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Algorithm for Optimal Arrival and Departure Sequencing and Runway Assignment

机译:最佳起降顺序和跑道分配算法

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This work proposes a framework to compute with computational efficiency, the optimal runway assignment, and sequencing of arrival and departure operations at an airport with any number, layout, and configuration of run ways. The runway assignment problem is solved based on the typical demand mix of aircraft and the scheme proposed in this work computes the allocation of arrival and departure operations on each runway, which is then fed into the sequencing algorithm that determines the set of sequences on each runway that minimize the overall makespan. The proposed sequencing algorithm is based on a branch-and-bound technique that minimizes the makespan at a given airport. The lower and upper bounds of the cost of each branch for the best first search in the branch-and-bound algorithm are computed based on the minimum separation standards between arrival and departure operations set by the Federal Aviation Administration. The optimal solution is mathematically proved to lie between these bounds and the algorithm uses these bounds to efficiently find promising branches and discard all others and terminate with at least one sequence with the minimal makespan. The proposed algorithm is analyzed and validated with real traffic operations data at the Denver International Airport and the Hartsfield Jackson Atlanta International Airport.
机译:这项工作提出了一个具有计算效率,最佳跑道分配以及在任何数量,布局和配置方式下的机场进出航班顺序的计算框架。根据典型的飞机需求组合解决了跑道分配问题,本工作中提出的方案计算了每个跑道上的进场和离场操作的分配,然后将其馈入确定每个跑道上的序列集的排序算法中从而最大程度地降低整体制造时间。所提出的排序算法基于一种分支定界技术,该技术可以最大程度地缩短给定机场的有效期。分支定界算法中最佳首次搜索的每个分支成本的上下限是根据联邦航空局设定的到达和离开操作之间的最小间隔标准计算的。数学上证明了最佳解决方案位于这些界限之间,并且该算法使用这些界限来有效地找到有希望的分支,并丢弃所有其他分支,并以最小的制造期以至少一个序列终止。在丹佛国际机场和哈兹菲尔德杰克逊亚特兰大国际机场的实际交通运营数据对提出的算法进行了分析和验证。

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