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Flatness-based Target Tracking for a Quadrotor Unmanned Aerial Vehicle

机译:四旋翼无人机的基于平面度的目标跟踪

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In this paper we propose a flatness-based moving target tracking strategy for a quadrotor unmanned aerial vehicle (UAV). The objective is to drive the quadrotor as fast as possible to track the target whose position and velocity information are discontinuous without violating system constraints. A simple version of the dynamical system obtained from a suitable coordinate transformation of the Euler - Lagrange model is applied to avoid the system singularities. Based on flatness and exact tracking error linearization, a dynamic feedback solution to the tracking trajectory problem is presented. This controller will push the quadrotor to chase the target along the time-optimal trajectory until the new target information comes. The reference trajectory can be obtained by solving a constrained optimization problem which is formulated by means of flatness approach. Numerical simulations are presented to show the effectiveness of the proposed control strategy.
机译:在本文中,我们提出了一种用于四旋翼无人机(UAV)的基于平面度的运动目标跟踪策略。目的是尽可能快地驱动四旋翼飞机,以跟踪其位置和速度信息不连续的目标,而不会违反系统约束。从Euler-Lagrange模型的适当坐标转换中获得的动力学系统的简单版本可用于避免系统奇点。基于平坦度和精确的跟踪误差线性化,提出了跟踪轨迹问题的动态反馈解决方案。该控制器将推动四旋翼飞行器沿时间最佳轨迹追逐目标,直到出现新的目标信息。参考轨迹可以通过解决受约束的优化问题来获得,该问题是通过平坦度方法制定的。数值仿真表明了所提出的控制策略的有效性。

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