Titlebook: Ordered and Turbulent Patterns in Taylor-Couette Flow; C. David Andereck,F. Hayot Book 1992 Springer Science+Business Media New York 1992

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Low-Dimensional Spectral Truncations for Taylor-Couette Flow needed during time integration. The method will be applied to temporally quasiperiodic and chaotic Taylor-Couette flows, with the choice of basis functions based on previous numerical work. Implementation is in progress.

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Chaotic Phase Diffusion through the Interaction of Phase Slip Processeser .. varies in space such that it becomes subcritical, . < .., in part of the system (‘subcritical ramp’), then the stable band is reduced and - in the limit of infinitely slow variations - shrinks to a single wave number.. Of particular interest in the present context is the fact, that the solutio

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Instability of Taylor-Couette Flow Subjected to a Coriolis Force the nonaxisymmetric Coriolis force. Several other novel patterns also arise. At somewhat large system rotation rates, there is a direct transition from the base flow to strong spatiotemporal turbulence. At small values of Ω (where Ω is a dimensionless measure of the angular frequency of the rotatin

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