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Self-organizations with fast-slow time scale in a memristor-based Shinriki's circuit
XB Rao, XP Zhao, JS Gao, JG Zhang - Communications in nonlinear …, 2021 - Elsevier
The structure of complex oscillations with two time scales generated by a novel memristor-
based Shinriki's circuit is studied in detail. Employing the stability phase diagrams, we …
based Shinriki's circuit is studied in detail. Employing the stability phase diagrams, we …
Fractal structures in centrifugal flywheel governor system
XB Rao, YD Chu, YX Chang, JG Zhang - Communications in Nonlinear …, 2017 - Elsevier
The global structure of nonlinear response of mechanical centrifugal governor, forming in
two-dimensional parameter space, is studied in this paper. By using three kinds of phases …
two-dimensional parameter space, is studied in this paper. By using three kinds of phases …
Novel dynamical scenario of the two-stage Colpitts oscillator
L Xu, YD Chu, Q Yang - Chaos, Solitons & Fractals, 2020 - Elsevier
The paper performs a systematic investigation on the complexities in a two-stage Colpitts
oscillator. An abundance of novel dynamical behaviors in the two-stage Colpitts oscillator …
oscillator. An abundance of novel dynamical behaviors in the two-stage Colpitts oscillator …
Discerning the oscillatory electrochemical response during electrodeposition of cobalt in the presence of but-2-yne-1, 4-diol
We present a new observation of electrochemical oscillation during the reduction of Co 2+
from sulfate solution in the presence of but-2-yne-1, 4-diol (butynediol) as an additive. Cyclic …
from sulfate solution in the presence of but-2-yne-1, 4-diol (butynediol) as an additive. Cyclic …
Stability and multistability of a bounded rational mixed duopoly model with homogeneous product
W Zhou, N Zhao, T Chu, YX Chang - Complexity, 2020 - Wiley Online Library
In this paper, a mixed duopoly dynamic model with bounded rationality is built, where a
public‐private joint venture and a private enterprise produce homogeneous products and …
public‐private joint venture and a private enterprise produce homogeneous products and …
A numerical investigation of the effect of external resistance and applied potential on the distribution of periodicity and chaos in the anodic dissolution of nickel
The oscillatory electrodissolution of nickel is one among several reactions utilized as a
model-system to study the emergence of oscillations and pattern formation in …
model-system to study the emergence of oscillations and pattern formation in …
Nested arithmetic progressions of oscillatory phases in Olsen's enzyme reaction model
We report some regular organizations of stability phases discovered among self-sustained
oscillations of a biochemical oscillator. The signature of such organizations is a nested …
oscillations of a biochemical oscillator. The signature of such organizations is a nested …
Discontinuous spirals of stability in an optically injected semiconductor laser
We report a new kind of discontinuous spiral with stable periodic orbits in the parameter
space of an optically injected semiconductor laser model, which is a combination of the …
space of an optically injected semiconductor laser model, which is a combination of the …
One-dimensional invariant measure in periodicity hubs: A tribute to Professor Jason AC Gallas
Chaotic behavior near a periodicity hub is characterized in five different three-dimensional
systems, namely, the paradigmatic Rössler system, the Rosenzweig–MacArthur predator …
systems, namely, the paradigmatic Rössler system, the Rosenzweig–MacArthur predator …
Effect of fractional-order on the dynamic of two mutually coupled van der Pol oscillators: Hubs, multistability and its control
NM Adèle, KST Alain, K Romanic… - Discontinuity …, 2020 - lhscientificpublishing.com
This paper presents a novel approach to analyze the dynamic effect of the fractional-order
derivative of the two mutually coupled van der Pol oscillators. The stability analysis is …
derivative of the two mutually coupled van der Pol oscillators. The stability analysis is …