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Trajectory Mathematical Distance Applied to Airspace Major Flows Extraction

机译:轨迹数学距离适用于空域主要流动提取

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In this paper, the problem of aircraft trajectories representation and analysis is addressed. In many operational situations, there is a need to have a value expressing how trajectories are close to each other. Some measures have been previously defined, mainly for trajectory prediction applications, all of them being based on distance computations at given positions in space and time. The approach presented here is to consider the trajectory as a whole object belonging to a functional space and to perform all computations in this space. An efficient algorithm for computing mathematical distance between trajectories is then presented and applied to the major flows extraction in the French airspace.
机译:在本文中,解决了飞机轨迹代表和分析的问题。在许多操作情况下,需要具有表达轨迹如何彼此接近的值。先前已经定义了一些措施,主要用于轨迹预测应用,所有这些措施都基于在空间和时间的给定位置处的距离计算。这里呈现的方法是将轨迹视为属于功能​​空间的整个对象,并在该空间中执行所有计算。然后呈现用于计算轨迹之间的数学距离的有效算法,并应用于法国空域中的主要流程。

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