多无人机系统实时协调的几何控制策略

G. A. Guijarro Reyes, L. R. García Carrillo, Pablo Rangel
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引用次数: 1

摘要

近年来,无人机系统(UAS)由于其成本效益比、便携性和体积小而得到了广泛的应用。这使得它们可以在复杂的军事和民用应用的多种行动中使用。无人机操作有时需要使用人类飞行员来管理任务中任何时刻可能出现的不同情况,并决定每个无人机参与的更好选择。实现这些任务的最简单方法是召集多个飞行员,每个无人机一个。然而,这种选择带来了协调参与任务的每个飞行员行动的复杂性。这可能需要几个小时的专门培训、延误和更高的成本。为了消除这些细微差别,本文提出了一种几何控制方法来稳定多个无人机编队。我们的方法允许一组无人机使用确定的编队来完成任务。通过两个实验验证了该技术的性能。在第一个实验中,一个UAS被配置为领导者,而另一个UAS被配置为追随者。第二个实验考虑了一个场景,在这个场景中,领导者无人机被一个物理设备所取代,这个物理设备可以被一个未经训练的人类飞行员使用,直接影响追随者无人机的行为。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Geometric Control Strategy for Real-time Coordination of Multiple Unmanned Aircraft Systems
In recent years, the application of Unmanned Aircraft Systems (UAS) has incremented due to their cost-effectiveness ratio, portability and reduced size. This allows their utilization in multiple operations in complex military and civilian applications. UAS operations sometimes require the usage of human pilots to manage the different situations that can be present at any moment of a mission, and to decide the better option for every UAS involved. The simplest way to realize these tasks is to gather multiple pilots, one for each UAS. However, this option carries the complexity of coordinating the actions of every pilot involved in the mission. This might require several hours of specialized training, delays, and higher costs. To mitigate these nuances, this paper proposes a geometric control method to stabilize multiple UAS in formation. Our method allows a group of UAS to accomplish tasks using a determined formation. Two experiments are presented that demonstrates the performance of the technique. In the first experiment, one UAS is configured as a leader, while a second UAS is configured as a follower. The second experiment considers a scenario where the leader UAS is replaced by a physical device that can be used by a non-trained human pilot to directly affect the behavior of the follower UAS.
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