In this paper we study the experimental determination of the basin of attraction for the Chua's circuit by means of an electronic device that is able to select initial voltages and to show the early stages of the subsequent trajectory on the oscilloscope. The results are shown and discussed in cases of multistability of periodic and chaotic solutions
Nonlinear Dynamical systems are common in many scientific disciplines. A particularly interesting pr...
Abstract-Linear system theory provides an inadequate char-acterization of sustained oscillation in n...
The interaction of capacitive and resistive nonlinearities in the Chua's circuit is studied. The ori...
The Chua circuit, known to exhibit chaotic behaviour, has been constructed and studied. The goal was...
After the discovery in early 1960s by E. Lorenz and Y. Ueda of the first example of a chaotic attrac...
In this paper, the original Chua's circuit is modified by substituting its piecewise-linear fun...
The authors examine the effect of an external periodic excitation on the Chua's piecewise-linear cir...
The Chua s circuit is an electronic oscillator that has a non-linearity coupled to an LC oscillator,...
Summarization: The classical Chua’s circuit that realizes chaotic behavior is presented. This circui...
The Chua circuit is among the simplest non-linear circuits that shows most complex dynamical behavio...
For uninitiated researchers, engineers, and scientists interested in a quick entry into the subject ...
In this study, a novel nonautonomous version of autonomous Chua's circuit is presented. The proposed...
The first hidden chaotic attractor was discovered in a dimensionless piecewise-linear Chua’s system ...
<p>The analysis of development methods of Chua's circuit mathematical models is done and benefits of...
Chua’s oscillator is one of the simplest electronic circuits that is capable of pro-ducing chaos. It...
Nonlinear Dynamical systems are common in many scientific disciplines. A particularly interesting pr...
Abstract-Linear system theory provides an inadequate char-acterization of sustained oscillation in n...
The interaction of capacitive and resistive nonlinearities in the Chua's circuit is studied. The ori...
The Chua circuit, known to exhibit chaotic behaviour, has been constructed and studied. The goal was...
After the discovery in early 1960s by E. Lorenz and Y. Ueda of the first example of a chaotic attrac...
In this paper, the original Chua's circuit is modified by substituting its piecewise-linear fun...
The authors examine the effect of an external periodic excitation on the Chua's piecewise-linear cir...
The Chua s circuit is an electronic oscillator that has a non-linearity coupled to an LC oscillator,...
Summarization: The classical Chua’s circuit that realizes chaotic behavior is presented. This circui...
The Chua circuit is among the simplest non-linear circuits that shows most complex dynamical behavio...
For uninitiated researchers, engineers, and scientists interested in a quick entry into the subject ...
In this study, a novel nonautonomous version of autonomous Chua's circuit is presented. The proposed...
The first hidden chaotic attractor was discovered in a dimensionless piecewise-linear Chua’s system ...
<p>The analysis of development methods of Chua's circuit mathematical models is done and benefits of...
Chua’s oscillator is one of the simplest electronic circuits that is capable of pro-ducing chaos. It...
Nonlinear Dynamical systems are common in many scientific disciplines. A particularly interesting pr...
Abstract-Linear system theory provides an inadequate char-acterization of sustained oscillation in n...
The interaction of capacitive and resistive nonlinearities in the Chua's circuit is studied. The ori...