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Strategic Capacity Expansion of a Multi-item Process with Technology Mixture under Demand Uncertainty: An Aggregate Robust MILP Approach

机译:在需求不确定性下,使用技术混合物的多项目流程的战略能力扩展:综合强大的摩洛尔PILP方法

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This paper analyzes the optimal capacity expansion strategy in terms of machine requirement, labor force, and work shifts when the demand is deterministic and uncertain in the planning horizon. The use of machines of different technologies are considered in the capacity expansion strategy to satisfy the demand in each period. Previous work that considered the work shift as a decision variable presented an intractable nonlinear mix-integer problem. In this paper we reformulate the problem as a MILP and propose a robust approach when demand is uncertain, arriving at a tractable formulation. Computational results show that our deterministic model can find the optimal solution in reasonable computational times, and for the uncertain model we obtain good quality solutions within a maximum optimal gap of 10~(-4). For the tested instances, when the robust model is applied with a confidence level of 99%, the upper limit of the total cost is, on average, 1.5 times the total cost of the deterministic model.
机译:本文分析了机器需求,劳动力和工作转变方面的最佳能力扩展策略,当时需求在规划地平线中的确定性和不确定时。在容量扩展策略中考虑了不同技术的机器,以满足每个时期的需求。以前的工作认为工作转变为决策变量呈现了一个难以处理的非线性混合整数问题。在本文中,我们将问题重构为MILP,并在需求不确定时提出强大的方法,到达易易行的制剂。计算结果表明,我们的确定性模型可以在合理的计算时间内找到最佳解决方案,并且对于不确定的模型,我们在10〜(-4)的最大最佳间隙中获得了良好的质量解决方案。对于测试的实例,当稳健的模型应用于99%的置信水平时,总成本的上限平均为确定性模型总成本的1.5倍。

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