Title :
Fixed structure ℋ∞ Control for a canard-guided projectile pitch/yaw dynamics autopilot design
Author :
Seve, Florian ; Theodoulis, Spilios ; Zasadzinski, Michel ; Boutayeb, M. ; Wernert, Philippe
Author_Institution :
Navig. & Control Dept., French-German Res. Inst. of St.-Louis, St. Louis, France
Abstract :
This article deals with the design of the pitch/yaw-channels autopilot for a 155mm dual-spin canard-guided projectile at one single operating point, using a signal-based ℋ∞ control method. The proposed concept is composed of a course correction fuse which incorporates the trajectory correction modules and two pairs of rotating canards. This fuse is nose-mounted and roll-decoupled from the aft part which contains the payload and is rapidly-spinning in order to provide the projectile airframe with gyroscopic dynamic stability. Complete and exact nonlinear and linearized dynamics are given and extended to consider parametric uncertainties. A 1DoF ℋ∞ controller of fixed order and fixed structure is synthesized, for which the actual sensor position is taken into account, closed-loop performance is optimized and the lowest possible complexity is sought. This controller is then compared to a 1DoF full order ℋ∞ controller. Finally, robust stability is assessed using structured singular value and Monte Carlo analyses.
Keywords :
H∞ control; closed loop systems; control system synthesis; fuzes (detonation); military systems; nonlinear dynamical systems; projectiles; robust control; weapons; 1DoF full order ℋ∞ controller; Monte Carlo analyses; canard-guided projectile pitch-yaw dynamics autopilot design; closed-loop performance; course correction fuse; exact nonlinear dynamics; fixed order synthesis; fixed structure ℋ∞ control; fixed structure synthesis; gyroscopic dynamic stability; linearized dynamics; parametric uncertainties; pitch-yaw-channel autopilot; projectile airframe; robust stability; rotating canards; sensor position; signal-based ℋ∞ control method; single operating point; structured singular value; trajectory correction modules; Actuators; Aerodynamics; Damping; Load modeling; Mathematical model; Projectiles; Zirconium;
Conference_Titel :
Control Conference (ECC), 2014 European
Conference_Location :
Strasbourg
Print_ISBN :
978-3-9524269-1-3
DOI :
10.1109/ECC.2014.6862262