On the Hypersonic Viscous Flow past a Flat Plate with Suction or Injection

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概要

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• The hypersonic viscous flow past a flat plate with suction or injection is dealt with by Karman-Pohlhausen's method in special cases when suction or injection velocity proportional to p_B^<1/2> or x^<-1/4>, especially for the region of strong interaction between the shock wave and the boundary layer, were p_B is the pressure on the plate and x is the distance measured along the plate from its leading edge. Several numerical examples are given, which shows similar effects of injection to those in the case of incompressible flow that the injection makes all the height of the shock wave, the thickness of the boundary layer and the pressure on the plate larger than those in the case of no injection. On the contrary, in the case of suction no remarkable change both in the height of the shock wave and the pressure on the plate can be seen and only the velocity profile in the boundary layer is affected by the suction.

• 社団法人日本物理学会の論文
• 1957-02-05

著者

• Yasuhara Michiru

  Institute Of Science And Technology University Of Tokyo

関連論文

• On the Hypersonic Viscous Flow Past Slender Bodies of Revolution
• Asymptotic Behaviour of the Laminar Compressible Boundary Layer over a Circular Cylinder with Uniform Suction
• On the Hypersonic Viscous Flow past a Flat Plate with Suction or Injection

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