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A Robust Optimization Model for Closed-Loop Supply Chain Network Under Uncertain Returns

机译:不确定收益下闭环供应链网络的鲁棒优化模型

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An effective closed-loop supply chain (CLSC) is increasingly important for corporate sustainable development, where used products are returned, remanufactured and/or recycled. Optimized planning of CLSC network is required and is influenced by uncertainties of recovery. So, this study seeks to establish a robust optimal model for CLSC network, considering both uncertainties in quantity and quality of returned products. After the general framework of CLSC is discussed, the measurements for uncertain quantity and quality of returned products are formulated mathematically, respectively as a number of discrete scenarios and Quality Index. A mixed integral linear programming (M1LP) model for a CLSC network design is established and then translated into a robust optimization model based on regret value, to determine facilities' locations and quantity of flows between facilities in the network. A numerical example is given, and the simulation results show that the operation strategies of the CLSC are relatively stable under different recycling scenarios. Therefore, the optimization model for CLSC network has good robustness.
机译:有效的闭环供应链(CLSC)对于公司的可持续发展越来越重要,在该公司中,退回,再制造和/或回收使用过的产品。需要对CLSC网络进行优化规划,并且受恢复不确定性的影响。因此,本研究寻求考虑到退回产品的数量和质量的不确定性,为CLSC网络建立一个鲁棒的最优模型。在讨论了CLSC的总体框架后,将数学上确定的退货产品的不确定数量和质量的度量分别公式化为多个离散情况和质量指标。建立用于CLSC网络设计的混合积分线性规划(M1LP)模型,然后将其转换为基于后悔值的鲁棒优化模型,以确定网络中设施的位置和设施之间的流量。给出了数值例子,仿真结果表明,CLSC的运行策略在不同的回收场景下都相对稳定。因此,CLSC网络的优化模型具有良好的鲁棒性。

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