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Titlebook: IUTAM Symposium on Laminar-Turbulent Transition and Finite Amplitude Solutions; Tom Mullin,Rich Kerswell Conference proceedings 2005 Sprin

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Turbulent-Laminar Patterns in Plane Couette Flow,be tilted at any prescribed angle to the streamwise direction. We report on different patterned states observed as a function of Reynolds number, imposed tilt, and length of the long direction. We compare our findings to observations in large aspect-ratio experiments.
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Instability, Transition and Turbulence in Plane Couette Flow with System Rotation,pes of secondary instabilities, especially interesting is a repeating pattern of wavy structures followed by breakdown, thereafter roll cells reappear in a cyclic pattern. For higher Reynolds number roll cells appear also in a turbulent environment. It is also shown how stabilizing rotation may quench the turbulence completely.
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Modeling the Direct Transition to Turbulence,and the turbulent spot regime, with its high-Reynolds counterpart between homogeneous turbulence and turbulent stripes, we introduce a hierarchy of models from . models designed to answer the most basic questions to . models more adapted to the study of specific topics..Among conceptual models we di
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Transition Threshold and the Self-Sustaining Process,n-trivial traveling wave and time-periodic states. These states come in pairs, an upper branch and a lower branch. The limited data available to date suggest that the upper branch states provide a good first approximation to the statistics of turbulent flows. The upper branches may thus be understoo
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Turbulent-Laminar Patterns in Plane Couette Flow,ed. We study these patterns using an extension of the minimal flow unit approach to simulations of channel flows pioneered by Jiménez and Moin. In our case computational domains are of minimal size in only two directions. The third direction is taken to be large. Furthermore, the long direction can
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