Details
Discontinuous Dynamics and System Synchronization
Nonlinear Systems and Complexity, Band 39
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171,19 € |
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| Verlag: | Springer |
| Format: | |
| Veröffentl.: | 11.08.2024 |
| ISBN/EAN: | 9783031666483 |
| Sprache: | englisch |
| Anzahl Seiten: | 200 |
Dieses eBook enthält ein Wasserzeichen.
Beschreibungen
<p>This book provides a systematic introduction to the dynamical behaviors of discontinuous dynamical systems and system synchronization. The first part of the book presents the theory of flow switching in discontinuous dynamical systems as well as the switching dynamics in such discontinuous systems. The second part presents a theory for interaction discontinuities between distinct dynamical systems, from which partial and complete chaotic synchronizations in such systems are studied analytically and experimentally.</p>
<p>Introduction.- The Flow Passability Theory.- A Duffing-like Oscillator with Signum Nonlinearity.- Switching Dynamics of a FitzHugh-Nagumo Circuit.- A Memristive</p>
<p>Hindmarsh-Rose Neuron System.- Dynamical System Interaction Theory.- Two-identical Systems Synchronization.- Chua-Systems Synchronization and Implementation.- Function Synchronization of Dynamic Systems.</p>
<p>Hindmarsh-Rose Neuron System.- Dynamical System Interaction Theory.- Two-identical Systems Synchronization.- Chua-Systems Synchronization and Implementation.- Function Synchronization of Dynamic Systems.</p>
<p>Dr. Fuhong Min is a Professor at Nanjing Normal University, China. Her main research lies on dynamical system synchronization, discontinuous dynamical systems, nonlinear circuit and system, and neural networks. Dr. Min has published 148 peer-reviewed journal and conference papers. She has many Ph.D. and Master students graduation under her supervision.</p>
<p> </p>
<p> </p>
<p>This book provides a systematic introduction to the dynamical behaviors of discontinuous dynamical systems and system synchronization. The first part of the book presents the theory of flow switching in discontinuous dynamical systems as well as the switching dynamics in such discontinuous systems. The second part presents a theory for interaction discontinuities between distinct dynamical systems, from which partial and complete chaotic synchronizations in such systems are studied analytically and experimentally.</p>
<ul>
<li>Examines partial/complete chaotic synchronizations of 2 nonlinear gyro-scope systems in the presence/absence of noise;</li>
<li>Analyzes the projection synchronization mechanism of Chua circuits with different scrolls;</li>
<li>Details interactions of the controlled Duffing oscillator with Van der Pol system and Pendulum system.</li>
</ul>
<ul>
<li>Examines partial/complete chaotic synchronizations of 2 nonlinear gyro-scope systems in the presence/absence of noise;</li>
<li>Analyzes the projection synchronization mechanism of Chua circuits with different scrolls;</li>
<li>Details interactions of the controlled Duffing oscillator with Van der Pol system and Pendulum system.</li>
</ul>
Examines partial/complete chaotic synchronizations of 2 nonlinear gyro-scope systems in the presence/absence of noise Analyzes the projection synchronization mechanism of Chua circuits with different scrolls Details interactions of the controlled Duffing oscillator with Van der Pol system and Pendulum system
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