Synergistic Closed-Loop Supply Chain Network Design by Considering Robustness, Risk: An Automotive Case Study

IF 1.8 Q3 COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS
Reza Lotfi, Mansour Bazregar, Sadia Samar Ali, Ebrahim Farbod, Sina Aghakhani, Zahra Roshan Meymandi
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Abstract

This study proposes a novel network architecture called SYnergistic CLosed-loop Supply Chain Network Design (SYCLSCND), which incorporates antifragility, sustainability, and agility while considering environmental needs, risk, and robustness. Robust Stochastic Optimization (RSO) and weighted value at risk (WVaR) are recommended for coping with risk and robustness. For the first time, this model includes the expected value and WVaR of cost as an objective function. By including Blockchain Technology (BCT), sustainability (including renewable energy and hybrid vehicles for transportation items), agility (paying attention to demand fulfillment limits), and antifragility (flexible capacity), this research enhances the model. The case study is in the automotive industry. As seen in sensitivity analysis, a main model is 3.78% less than without synergistic. Finally, this study examines the impact of varying demand levels, conservatism coefficient, access level functions, and resiliency scores on cost and time computation. Decreasing demand levels make the use of certain technologies impractical and economically unfavorable. Increasing the conservatism coefficient increases cost and time computation. Different access level functions determine the model's risk-seeking or risk-averse nature. Increasing the resiliency score initially does not affect cost but opens new facilities and increases the cost when it reaches 41%. Increasing the scale of the problem exponentially increases cost and time computation.

Abstract Image

本研究提出了一种名为 SYnergistic CLosed-loop Supply Chain Network Design(SYCLSCND)的新型网络架构,该架构在考虑环境需求、风险和稳健性的同时,还融合了反脆弱性、可持续性和敏捷性。建议采用稳健随机优化(RSO)和加权风险值(WVaR)来应对风险和稳健性。该模型首次将成本的期望值和 WVaR 作为目标函数。通过纳入区块链技术(BCT)、可持续发展(包括可再生能源和运输项目的混合动力汽车)、敏捷性(关注需求满足限制)和反脆弱(灵活的产能),本研究对模型进行了改进。案例研究涉及汽车行业。从灵敏度分析中可以看出,主模式比无协同模式少 3.78%。最后,本研究探讨了不同需求水平、保守系数、访问级别函数和弹性分数对成本和时间计算的影响。需求水平的降低使某些技术的使用变得不切实际,在经济上也是不利的。提高保守系数会增加计算成本和时间。不同的访问水平函数决定了模型的风险寻求或风险规避性质。增加弹性系数最初不会影响成本,但当弹性系数达到 41% 时,就会开启新的设施并增加成本。增加问题的规模会以指数形式增加成本和计算时间。
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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CiteScore
5.10
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审稿时长
19 weeks
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