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- W1982627056 abstract "A combined numerical/analytical study of the wide-vortex/wave interaction equations, describing boundary-layer instability, is presented. Depending on the obliqueness β of the wave input, different solution properties are obtained. For β = 1, oscillations in the wave amplitude lead to the evolution of a strongly three-dimensional mean flow, while for β = 2 the interaction is characterized by the development of a singularity in the wave pressure amplitude. This latter behaviour is modelled using an approximate form for the mean flow skin friction and the resulting amplitude equation is analysed using a combination of numerical and asymptotic techniques. A simple method is described for determining the singularity location for a given spanwise wavenumber, and the asymptotic behaviour of the pressure amplitude as the singularity is approached is deduced." @default.
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- W1982627056 date "1999-12-10" @default.
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- W1982627056 title "Singularity formation in the strongly nonlinear wide-vortex/Tollmien–Schlichting-wave interaction equations" @default.
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- W1982627056 doi "https://doi.org/10.1017/s0022112099006503" @default.
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