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Titlebook: Stability of Time Dependent and Spatially Varying Flows; Proceedings of the S D. L. Dwoyer,M. Y. Hussaini Conference proceedings 1987 Sprin

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Ginzburg-Landau Equation: Stability and Bifurcations,monstrate this with a brief heuristic derivation of the G-L equation. Consider Fig. 1, which shows a typical neutral stability curve separating a base flow and the bifurcated flow that results after instability has set in. The ordinate is a control parameter such as Rayleigh or Reynolds number while
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Conference proceedings 1987stitute for Computer Applications in Science and Engineering (lCASE) and NASA Langley Research Center (LaRC) during August 19- 23, 1985. The purpose of this workshop was to bring together some of the experts in the field for an exchange of ideas to update the current status of knowledge and to help
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,Application of Stability Theory to Laminar Flow Control—Progress and Requirements,quire further stability theory research, include TS-crossflow interaction, combined disturbance fields (roughness, waviness, noise) and suction-induced disturbances. Some results on wave-interactions are presented.
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Floquet Analysis of Secondary Instability in Shear Flows,odes, i.e. disturbances with arbitrary streamwise wavelength, and relate the results to observations of subharmonic and combination resonance in the flat-plate boundary layer. As a by-product, we show the rapid convergence of the Fourier series that governs the streamwise structure of the disturbances.
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