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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Structure of Taylor Vortex Flow and the Influence of Spatial Amplitude Variations on Phase Dynamicscal simulation data. For radius ratios . = 0.75,0.88 the dependence of axial Fourier modes on the Reynolds number is presented in the case where only the inner cylinder rotates as well as for co — and counterrotating outer cylinder. In the second part the dynamical response of the vortex structure t

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Phase Dynamics in the Taylor-Couette Systemity of the equation often makes it difficult to compare with laboratory results, thus necessitating the use of model equations [4, 5, 6, 7]. A typical example is the successful use of amplitude equations [4] for the states close to the onset of the first supercritical bifurcations. The amplitude equ

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Spiral Vortices in Finite Cylindersvelling right-handed spiral flow is replaced, at irregular intervals, by downward-travelling left-handed spiral flow (see their Fig. 4). The observations indicate that the apparatus was in fact at all times filled by left spirals near the bottom and right spirals near the top, with the boundary betw

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