Laminar Viscous Flow past a Flat Plate with Finite Thickness
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概要
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A study is made of laminar viscous flow past a semi-infinite flat plate with finite thickness, set parallel to a uniform stream. An asymptotic solution of the Navier-Stokes equations is constructed on the basis of high-Reynolds-number approximations. The total drag coefficient <I>C</I><SUB>D</SUB> for a flat plate of thickness 2<I>a</I> immersed in a uniform flow <I>U</I> is shown to be given by<BR>(<U>Remark: Graphics omitted.</U>),<BR>where <I>R</I>=<I>Ux</I><SUP>*</SUP>⁄ν and <I>x</I>=<I>x</I><SUP>*</SUP>⁄<I>a</I> (<I>x</I><SUP>*</SUP> being the distance along the plate and ν the kinematic viscosity).
- 社団法人 日本物理学会の論文
社団法人 日本物理学会 | 論文
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