Flow of a Viscous, Electrically Conducting Fluid along a Circular Cylinder or a Flate Plate with Uniform Suction
スポンサーリンク
概要
- 論文の詳細を見る
An exact solution of the flow of a viscous, electrically conducting fluid with an externally imposed magnetic field normal to the wall is obtained for the incompressible flow along a circular cylinder or a flat plate with uniform suction. Analytical results show that if the Alfven wave velocity is smaller than the suction velocity, a physically possible solution is obtained under a given boundary condition, and that the applied magnetic field acts on the flow as a decelerating action as expected from the general property of magnetic force, and as a result of this nature, the coefficient of skin-friction is reduced and that of Maxwell's stress is increased, while the total drag is kept unchanged. Further, the solution reduces to that of the asymptotic suction flow of a non-conducting fluid when the magnetic field tends to zero.
- 社団法人日本物理学会の論文
- 1960-02-05
著者
関連論文
- Analysis of Shock Wave Interaction with Porous Elastic Material
- Experiment on Effects of Porosity in the Interaction of Shock Wave and Foam
- Vibrational Relaxation Measurements of Methane by a Lazser Schlieren
- A Reactive, Equilibrium Hypersonic Flow Over a Slender Pointed Body
- Rotational Temperature Measurements in Free Jet Expansions of N_2 Using Electron Beam Fluorescence Technique
- Flow of a Viscous, Electrically Conducting Fluid along a Circular Cylinder or a Flate Plate with Uniform Suction
- Simultaneous Effects of Pressure Gradient and Transverse Curvature on the Boundary Layer along Slender Bodies of Revolution