编队问题中目标位置分配的一种解

Luis Garcfa-Delgado, R. Gómez-Fuentes, A. Garcfa-Juarez, A. L. Leal-Cruz, D. Berman-Mendoza, A. Vera-Marquina, A. Rojas-Hernández
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引用次数: 1

摘要

本文的重点是发展一种方法,以适当的方式为一组车辆分配相应的目标位置,从任何初始配置和一个既定的编队形状。分配方法将保证在最短的时间内到达地层,并且没有碰撞风险。组合优化算法采用匈牙利算法,该方法需要一个代价矩阵。为了显示所提出的成本矩阵的最优行为,对成本矩阵的三种方法进行了评价。采用基于势函数的四旋翼编队仿真方法,分析了四旋翼编队的行为,并采用基于嵌套饱和的控制律对各飞行器进行控制。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A solution for the goal position assignment in formation problem
This paper is focused on the development of one methodology to assign the corresponding goal position for a group of vehicles in a proper manner, starting from any initial configuration and one established formation shape. The assignment methodology will guarantee that the formation will be reached in a minimum period of time and without collision risk. Hungarian algorithm was used as combinatorial optimization algorithm, and this methodology requires a cost matrix. In order to show the optimal behavior of the proposed cost matrix, three approaches of cost matrix were evaluated. Simulations of quad-rotor formations were carried out to analyze approaches behavior, the formation was based on potential functions and the control law for each vehicle was based on nested saturation.
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