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Developing lean and responsive supply chains : a robust model for alternative risk mitigation strategies in supply chain designs

机译:开发精益和响应性供应链:供应链设计中替代风险缓解策略的强大模型

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摘要

This paper investigates how organization should design their supply chains (SCs) and use risk mitigation strategies to meet different performance objectives. To do this, we develop two mixed integer nonlinear (MINL) lean and responsive models for a four-tier SC to understand these four strategies: i) holding back-up emergency stocks at the DCs, ii) holding back-up emergency stock for transshipment to all DCs at a strategic DC (for risk pooling in the SC), iii) reserving excess capacity in the facilities, and iv) using other facilities in the SC’s network to back-up the primary facilities. A new method for designing the network is developed which works based on the definition of path to cover all possible disturbances. To solve the two proposed MINL models, a linear regression approximation is suggested to linearize the models; this technique works based on a piecewise linear transformation. The efficiency of the solution technique is tested for two prevalent distribution functions. We then explore how these models operate using empirical data from an automotive SC. This enables us to develop a more comprehensive risk mitigation framework than previous studies and show how it can be used to determine the optimal SC design and risk mitigation strategies given the uncertainties faced by practitioners and the performance objectives they wish to meet.
机译:本文研究了组织应如何设计其供应链(SC)并使用风险缓解策略来满足不同的绩效目标。为此,我们为四层SC开发了两个混合整数非线性(MINL)精益模型和响应模型,以了解这四种策略:i)在DC上持有备用应急库存,ii)为以下地区持有备用应急库存转运到战略DC的所有DC(用于SC中的风险分担),iii)保留设施中的多余容量,并且iv)使用SC网络中的其他设施来备份主要设施。开发了一种新的网络设计方法,该方法基于路径的定义来工作,以覆盖所有可能的干扰。为了解决两个提出的MINL模型,建议使用线性回归近似来线性化模型。该技术基于分段线性变换工作。针对两个普遍的分布函数测试了该解决方案技术的效率。然后,我们使用来自汽车SC的经验数据探索这些模型如何运行。这使我们能够开发出比以前的研究更全面的风险缓解框架,并展示在考虑到从业人员面临的不确定性和他们希望实现的绩效目标的情况下,如何将其用于确定最佳的SC设计和风险缓解策略。

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