In this paper, a sliding mode controller is proposed for synchronization of fractional-order chao... more In this paper, a sliding mode controller is proposed for synchronization of fractional-order chaotic systems in the presence of uncertainty. First, a class of three-dimensional fractional-order chaotic systems has been studied and then sliding mode controller is designed to guarantee asymptotically stable presence of uncertainty. In addition, control of fractional-order Lu & Chen system is implemented by this method. Simulation results confirm numerical results
In this paper, a sliding mode control law is
designed to control chaos in fractional order unifie... more In this paper, a sliding mode control law is designed to control chaos in fractional order unified chaotic systems. Based on the sliding mode control method, the states of the fractional-order system have been stabled, even if the system with uncertainty is in the presence of external disturbance. In addition, chaos control is implemented in the fractional-order Lorenz system by utilizing this method. Simulation results confirm numerical results.
In this paper, sliding mode control has been designed for synchronization of fractional
order unc... more In this paper, sliding mode control has been designed for synchronization of fractional order uncertain chaotic systems with input nonlinearity. First, sliding mode control law has been taken from chaotic state error system which is asymptotically stable. Second, the shown sliding mode control ensures that fractional-order error system is asymptotically stable in the presence of uncertainty and nonlinear input. Simulation results using MATLAB software show that the designed controller is able to synchronize fractional-order chaotic systems in the presence of the mentioned factors.
In this paper, a sliding mode controller is proposed for synchronization of fractional-order chao... more In this paper, a sliding mode controller is proposed for synchronization of fractional-order chaotic systems in the presence of uncertainty. First, a class of three-dimensional fractional-order chaotic systems has been studied and then sliding mode controller is designed to guarantee asymptotically stable presence of uncertainty. In addition, control of fractional-order Lu & Chen system is implemented by this method. Simulation results confirm numerical results
In this paper, a sliding mode control law is
designed to control chaos in fractional order unifie... more In this paper, a sliding mode control law is designed to control chaos in fractional order unified chaotic systems. Based on the sliding mode control method, the states of the fractional-order system have been stabled, even if the system with uncertainty is in the presence of external disturbance. In addition, chaos control is implemented in the fractional-order Lorenz system by utilizing this method. Simulation results confirm numerical results.
In this paper, sliding mode control has been designed for synchronization of fractional
order unc... more In this paper, sliding mode control has been designed for synchronization of fractional order uncertain chaotic systems with input nonlinearity. First, sliding mode control law has been taken from chaotic state error system which is asymptotically stable. Second, the shown sliding mode control ensures that fractional-order error system is asymptotically stable in the presence of uncertainty and nonlinear input. Simulation results using MATLAB software show that the designed controller is able to synchronize fractional-order chaotic systems in the presence of the mentioned factors.
Uploads
Papers by naeim noghredani
designed to control chaos in fractional order unified chaotic
systems. Based on the sliding mode control method, the states
of the fractional-order system have been stabled, even if the
system with uncertainty is in the presence of external
disturbance. In addition, chaos control is implemented in the
fractional-order Lorenz system by utilizing this method.
Simulation results confirm numerical results.
order uncertain chaotic systems with input nonlinearity. First, sliding mode control law has
been taken from chaotic state error system which is asymptotically stable. Second, the
shown sliding mode control ensures that fractional-order error system is asymptotically stable
in the presence of uncertainty and nonlinear input. Simulation results using MATLAB
software show that the designed controller is able to synchronize fractional-order chaotic
systems in the presence of the mentioned factors.
designed to control chaos in fractional order unified chaotic
systems. Based on the sliding mode control method, the states
of the fractional-order system have been stabled, even if the
system with uncertainty is in the presence of external
disturbance. In addition, chaos control is implemented in the
fractional-order Lorenz system by utilizing this method.
Simulation results confirm numerical results.
order uncertain chaotic systems with input nonlinearity. First, sliding mode control law has
been taken from chaotic state error system which is asymptotically stable. Second, the
shown sliding mode control ensures that fractional-order error system is asymptotically stable
in the presence of uncertainty and nonlinear input. Simulation results using MATLAB
software show that the designed controller is able to synchronize fractional-order chaotic
systems in the presence of the mentioned factors.