Modeling the effect of weather conditions in sample day selection using an optimization method

Feng Cheng, J. Gulding, B. Baszczewski, R. Galaviz-Schomisch, A. Chow
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引用次数: 8

Abstract

In this paper, we present a Mixed Integer Programming formulation for the sample day selection problem. This formulation incorporates the IMC delay minutes for the purpose of modeling the effect of weather conditions in its objective function along with other performance metrics. The objective of the MIP formulation is to minimize the sum of differences between the sample averages and the full population averages. A variant of this formulation is also developed by adopting a weighting scheme based on the significance of IMC impact on the airports. Numerical results are reported and analyzed to show the effectiveness of this formulation and different choices of weighting schemes. Comparisons with the original model without IMC delay data are also presented.
用最优化方法模拟天气条件对样本日选择的影响
本文给出了样本日选择问题的混合整数规划公式。该公式结合了IMC延迟分钟,目的是在其目标函数中模拟天气条件的影响以及其他性能指标。MIP公式的目标是最小化样本平均值和整体平均值之间的差异之和。通过采用基于IMC对机场影响的重要性的加权方案,还开发了该公式的一种变体。数值结果显示了该公式的有效性和不同权重方案的选择。并与不含IMC延迟数据的原始模型进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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