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Collision Avoidance in Air Traffic Management: A Mixed-Integer Linear Optimization Approach

机译:空中交通管理中的避撞:混合整数线性优化方法

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This paper tackles the collision-avoidance problem in air traffic management. The problem consists of deciding the best strategy for new aircraft configurations (velocity and altitude changes) such that all conflicts in the airspace, i.e., the loss of the minimum safety distance that has to be kept between two aircraft, are avoided. A mixed 0–1 linear optimization model based on geometric transformations for collision avoidance between an arbitrary number of aircraft in the airspace is developed. Knowing the initial coordinates, angle direction, and level flight, the new configuration for each aircraft is established by minimizing several objective functions, e.g., velocity variation and total number of changes (velocity and altitude), and forcing to return to the original flight configuration when no aircraft are in conflict. Due to the small computational time for the execution, the new configuration approach can be used in real time by using optimization software.
机译:本文解决了空中交通管理中避免碰撞的问题。问题在于确定新飞机配置(速度和高度变化)的最佳策略,从而避免空域中的所有冲突,即避免损失必须在两架飞机之间保持的最小安全距离。建立了基于几何变换的混合0-1线性优化模型,以避免空域中任意数量飞机之间的碰撞。知道了初始坐标,角度方向和水平飞行后,通过最小化几个目标函数(例如速度变化和变化总数(速度和高度))并强制返回到原始飞行结构来建立每架飞机的新配置当没有飞机发生冲突时。由于执行所需的计算时间短,因此可以通过使用优化软件实时使用新的配置方法。

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