Title :
Global trajectory tracking control of quadrotors with input constraint
Author_Institution :
Seventh Res. Div., Beihang Univ., Beijing, China
Abstract :
Control system design of small unmanned aerial vehicles with constrained inputs is an important design problem in practice which is usually not taken into account in many autopilot systems. In this paper, a global control algorithm is proposed for trajectory tracking control of quadrotor aircrafts in the presence of control input constraint. To convert tracking-control problem to regulator one, the modified Rodrigues parameters (MRPs) based relative position and attitude kinematic and dynamic equations of a quadrotor are developed. The proposed algorithm employs the inner-/outer-loop control scheme that is connected by a MRPs attitude extraction algorithm. The global closed-loop stability is guaranteed via the use of Lyapunov analysis tools, and an implicit manipulation for input constraint is obtained by employing the properties of the hyperbolic tangent function and the MRPs representation. Finally, a numerical simulation of tracking a circular trajectory is performed to demonstrate the validity and effectiveness of the proposed algorithm.
Keywords :
Lyapunov methods; aircraft control; autonomous aerial vehicles; closed loop systems; helicopters; numerical analysis; trajectory control; Lyapunov analysis tools; MRPs attitude extraction algorithm; attitude kinematic; autopilot systems; circular trajectory tracking; control input constraint; control system design; design problem; dynamic equations; global closed-loop stability; global control algorithm; global trajectory tracking control; hyperbolic tangent function; implicit manipulation; inner-loop control scheme; modified Rodrigues parameters; numerical simulation; outer-loop control scheme; quadrotor aircrafts; quadrotors; relative position; unmanned aerial vehicles; Attitude control; Heuristic algorithms; Materials requirements planning; Mathematical model; Rotors; Trajectory; Vectors; Control Constraint; Modified Rodrigues Parameters; Quadrotor; Trajectory Tracking;
Conference_Titel :
Control Conference (CCC), 2013 32nd Chinese
Conference_Location :
Xi´an