In this paper active controllers are designed to synchronize two identical forced damped pendula. The performance of the controllers in the synchronization of the chaotic dynamics of the two pendula, resulting from different initial conditions, is investigated numerically and found to be effective. Transition from nonsynchronous state via both temporary phase lock (TPL) and intermittent synchronous states to complete synchronous state was observed. Journal of the Nigerian Association of Mathematical Physics Vol. 10 2006: pp. 143-14
Chaotic dynamics are an interesting topic in nonlinear science that has been intensively studied dur...
Synchronization is an old topic with important modern applications. More than three centuries ago, C...
This paper deals with the chaos synchronization problem for a class of nonlinear pendulum-like syste...
Numerical simulations have been carried out for a pair of unidirectionally coupled identical pendula...
One of the most important discoveries in the study of nonlinear dynamical systems in the last decade...
This paper investigates the anti-synchronization of chaos between two new different chaotic systems ...
In chaos synchronization, a feedback controller is designed in a way that one of the chaotic oscilla...
The problem of chaos synchronization is to design a coupling between two chaotic systems (master-sla...
Chaos synchronization is a procedure where one chaotic oscillator is forced to adjust the properties...
Some mathematical models in engineering and physics, such as rotating pendulums, governors and phase...
This paper presents anti-synchronization of chaos between two different chaotic systems using active...
In this study, active and passive control techniques are applied for the synchronization of two iden...
Because of the inherent randomness and extreme sensitivity to initial values of chaotic systems, cha...
In this paper, a generalized synchronization scheme, which is called function synchronization, for c...
In this paper we design a controller forsynchronization problem for two pendula suspended on anelast...
Chaotic dynamics are an interesting topic in nonlinear science that has been intensively studied dur...
Synchronization is an old topic with important modern applications. More than three centuries ago, C...
This paper deals with the chaos synchronization problem for a class of nonlinear pendulum-like syste...
Numerical simulations have been carried out for a pair of unidirectionally coupled identical pendula...
One of the most important discoveries in the study of nonlinear dynamical systems in the last decade...
This paper investigates the anti-synchronization of chaos between two new different chaotic systems ...
In chaos synchronization, a feedback controller is designed in a way that one of the chaotic oscilla...
The problem of chaos synchronization is to design a coupling between two chaotic systems (master-sla...
Chaos synchronization is a procedure where one chaotic oscillator is forced to adjust the properties...
Some mathematical models in engineering and physics, such as rotating pendulums, governors and phase...
This paper presents anti-synchronization of chaos between two different chaotic systems using active...
In this study, active and passive control techniques are applied for the synchronization of two iden...
Because of the inherent randomness and extreme sensitivity to initial values of chaotic systems, cha...
In this paper, a generalized synchronization scheme, which is called function synchronization, for c...
In this paper we design a controller forsynchronization problem for two pendula suspended on anelast...
Chaotic dynamics are an interesting topic in nonlinear science that has been intensively studied dur...
Synchronization is an old topic with important modern applications. More than three centuries ago, C...
This paper deals with the chaos synchronization problem for a class of nonlinear pendulum-like syste...