In this paper we consider the Duffing equation forced with a pulse function, whose moments of discontinuity depend on the initial data. Existence of the chaos through period-doubling cascade is proved, and the OGY control method is used to stabilize the periodic solutions. Appropriate simulations of the chaos and stabilized periodic solutions are presented
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this paper, bifurcation trees of periodic motions in a periodically forced, time-delayed, hardeni...
Abstract The Duffing-Van der Pol equation with fifth nonlinear-restoring force and one external forc...
We consider the effect of discrete-time signal or periodically pulsed forcing on chaotic dynamical s...
This paper uses an analytical approximation to study the periodic and chaotic solutions of the force...
AbstractWe study a dynamical system described by the Duffing equation under static plus large period...
This thesis addresses the stability and feedback control of period doubling bifurcations. We find fo...
Non-linear oscillators can exhibit non-periodic responses under periodic excitation. A point in the ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
Non-linear oscillators can exhibit non-periodic responses under periodic excitation. A point in the ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this paper, bifurcation trees of periodic motions in a periodically forced, time-delayed, hardeni...
Abstract The Duffing-Van der Pol equation with fifth nonlinear-restoring force and one external forc...
We consider the effect of discrete-time signal or periodically pulsed forcing on chaotic dynamical s...
This paper uses an analytical approximation to study the periodic and chaotic solutions of the force...
AbstractWe study a dynamical system described by the Duffing equation under static plus large period...
This thesis addresses the stability and feedback control of period doubling bifurcations. We find fo...
Non-linear oscillators can exhibit non-periodic responses under periodic excitation. A point in the ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
Non-linear oscillators can exhibit non-periodic responses under periodic excitation. A point in the ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this work, we deal with the open problem of controlling the periodically forced Duffing equation ...
In this paper, bifurcation trees of periodic motions in a periodically forced, time-delayed, hardeni...