On the Viscous Flow past a Tangential Flat Plate

スポンサーリンク

概要

• 論文の詳細を見る

• The flow of viscous fluid past a tangential flat plate is studied to Oseen's approximation with special reference to the flow around the trailing edge of the plate. Bairstow-Cave-Lang integral equation is solved asymptotically for large Reynolds numbers and for the trailing edge region by making use of singular perturbation technique. The analysis confirmed the uniform validity of the classical solution of Piercy-Winny over whole region including the trailing edge.

• 社団法人日本物理学会の論文
• 1965-03-05

著者

• Tamada Ko

  Department Of Aeronautical Engineering Faculty Of Engineering Kyoto University

• MlYAGI Tosio

  Department of Aeronautical Engineering, Faculty of Engineering, University of Osaka Prefecture

• Mlyagi Tosio

  Department Of Aeronautical Engineering Faculty Of Engineering University Of Osaka Prefecture

関連論文

• Some Studies on Rarefied Gas Flows
• On the Flow of Viscous Conducting Fluid past a Magnetized Sphere
• On the Viscous Flow past a Tangential Flat Plate
• On the Pendent Drop, I
• Secondary Flow aroud an Oscillating Cylinder
• Stability of Roll-Waves on Thin Laminar Flow down an Inclined Plane Wall
• The Steady Flow of Viscous Fluid at Low Reynolds Numbers passing obliquely through a Plane Grid made of Equal Parallel Circular Cylinders
• Laminar Viscous Flow past a Flat Plate set normal to the Stream, with Special Reference to High Reynolds Numbers
• Two-Dimensional Stagnation-Point Flow Impinging Obliquely on a Plane Wall

スポンサーリンク