Abstract:- in this paper, we present a fuzzy logic controller to combine sliding mode controller and PI controller for nonlinear systems with external disturbances. A sliding mode controller can give good transient performance and PI offer zero steady state error. However in the sliding mode controller, the steady state performance is poor due to the presence of discontinuous control action which causes chattering problem. Hence, combining these two controllers by a fuzzy logic can combine their advantages and remove their disadvantages. The proposed method can efficiently to eliminate the chattering in sliding phase so that high performance can be achieved. Some simulation results prove the validity of the proposed method
[[abstract]]A fuzzy sliding mode controller (FSMC) by combining fuzzy logic control and sliding-mode...
More serious chattering emerges in discrete systems of sliding mode control. The paper presents a sl...
This paper considers the sliding-mode control problem for discrete-time uncertain systems. It begins...
It is well known that sliding-mode control can give good transient performance and system robustness...
This paper proposes an approach to combine a sliding mode controller (SMC) and a PI controller using...
This book addresses some of the challenges suffered by the well-known and robust sliding-mode contro...
Sliding Mode Controller (SMC) is a simple method and powerful technique to design a robust controlle...
[[abstract]]By the application of fuzzy set theory, a method for feedback control of nonlinear syste...
It is well known that sliding mode control can give good transient performance and system robustness...
[[abstract]]A fuzzy sliding mode controller (FSMC) by combining fuzzy logic control and sliding-mode...
Abstract1 Several methods of chattering reduction have been reported. One approach [5] places a boun...
This paper proposes a novel adaptive sliding mode controller (ASMC) combined with a fuzzy PID algori...
Design of a robust controller for multi input-multi output (MIMO) nonlinear uncertain dynamical syst...
In this study, a mathematical tunable gain model free PID-like sliding mode fuzzy controller (GTSMFC...
Two application applications of Fuzzy Logic to improve the performance of two controllers are presen...
[[abstract]]A fuzzy sliding mode controller (FSMC) by combining fuzzy logic control and sliding-mode...
More serious chattering emerges in discrete systems of sliding mode control. The paper presents a sl...
This paper considers the sliding-mode control problem for discrete-time uncertain systems. It begins...
It is well known that sliding-mode control can give good transient performance and system robustness...
This paper proposes an approach to combine a sliding mode controller (SMC) and a PI controller using...
This book addresses some of the challenges suffered by the well-known and robust sliding-mode contro...
Sliding Mode Controller (SMC) is a simple method and powerful technique to design a robust controlle...
[[abstract]]By the application of fuzzy set theory, a method for feedback control of nonlinear syste...
It is well known that sliding mode control can give good transient performance and system robustness...
[[abstract]]A fuzzy sliding mode controller (FSMC) by combining fuzzy logic control and sliding-mode...
Abstract1 Several methods of chattering reduction have been reported. One approach [5] places a boun...
This paper proposes a novel adaptive sliding mode controller (ASMC) combined with a fuzzy PID algori...
Design of a robust controller for multi input-multi output (MIMO) nonlinear uncertain dynamical syst...
In this study, a mathematical tunable gain model free PID-like sliding mode fuzzy controller (GTSMFC...
Two application applications of Fuzzy Logic to improve the performance of two controllers are presen...
[[abstract]]A fuzzy sliding mode controller (FSMC) by combining fuzzy logic control and sliding-mode...
More serious chattering emerges in discrete systems of sliding mode control. The paper presents a sl...
This paper considers the sliding-mode control problem for discrete-time uncertain systems. It begins...