An uncertain sustainable supply chain network design for regulating greenhouse gas emission and supply chain cost

IF 6.9 Q1 OPERATIONS RESEARCH & MANAGEMENT SCIENCE
Amit Kumar, Kaushal Kumar
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引用次数: 0

Abstract

The increasing global concern for sustainability in supply chain management is driven by stricter government regulations addressing environmental pollution and social injustice. This has led to a growing emphasis on integrating sustainability into supply chain practices. However, there is limited research on incorporating all three dimensions of sustainability (economic, environmental, and social) into supply chain management. This study presents a mixed-integer linear programming model for designing an uncertain supply chain network design that aims to minimize overall costs (establishment, production, and transportation/routing costs) while considering carbon emissions and a few social factors simultaneously. The study considers sustainable aspects of decision-making process and utilizes chance-constrained programming to address uncertainties. The proposed model attempts to maintain balanced flow levels across all stages of the network, optimizing the utilization of raw materials and production. The proposed optimization model is a cost minimization model that also tries to minimize greenhouse gas emissions throughout the entire network. A greedy based heuristic is provided for dealing with larger instances of the given decision making problem. Additionally, sensitivity analysis has also been carried out to explore the impact of various parameters involved.

调节温室气体排放和供应链成本的不确定可持续供应链网络设计
由于政府针对环境污染和社会不公制定了更严格的法规,全球对供应链管理的可持续性日益关注。这促使人们越来越重视将可持续发展融入供应链实践中。然而,将可持续发展的三个方面(经济、环境和社会)都纳入供应链管理的研究还很有限。本研究提出了一个混合整数线性规划模型,用于设计一个不确定的供应链网络设计,其目标是在同时考虑碳排放和一些社会因素的情况下,最大限度地降低总体成本(建立、生产和运输/路线成本)。该研究考虑了决策过程中的可持续发展问题,并利用机会约束程序设计来解决不确定性问题。所提出的模型试图在网络的各个阶段保持均衡的流量水平,优化原材料和生产的利用率。所提出的优化模型是一个成本最小化模型,它还试图最大限度地减少整个网络的温室气体排放。该模型提供了一个基于贪婪的启发式,用于处理给定决策问题的较大实例。此外,还进行了敏感性分析,以探讨各种相关参数的影响。
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
CiteScore
8.60
自引率
0.00%
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0
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