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- W1657346688 abstract "The generation and amplification of vortices by surface inhomogeneities, both in the form of surface waviness and of wall-normal velocity, is investigated using the nonlinear PSE equations. Transients and issues of algebraic growth are avoided through the use of a similarity solution as initial condition for the vortex. In the absence of curvature, the vortex decays as $ when flowing over streamwise aligned riblets of constant height, and grows as $ when flowing over a corresponding streamwise aligned variation of blowing/suction transpiration velocity. However, in the presence of wall inhomogeneities having both streamwise and spanswise periodicity, the growth of the vortex can be much larger. In the presence of curvature, the vortex develops into a rtler vortex. The ``direct'''' and ``indirect'''' interaction mechanisms possible in wave-vortex interaction are presented. The ``direct'''' interaction does not lead to strong resonance with the flow conditions investigated. The ``indirect'''' interaction leads to K-type transition." @default.
- W1657346688 created "2016-06-24" @default.
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- W1657346688 date "1993-12-01" @default.
- W1657346688 modified "2023-09-23" @default.
- W1657346688 title "VORTEX GENERATION AND WAVE-VORTEX INTERACTION OVER A CONCAVE PLATE WITH ROUGHNESS AND SUCTION" @default.
- W1657346688 hasPublicationYear "1993" @default.
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