TY - JOUR
T1 - Formation control of quadrotors via potential field and geometric techniques
AU - Saif, Abdulwahed Abdulaziz Ahmed
AU - Alabsari, N
AU - Elferik, Sami
AU - Elshafei, Moustafa Elshafei Ahmed
PY - 2020
Y1 - 2020
N2 - In this paper, two leader-follower formation control methods are proposed for a fleet of quadrotors. The linear quadratic regulator (LQR) control technique is designed to stabilize the linear models generated at different points in the operating space. The leader-follower approach is used to achieve formation control where the position and the heading of the leader are used with offsets as references to be tracked by the followers. In the first method, the potential field technique is proposed to achieve the desired formation. The attractive potential field attracts the followers towards the leader while the repulsive potential field repulses every two neighboring followers in order to keep a required distance between them and also avoid the collision. In the second method, the followers' positions are dictated by the geometry of the desired formation shape. These followers' positions are expressed in equations that relate them to the leader position and then given to the followers as references to be followed. An extensive simulation is conducted to examine the validity of the results, and the quadrotor non-linear model is used in all simulations. (C) 2020 The Authors. Published by IASE.
AB - In this paper, two leader-follower formation control methods are proposed for a fleet of quadrotors. The linear quadratic regulator (LQR) control technique is designed to stabilize the linear models generated at different points in the operating space. The leader-follower approach is used to achieve formation control where the position and the heading of the leader are used with offsets as references to be tracked by the followers. In the first method, the potential field technique is proposed to achieve the desired formation. The attractive potential field attracts the followers towards the leader while the repulsive potential field repulses every two neighboring followers in order to keep a required distance between them and also avoid the collision. In the second method, the followers' positions are dictated by the geometry of the desired formation shape. These followers' positions are expressed in equations that relate them to the leader position and then given to the followers as references to be followed. An extensive simulation is conducted to examine the validity of the results, and the quadrotor non-linear model is used in all simulations. (C) 2020 The Authors. Published by IASE.
M3 - Article
SN - 2313-626X
JO - International Journal of Advanced and Applied Sciences
JF - International Journal of Advanced and Applied Sciences
ER -