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Quadrotors trajectory tracking using a differential flatness-quaternion based approach

机译:基于差分平面度-四元数的方法进行四旋翼轨迹跟踪

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摘要

A quadrotors is a type of Unmanned Aerial Vehicles (UAV) systems that attract the researchers in the control field since it's a highly nonlinear, underactuated system. In this paper, a non-linear dynamic model based on quaternions is developed. Differential flatness is an approach that enables the optimization to occur within the output space and therefore simplifies the problem of the trajectory tracking. This work aim to combine both methods in order to create a differential flatness-quaternion based approach that enables the quadrotors to follow a desired optimal path and avoid any singularities that can occur. The trajectory tracking is assured by a double loop control structure based on the LQR controller.
机译:四旋翼飞机是一种无人飞行器(UAV)系统,由于它是高度非线性,驱动不足的系统,因此吸引了控制领域的研究人员。本文建立了基于四元数的非线性动力学模型。差分平坦度是一种使优化能够在输出空间内发生的方法,因此简化了轨迹跟踪的问题。这项工作旨在结合这两种方法,以创建基于差分平坦度-四元数的方法,该方法使四旋翼飞机能够遵循所需的最佳路径并避免可能发生的任何奇异现象。通过基于LQR控制器的双回路控制结构可确保轨迹跟踪。

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