The paper derives a reduced two-coupled Ginzburg-Landau system that governs the leading-order nonlinear dynamics of the non-axisymmetric primary instability in small-gap Taylor-Couette flow for strong counter-rotation, and uses it to characterize helicoidal and ribbon waves.
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Couette-Taylor instabilities in the small gap regime: the very counter-rotating case
The paper derives a reduced two-coupled Ginzburg-Landau system that governs the leading-order nonlinear dynamics of the non-axisymmetric primary instability in small-gap Taylor-Couette flow for strong counter-rotation, and uses it to characterize helicoidal and ribbon waves.