- Imam Khomeini International University(IKIU), Electrical Engineering, Control, Graduate StudentUniversità degli Studi di Parma (Italy), Department of Engineering & Architecture, Graduate Studentadd
- Control Systems Engineering, Fractional calculus and its applications, Control and Synchronization of Chaotic/Hyperchaotic Systems, Robust control, Sliding mode control, stability, and nonlinear control, Electrical and Control Engineering, and 22 moreEngineering, Nonlinear Control, Sliding mode control, Electrical Engineering, Robotics, Automatic Control, Dynamic Systems and Control, Simulation, System Modeling and Simulation, System Dynamics Modeling, Fractional Differential Equations, Fractional Order Control Systems, Control Engineering, Computer Science, Computer Engineering, Electrical and Computer Engineering (ECE), Electronics, Electronics Engineering, Electrical Machines, Simulink, Robotics and Control, and Fuzzy Logic Controledit
- I am a researcher and interested in working in an academic group.edit
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ABSTRACT
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In this paper, a new multi-surface sliding mode controller is proposed for stabilizing both commensurate and non-commensurate general fractional order chaotic systems. New sliding surfaces are proposed and the related switching control... more
In this paper, a new multi-surface sliding mode controller is proposed for stabilizing both commensurate and non-commensurate general fractional order chaotic systems. New sliding surfaces are proposed and the related switching control law has been derived, analytically. The proposed multi-surface sliding mode controller with the new sliding surfaces, makes the states stable even in the presence of uncertainty and external disturbances. The stability of the closed loop system, in spite of uncertainty and disturbances in the system states, has been investigated via Lyapunov theory. Simulations have been performed to show the effectiveness of the proposed method for both commensurate and non-commensurate systems. Short settling time, low and smooth control effort and asymptotic stability of the states as well as the sliding surfaces are the performance features of the proposed controller.