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Finite time optimal formation control for multiple vehicles

机译:多种车辆的有限时间最优编队控制

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The paper studies the problem of finite time formation control for multiple vehicles. The vehicle is modeled as the full actuated rigid body, both the formation time and the geometric structure of the formation are specified by the task. An open optimal control law is derived by using Pontryagins minimum principle, and is converted to the closed form by feeding the current state back under the assumption that the mode of communication between the vehicles is all-to-all. For the demonstration of the result, a numerical example of formation for planar vehicles is included.
机译:本文研究了多辆车辆的有限时间编队控制问题。车辆被建模为完全驱动的刚体,编队时间和编队的几何结构均由任务指定。一个开放的最优控制定律是利用庞特里亚金斯最小原理导出的,并且在假设车辆之间的通信方式是全能的前提下,通过反馈当前状态将其转换为封闭形式。为了证明结果,包括了用于平面车辆的编队的数值示例。

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