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Supply-Demand Based Algorithm for Gasoline Blend Planning Under Time-Varying Uncertainty in Demand

机译:基于供应需求的汽油混合规划算法,随着时间改变的需求下的不确定性

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In this work, we employ a three-level decomposition algorithm to solve the gasoline blend production planning problem under uncertainty in products demands. The products demand uncertainty is modelled as time-varying uncertainty as opposed to time invariant uncertainty used in most existing literature. Time-varying uncertainty is more effective in representing the real-life production planning model since uncertainty tend to increase when a model is used to predict demands far into the future. Chance constraint programming is implemented to evaluate trade-off between optimality versus reliability. The gasoline blend planning is modelled as an MINLP model where nonlinear blending rules are used to more accurately compute the products qualities. The three-level decomposition algorithm based the supply-demand pinch concept (also referred to as inventory pinch) computes the optimal solution (or solution close to the optimal solution) with remarkable reduction in computational time compared to the MINLP single model solution.
机译:在这项工作中,我们采用了一种三级分解算法来解决产品需求的不确定性下的汽油混合生产计划问题。产品需求不确定性被建模为时变不确定性,而不是在大多数现有文献中使用的时间不变的不确定性。时变不确定性在代表现实生活生产计划模型方面更有效,因为当模型用于预测到未来的需求时,不确定性往往增加。实施机会约束编程以评估最优性与可靠性之间的权衡。汽油混合规划被建模为MINLP模型,其中非线性混合规则用于更准确地计算产品质量。基于3级分解算法的供需捏凝视概念(也称为库存捏合)计算与MinLP单模解决方案相比,计算时间显着降低的最佳解决方案(或靠近最佳解决方案)。

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