Title :
Adaptive integral backstepping motion control and experiment implementation
Author :
Tan, Yaolong ; Hu, Jun ; Chang, Jie ; Tan, Hualin
Author_Institution :
Rockwell Inst. Sci. Center, Thousand Oaks, CA, USA
Abstract :
A novel adaptive nonlinear controller based on backstepping with an integrator is proposed for motion control systems. Backstepping is a practical nonlinear control scheme based on a Lyapunov design approach, which can therefore guarantee the convergence of the position tracking error to zero. The authors utilize the integral action in the backstepping to increase control action in the steady state against the disturbance. Adaptation schemes are designed to estimate the inertia variation and load disturbance in the motion control systems, in order to compensate their negative effects in the control system design. The proposed backstepping scheme is being tested on a motion control platform that is based on a new motion control product from Rockwell Automation. From the simulation results and current experiment results with focus on performance comparison with a conventional nested PI control scheme, the system´s trajectory following ability is significantly improved, which proves the effectiveness of the proposed backstepping controller
Keywords :
Lyapunov methods; adaptive control; control system analysis; control system synthesis; industrial control; motion control; nonlinear control systems; Lyapunov design approach; adaptive integral backstepping motion control; adaptive nonlinear controller; control design; control simulation; inertia variation; load disturbance; nonlinear control scheme; position tracking error; trajectory following ability; Adaptive control; Automatic control; Backstepping; Control systems; Convergence; Error correction; Motion control; Motion planning; Nonlinear control systems; Programmable control;
Conference_Titel :
Industry Applications Conference, 2000. Conference Record of the 2000 IEEE
Conference_Location :
Rome
Print_ISBN :
0-7803-6401-5
DOI :
10.1109/IAS.2000.881966