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Joint capacity planning and distribution network optimization of coal supply chains under uncertainty

机译:不确定性下的煤炭供应链的联合能力规划与分配网络优化

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摘要

A two-stage stochastic integer programming model is developed to address the joint capacity planning and distribution network optimization of multiechelon coal supply chains (CSCs) under uncertainty. The proposed model not only introduces the uses of compound real options in sequential capacity planning, but also considers uncertainty induced by both risks and ambiguities. Both strategic decisions (i.e., facility locations and initial investment, service assignment across the entire CSC, and option holding status) and scenario-based operational decisions (i.e., facility operations and capacity expansions, outsourcing policy, and transportation and inventory strategies) can be simultaneously determined using the model. By exploiting the nested decomposable structure of the model, we develop a new distributed parallel optimization algorithm based on nonconvex generalized Bender decomposition and Lagrangean relaxation to mitigate the computation resource limitation. One of the main CSCs in China is studied to demonstrate the applicability of the proposed model and the performance of the algorithm. (c) 2017 American Institute of Chemical Engineers AIChE J, 64: 1246-1261, 2018
机译:开发了一种两阶段随机整数编程模型,以解决不确定性下的Multirechelon煤炭供应链(CSC)的联合容量规划和分配网络优化。拟议的模型不仅介绍了复合实际选项在顺序容量规划中的用途,而且还考虑了风险和含糊不清的不确定性。战略决策(即,整个CSC的设施位置和初始投资,服务分配以及期权持有状态)和情景的运营决策(即设施运营和容量扩展,外包政策和运输和库存策略)可以同时使用该模型确定。通过利用模型的嵌套可分解结构,我们开发了一种基于非透露型弯曲氏分解的新的分布式并行优化算法和拉格朗珠松,以减轻计算资源限制。研究了中国主要的CSC,以证明所提出的模型和算法性能的适用性。 (c)2017美国化学工程师研究所Aiche J,64:1246-1261,2018

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