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In-Trail Sequence Stability in Closed Path Continuous Descent Operations

机译:封闭路径连续下降操作中的在路径中的序列稳定性

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Closed path Continuous Descent Operations are only feasible in night time hours, due to the loss in capacity caused by the variations in trajectories of descending and decelerating aircraft. Existing air traffic controller support tools give a quantifiable indication for the probability of a successful, uninterrupted approach. These support tools, however, do not assist the controller in choosing which strategy should be applied to maximize throughput and minimize intervention. In this research five spacing strategies at the Initial Approach Fix have been assessed for their effect on stability of an aircraft arrival stream performing a Continuous Descent Operation at several throughput levels. Monte-Carlo simulations are run with either the possibility to make only speed changes or to allow stretching of the descent path. The results show that by spacing the aircraft with an equal time spacing, the lowest average delay is achieved. The number of conflicts, as well as the extra distance flown, were lowest for the equal time-spacing strategy as well. The simulation results indicated that performing closed path Continuous Descent Operations is possible up until at least 25 aircraft per hour, for the given fleet and procedures, without stretching of the Along Track Distance.
机译:由于由下降和减速飞机的轨迹的变化引起的容量损失,闭路连续下降操作仅在夜间时间是可行的。现有的空中流量控制器支持工具为成功,不间断的方法的可能性提供了可量化的指示。然而,这些支持工具不帮助控制器选择应应用哪些策略来最大限度地提高吞吐量并最大限度地减少干预。在本研究中,初始方法修复的五种间距策略已经评估了它们对在几个吞吐量下进行连续下降操作的飞机到达流的稳定性的影响。 Monte-Carlo模拟运行,无论是才能使速度变化还是允许拉伸下降路径。结果表明,通过以相同的间隔间隔飞机,实现了最低的平均延迟。冲突的数量以及飞行的额外距离,对于平等的时间间隔策略也是最低的。仿真结果表明,对于给定的舰队和程序,可以进行闭合路径连续下降操作,直到每小时至少25架飞机,而不会沿着轨道距离拉伸。

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