薄い対称Joukowski翼を過ぎる遅い粘性流について : Oseenの方程式の解
スポンサーリンク
概要
- 論文の詳細を見る
The solution of the Oseen's equations has been obtained by Lamb, Oseen, Bairstow and others only in the cases of a sphere, and a circular or elliptic cylinder. And their methods cannot be applied to other forms of boundary. A new method proposed by Prof. Isao Imai of Tokyo University is epoch-making, being applicable to various boundaries in the two-dimmensional problem. In this report the author, using Imai's method, integrates the Oseen's equations in the case of the thin aerofoil of the symmetrical Joukowski type placed in the uniform viscous flow. And the unique solution, without necessity of any assumption such as Joukowski's hypothesis in the perfect fluid, is obtained only from the boundary conditions.
- 一般社団法人日本機械学会の論文
- 1953-09-15
著者
関連論文
- 薄い対称Joukowski翼を過ぎる遅い粘性流について : Oseenの方程式の解
- 薄い対流Joukowski翼を過ぎる遅い粘性流について(Oseenの方程式の解)
- 表面張力の精密測定に関する研究
- 乱流における速度分布に関する研究 : 第1報 混合距離の一仮定法について