Trim point transitions via I/O decoupling controllers for 6DOF quadrotors*

N. Kouvakas, F. Koumboulis
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Abstract

The problem of trim point transitions is investigated for 6DOF quadrotors, using I/O decoupling controllers. The linear approximant of the quadrotor is derived in parametric form with respect to the physical parameters of the nonlinear model and the trim points. Based upon the linear approximant, a static state feedback control law achieving I/O decoupling, command following and arbitrary pole assignment for the linear approximant of the closed loop system, is derived. The controller is expressed in terms of the physical parameters and the closed loop characteristic polynomial arbitrary coefficients. To increase the range of accurate transition among different trim points of the nonlinear model, appropriate cost criteria are used and a trim point transition algorithm is proposed. The performance of the overall scheme is demonstrated through simulation results.
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修剪点过渡通过I/O解耦控制器为6DOF四旋翼*
利用I/O解耦控制器研究了六自由度四旋翼机的微调点过渡问题。根据非线性模型的物理参数和修剪点,以参数形式导出了四旋翼的线性近似。基于线性逼近,推导了闭环系统线性逼近的I/O解耦、命令跟随和任意极点配置的静态反馈控制律。该控制器用物理参数和闭环特征多项式任意系数表示。为了增加非线性模型中各切边点之间精确过渡的范围,采用了合适的代价准则,并提出了切边点过渡算法。仿真结果验证了整个方案的性能。
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