行程生成的混合优化-仿真方法

Feng Cheng, B. Baszczewski, J. Gulding
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引用次数: 2

摘要

仿真模型通常用于评估美国国家空域系统(NAS)的预测未来性能,以进行长期航空投资规划和性能基准测试。未来的时间表是作为模拟的输入,以表示对机场运作的预测。未来航班的行程结构对航班高峰和飞机利用率等运营特征有重要影响。寻求最大化飞机利用率的行程生成算法可能会导致计划平滑或去峰值,这对于希望保持其计划峰值的航空公司来说是不希望的。此外,飞机利用率高的航线可能有更多的传播延误。对于行程生成过程来说,在飞机利用率和期望的调度峰值和延迟性能之间实现一定程度的平衡是一项复杂的任务,特别是当涉及整个NAS时。本文提出了一种基于仿真和优化技术混合求解的未来行程创建新方法。采用混合整数规划(MIP)技术解决航线生成问题,以航班航线结构的飞机利用率最大化为目标。仿真技术用于根据MIP解决方案生成的行程来评估NAS的延迟性能。根据仿真结果,通过调整参数对MIP模型进行修正并重新求解。这个迭代过程将继续,直到从模拟中获得所需的结果。本文还提供了一个定量分析,以证明减少服役飞机数量的降峰策略和维持航班银行的银行策略之间的权衡。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A hybrid optimization-simulation approach for itinerary generation
Simulation models are often employed to evaluate projected future performance of the US National Airspace System (NAS) for the purposes of long-term aviation investment planning and performance benchmarking. The future schedules are developed as input for simulation to represent the forecast for airport operations. The itinerary structure of a future schedule has a significant impact on the operational characteristics such as schedule peaks and aircraft utilization. Itinerary generation algorithms seeking to maximize the aircraft utilization may cause schedule smoothing or de-peaking which is undesirable for airlines wishing to maintain their schedule peaks. In addition, itineraries with high aircraft utilization are likely to have more propagated delay. To achieve a certain level of balance between aircraft utilization and a desired level of schedule peaks and delay performance is a complex task for the itinerary generation process especially when the entire NAS is involved. This paper proposes a new method for creating future itineraries based on a hybrid solution of simulation and optimization techniques. The Mixed-Integer Programming (MIP) technique is used to solve the itinerary generation problem with the objective to maximize the aircraft utilization of the itinerary structure of the flights. The simulation technique is used to evaluate the performance of the NAS in terms of delay with the generated itineraries from the MIP solution. Based on the output of the simulation, the MIP model will be modified by adjusting its parameters and solved again. This iterative process will continue until the desired result is obtained from the simulation. This paper also provides a quantitative analysis to demonstrate a trade-off between the de-peaking strategies that minimize the number of aircraft in service and the banking strategies that maintain schedule banks.
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