产成本、缺货成本、预算限制、生产准备时间、劳动力限制和订单特定成本。在每个时期,该模型都会对资源利用率、生产准备时间、库存和缺货成本进行评估,以决定生产库存或接受/拒绝订单。此外,该模型还能确定库存和订单履行的最佳生产量,以及安全库存水平,所有这些都旨在实现利润最大化。为了验证所提出的模型,我们利用一家化工厂的数据进行了实际应用,探索了不同的情景,以评估模型的灵敏度和能力。此外,一项实验研究检验了数学模型在问题规模增大时的局限性,开发了不同维度的测试问题来衡量其有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Operations Research Perspectives
Operations Research Perspectives Mathematics-Statistics and Probability
CiteScore
6.40
自引率
0.00%
发文量
36
审稿时长
27 days
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