Titlebook: Bifurcation and Chaos: Analysis, Algorithms, Applications; R. Seydel,F. W. Schneider,H. Troger Book 1991 Springer Basel AG 1991 Eigenvalue

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Regular and Chaotic Patterns of Rayleigh-Benard Convection,n. A similar coexistence of regular and chaotic features can be observed in the atmosphere of Jupiter. Well defined anticyclonic eddies with approximately constant separation are observed at certain latitudes while other latitudes exhibit cloudbands in seemingly chaotic motions (Smith et al., 1979).

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The Effect of Fluctuations on the Transition Behavior of a Nonlinear Chemical Oscillator,lator model under CSTR boundary conditions. This system contains a cubic autocatalysis and shows a strong amplification of noise which is imposed on the variables of the model at discrete time intervals (“shot noise”). We show that the location of the secondary periodic bifurcation between large and

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Examples of Boundary Crisis Phenomenon in Structural Dynamics,ms as some control parameter is varied. These changes occur when a chaotic attractor collides with a coexisting unstable fixed point or periodic orbit, or its stable manifold. This collision may result in i) sudden changes in the size of chaotic attractors, ii) sudden appearances of chaotic attracto