Synchronization and Control of Chaos: An Introduction for Scientists and EngineersImperial College Press, 2004 - 224 sider This book presents a comprehensive overview of the research and latest developments in the field of the dynamics of coupled and driven chaotic oscillators, aimed at a wide audience. Since 1990, there has been very active research devoted to the field, culminating in a considerable body of knowledge, while active research continues. |
Innhold
Chaotic Oscillators Driven by Chaotic Signals | 4 |
Periodically Driven Chaotic Oscillators | 53 |
Perturbing Chaotic Systems to Control Chaos | 111 |
Mutually Coupled Identical Chaotic Oscillator | 133 |
Mutually Coupled NonIdentical Oscillators | 155 |
On the Dynamics of Coupled and Driven Chaotic Oscillators | 181 |
| 197 | |
Index | 209 |
Andre utgaver - Vis alle
Synchronization and Control of Chaos: An Introduction for Scientists and ... J M González-Miranda Begrenset visning - 2004 |
Vanlige uttrykk og setninger
A₁ amplitude envelope synchronization anticipated synchronization bifurcation diagram chaos suppression chaotic attractor chaotic systems chronization circuit of Chua computed conditional Lyapunov exponents continuous control control law control of chaos coupled chaotic oscillators coupled oscillators coupling strength defined described desynchronized dynamical behavior electric circuits evolution evolve example experimental fixed point forms of synchronization frequency function given by Eq González-Miranda harmonic oscillator Hénon map identical synchronization illustrated in Fig initial conditions interval lag synchronization laser Lett linear Lorenz model Lyapunov exponents means motion mutually coupled neurons nonlinear numerical observed obtained OGY method parameter values parametric plots periodic force perturbation phase space phase synchronization phenomena Phys plane Poincaré map presented in Fig Rössler model Rössler oscillators signal stability stable manifold structure suppression of chaos surface of section synchronization of chaos system parameter techniques thick line trajectory transition unstable periodic orbits variables vector Xj+1
Referanser til denne boken
Synchronization in Oscillatory Networks Grigory V. Osipov,Jürgen Kurths,Changsong Zhou Ingen forhåndsvisning tilgjengelig - 2007 |