具有梯形需求和随时间变化的持有成本的可持续三阶段生产库存模型

Suvetha R. , Rangarajan K. , Rajadurai P.
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引用次数: 0

摘要

一个国家的经济活力取决于其制造业的发展,因为制造业在促进经济增长方面发挥着举足轻重的作用。这些行业经常遇到各种挑战,如降低变质率、增加收入和降低总体成本以优化利润。因此,如果生产设施中的库存物品变质,就会导致持有成本和总支出逐步上升。本文讨论了如何针对易降解物品确定最有效的生产政策,利用梯形需求的三阶段生产库存模型分析折旧物品,从而根据制造业中的时间相关因素最大限度地降低持有成本。该模型旨在降低总体成本和缩短生产周期,与基于价格的恒定方法的较高成本值形成鲜明对比。使用 MATLAB R2023b 开发了数学公式,以验证模型的结论,并最大限度地降低库存系统成本。
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A sustainable three-stage production inventory model with trapezoidal demand and time-dependent holding cost
The economic vitality of a nation is contingent upon the advancement of its manufacturing sectors, given their pivotal role in fostering economic growth. These industries frequently encounter challenges such as mitigating deterioration rates, enhancing revenue and reducing overall costs to optimize profits. Consequently, should an item deteriorate while in stock within manufacturing facilities, it results in a gradual escalation of holding costs and total expenses. In this paper discusses determining the most effective production policy for items prone to degradation, analyzing depreciating items using three-stage production inventory models with trapezoidal demand to minimize holding costs based on time-dependent factors in the manufacturing sector. This model aims to decrease overall costs and production time periods, contrasting with the higher cost values of the price-based constant method. Mathematical formulas were developed using MATLAB R2023b to validate the models findings and minimize the inventory systems cost.
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来源期刊
Results in Control and Optimization
Results in Control and Optimization Mathematics-Control and Optimization
CiteScore
3.00
自引率
0.00%
发文量
51
审稿时长
91 days
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