An adaptive nonlinear observer based friction compensation for a special time delayed system is presented in this paper. Considering existing delay, an available Coulomb observer is modified and closed loop system is formed by using a Smith predictor based controller as if the process is delay free. Implemented hierarchical feedback system structure provides two-degree of freedom and controls both velocity and position separately. For this purpose, controller parametrization method is used to extend Smith predictor structure to the position control loop for different types of inputs and disturbance attenuation. Simulation results demonstrate that without requiring much information about friction force, the method can significantly improve t...
Structurally optimised controllers are those in which the controller structure and parameters are ...
A modification is proposed to the Smith predictor compensator structure for the control of a process...
Proceedings of the World Congress on Intelligent Control and Automation (WCICA)2969-97
Ankara : The Department of Electrical and Electronics Engineering and The Graduate School of Enginee...
The research reported in this dissertation concerns the estimation and cancellation of friction in c...
This paper presents the design of a position control system for plants that have nonlinear friction....
This thesis presents the design and simulation of a friction compensation technique for position con...
10.1243/095965104773913858Proceedings of the Institution of Mechanical Engineers. Part I: Journal of...
A modification is proposed to the Smith predictor compensator structure for the control of...
We discuss a tracking controller and show with simulation and experimental results that extended fri...
An extensive literature review is presented and a new modified Smith predictor is subsequently prese...
This paper presents enhanced Smith predictor based control systems (SPBCSs) for processes with a tim...
Control strategies are investigated for friction compensation in servomechanisms. As part of the inv...
The control strategy research of the time-delay system is a focused issue in the control field. In o...
Controller gain is often limited by time delay in the control loop and therefore actuation is constr...
Structurally optimised controllers are those in which the controller structure and parameters are ...
A modification is proposed to the Smith predictor compensator structure for the control of a process...
Proceedings of the World Congress on Intelligent Control and Automation (WCICA)2969-97
Ankara : The Department of Electrical and Electronics Engineering and The Graduate School of Enginee...
The research reported in this dissertation concerns the estimation and cancellation of friction in c...
This paper presents the design of a position control system for plants that have nonlinear friction....
This thesis presents the design and simulation of a friction compensation technique for position con...
10.1243/095965104773913858Proceedings of the Institution of Mechanical Engineers. Part I: Journal of...
A modification is proposed to the Smith predictor compensator structure for the control of...
We discuss a tracking controller and show with simulation and experimental results that extended fri...
An extensive literature review is presented and a new modified Smith predictor is subsequently prese...
This paper presents enhanced Smith predictor based control systems (SPBCSs) for processes with a tim...
Control strategies are investigated for friction compensation in servomechanisms. As part of the inv...
The control strategy research of the time-delay system is a focused issue in the control field. In o...
Controller gain is often limited by time delay in the control loop and therefore actuation is constr...
Structurally optimised controllers are those in which the controller structure and parameters are ...
A modification is proposed to the Smith predictor compensator structure for the control of a process...
Proceedings of the World Congress on Intelligent Control and Automation (WCICA)2969-97