直觉模糊环境下可持续供应链交货期管理的有效性:分析与元启发式优化方法

IF 4 3区 工程技术 Q2 ENGINEERING, INDUSTRIAL International Journal of Systems Science-Operations & Logistics Pub Date : 2023-09-19 DOI:10.1080/23302674.2023.2252325
Karthick B., Uthayakumar R.
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引用次数: 0

摘要

摘要本文研究了一个包含能源消耗和碳排放的两梯次供应链模型。在上一次大流行造成的全球危机期间,对必需品的需求增加,因此,企业难以生产和向买家运送货物。在这种情况下,为了尽快将货物交付给买方,缩短交货时间是至关重要的。在此基础上,本文将交货时间分析为三个组成部分,即:准备时间、运输时间和生产时间。此外,采用供应商管理库存-寄售库存政策,增加供应链参与者之间的业务联系,降低库存成本。在这种情况下,本工作使用直觉模糊数来解决意外需求的模糊性。因此,本文的主要目标是在三角直觉模糊需求下,用三种不同的优化技术求得供应链中断时的最小总成本。到目前为止,还没有建立这样的库存模型,以减少在直觉模糊环境下的设置和运输时间。通过数值实验和灵敏度分析验证了该模型的性能。最后,提出了管理见解和结论。关键词:寄售库存不确定需求设置时间运输时间碳排放披露声明作者未报告潜在利益冲突。数据可用性声明数据共享不适用于本文,因为本研究没有创建或分析新的数据。Karthick B.B. Karthick是卡鲁尔Kumarasamy工程学院数学系的助理教授。2023年,他在印度泰米尔纳德邦甘地格拉姆的甘地格拉姆农村学院(被认为是大学)获得数学博士学位。他的研究兴趣包括运筹学,深入研究优化复杂系统的复杂性;库存控制,有效资源管理的一个关键方面;模糊优化,一个处理决策不确定性和不精确性的领域;供应链管理是确保产品无缝分销和可用性的关键领域。Uthayakumar R.R. Uthayakumar目前是印度泰米尔纳德邦甘地格拉姆农村研究所(被认为是大学)数学系的教授和系主任。在此之前,他曾担任国家高等数学委员会(NBHM)高级研究员,并于1994年在甘地农村研究所从事原子能部(DAE)项目。本课题的研究方向为“优化问题的收敛性研究”。2000年,他顺利获得博士学位。他在国内和国际期刊上发表了约220篇文章。他的研究主要集中在分形几何、优化技术、库存控制、模糊决策和供应链管理等领域。
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Effectiveness of lead-time management in a sustainable supply chain under intuitionistic fuzzy environment: analytical and metaheuristic optimisation approach
AbstractThis paper investigates a two-echelon disrupted supply chain model that includes energy consumption and carbon emissions. During the global crisis caused by the previous pandemic, demand for essential goods increased, and as a consequence, businesses struggled to produce and ship goods to buyers. In this situation, it is crucial to shorten the lead time in order to deliver the goods to the buyer as soon as possible. Based on this, this paper analyses lead time into three components, namely: set-up time, transport time and production time. Additionally, Vendor Managed Inventory-Consignment Stock policy is adopted to increase business connectivity between supply chain players and reduce inventory costs. In such a case, this work addresses the ambiguity using an intuitionistic fuzzy number for unexpected demand. Therefore, the key objective of this work is to obtain the minimum total cost of a disrupted supply chain with respect to three different optimization techniques under triangular intuitionistic fuzzy demand. So far, no such inventory model has been developed with the aim of reducing set-up and transportation time in an intuitionistic fuzzy environment. Also, numerical experiments and sensitivity analysis are performed to test the performance of the proposed model. Finally, administrative insights and conclusions are presented.Keywords: Consignment stockuncertain demandsetup timetransportation timecarbon emission Disclosure statementNo potential conflict of interest was reported by the author(s).Data availability statementData sharing is not applicable to this article as no new data were created or analysed in this study.Additional informationNotes on contributorsKarthick B.B. Karthick holds the position of Assistant Professor in the Department of Mathematics at M. Kumarasamy College of Engineering, Karur. In the year 2023, he received his PhD degree in Mathematics from The Gandhigram Rural Institute (Deemed to be University), Gandhigram, Tamil Nadu, India. His research interests notably encompass operations research, delving into the intricacies of optimizing complex systems; inventory control, a critical aspect of efficient resource management; fuzzy optimization, a field dealing with uncertainty and imprecision in decision-making; and supply chain management, a pivotal area ensuring seamless product distribution and availability.Uthayakumar R.R. Uthayakumar is currently a Professor and Head in the Department of Mathematics at The Gandhigram Rural Institute (Deemed to be University) located in Gandhigram, Tamil Nadu, India. In the past, he held the position of Senior Research Fellow in the National Board for Higher Mathematics (NBHM) and worked on a Department of Atomic Energy (DAE) Project at The Gandhigram Rural Institute in 1994. This project focused on the research area of “Study on Convergence of Optimization Problems.” In 2000, he successfully obtained his PhD degree. He has authored around 220 articles that have been published in both national and international journals. His research efforts are concentrated in several areas including fractal geometry, optimization techniques, inventory control, fuzzy decision-making, and supply chain management.
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来源期刊
CiteScore
7.60
自引率
16.70%
发文量
32
期刊最新文献
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