On the Steady Flow past an Oblique Flat Plate at a High Reynolds Number
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概要
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The stationary flow of a viscous fluid past a flat plate at a small incidence, θ, is dealt with by Oseen's linearized approximation. The behavior of flow at a high Reynolds number, R, is precisely studied, using the Fourier transformation. The two characteristic types of flow are shown. In the case: 1<<R<__-O(1/sin θ), the flow field is the conventional potential flow satisfying the Kutta-Joukowski condition with the thin boundary layer of thickness of O(1/√<R>) adjacent to the surface of the plate. In the other case: O(1/sin^2 θ) <<R, the flow field consists of a potential field and a wide viscous wake spreading downstream, where the flow is rotational and the velocity almost vanishes. The latter corresponds to the stalled state of the plate.
- 社団法人日本物理学会の論文
- 1970-08-05
著者
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Kusukawa Ken-ichi
Department Of Physics Faculty Of Science Tokyo Metroplitan University
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Kusukawa Ken-ichi
Department Of Physics Faculity Of Science Tokyo Metropolitan University
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