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首页> 外文期刊>AIChE Journal >Planning and Scheduling of Flexible Process Networks Under Uncertainty with Stochastic Inventory: MINLP Models and Algorithm
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Planning and Scheduling of Flexible Process Networks Under Uncertainty with Stochastic Inventory: MINLP Models and Algorithm

机译:不确定条件下带有随机库存的柔性过程网络的计划和调度:MINLP模型和算法

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摘要

The tactical planning and scheduling of chemical process networks consisting of both dedicated and flexible processes under demand and supply uncertainty is addressed. To integrate the stochastic inventory control decisions with the production planning and scheduling, a mixed-integer nonlinear programming (MINLP) model is proposed that captures the stochastic nature of the demand variations and supply delays using the guaranteed-service approach. The model takes into account multiple tradeoffs and simultaneously determines the optimal selection of production schemes, purchase amounts of raw materials, sales of final products, production levels of processes, detailed cyclic production schedules for flexible processes, and working inventory and safety stock levels of all chemicals involved in the process network. To globally optimize the resulting nonconvex MINLP problems with modest computational times, the model properties are exploited and a tailored branch-and-refine algorithm based on the successive piecewise linear approximation is proposed. To handle the degeneracy of alternative optima in assignment configurations of production scheduling, three symmetry breaking cuts are further developed to accelerate the solution process. The application of the model and the performance of the proposed algorithm are illustrated through three examples with up to 25 chemicals and 16 processes including at most 8 production schemes for each flexible process.
机译:解决了在需求和供应不确定情况下由专用过程和灵活过程组成的化学过程网络的战术计划和调度。为了将随机库存控制决策与生产计划和计划进行集成,提出了一种混合整数非线性规划(MINLP)模型,该模型使用有保证服务的方法捕获需求变化和供应延迟的随机性质。该模型考虑了多个权衡因素,并同时确定了生产方案的最佳选择,原材料的购买量,最终产品的销售,过程的生产水平,灵活过程的详细周期性生产计划以及所有工作库存和安全库存过程网络中涉及的化学物质。为了以适度的计算时间全局优化由此产生的非凸MINLP问题,利用模型的属性,并提出了一种基于逐段线性逼近的量身定制的分支细化算法。为了处理生产计划的分配配置中替代最优的退化,进一步开发了三个对称的切分来加速求解过程。通过三个示例说明了该模型的应用和所提出算法的性能,该示例包含多达25种化学药品和16种工艺,其中每个柔性工艺最多包含8种生产方案。

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