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Models for robust tactical planning in multi-stage production systems with uncertain demands

机译:需求不确定的多阶段生产系统中的鲁棒战术计划模型

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We consider the problem of designing robust tactical production plans, in a multi-stage production system, when the periodic demands of the finished products are uncertain. First, we discuss the concept of robustness in tactical production planning and how we intend to approach it. We then present and discuss three models to generate robust tactical plans when the finished-product demands are stochastic with known distributions. In particular, we discuss plans produced, respectively, by a two-stage stochastic planning model, by a robust stochastic optimization planning model, and by an equivalent deterministic planning model which integrates the variability of the finished-product demands. The third model uses finished-product average demands as minimal requirements to satisfy, and seeks to offset the effect of demand variability through the use of planned capacity cushion levels at each stage of the production system. An experimental study is carried out to compare the performances of the plans produced by the three models to determine how each one achieves robustness. The main result is that the proposed robust deterministic model produces plans that achieve better trade-offs between minimum average cost and minimum cost variability. Moreover, the required computational time and space are by far less important in the proposed robust deterministic model compared to the two others.
机译:当成品的周期性需求不确定时,我们考虑在多阶段生产系统中设计健壮的战术生产计划的问题。首先,我们讨论战术生产计划中的稳健性概念以及我们打算如何实现它。然后,我们提出并讨论三种模型,当成品需求按已知分布随机发生时,可以生成可靠的战术计划。特别是,我们讨论了由两阶段随机计划模型,稳健的随机优化计划模型以及集成了成品需求变化的等效确定性计划模型生成的计划。第三种模型将成品平均需求作为满足的最低需求,并试图通过在生产系统的每个阶段使用计划的产能缓冲水平来抵消需求变化的影响。进行了一项实验研究,以比较这三个模型生成的计划的性能,以确定每个模型如何实现鲁棒性。主要结果是,所提出的鲁棒确定性模型所产生的计划能够在最小平均成本和最小成本可变性之间实现更好的折衷。此外,与其他两个相比,在所提出的鲁棒确定性模型中,所需的计算时间和空间远不那么重要。

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