Slow Motion in a Two-Dimensional Semi-Infinite Channel with Moving Walls

スポンサーリンク

概要

• 論文の詳細を見る

• Investigations are made of the two-dimensional flow of a viscous incompressible fluid due to slow and ateady motion of a plnce pistin in a channel. Three methods are adopted: analytical, numerical and composite ones. Numerical errors of the velocity distribution on the walls derived by Dean's technique are found to be less than 1.1%. Vorticity distributions on the walls obtained by the three methods are dompared. The vorticity becomes infinite as r^<-1> when the distance r from a corner tends to zero, where the wall velocity is discontinuous and the numerical solution becomes invalid. It is found that the composite method gives the most accurate and uniform approximation.

• 社団法人日本物理学会の論文
• 1972-06-05

著者

• Fukuyu Akio

  Department Of Mathematical Science Faculty Of Science And Engineering Tokyo Denki University

• Fukuyu Akio

  Department Of Physics Faculty Of Science University Of Tokyo

• KAMBE Tutomu

  Institute of Space and Aeronautical Science, University of Tokyo

• Kambe Tutomu

  Institute Of Space And Aeronautical Science University Of Tokyo

関連論文

• Application of Pade Approximation to Turbulence Problem
• Interaction of Two Vortex Filaments with Special Reference to Singularity Formation
• Oseen Approximation to Viscous Gas Flow
• Viscous Flow Due to the Motion of a Semi-Infinite Flat Plate in a Region of Fluid Bounded by a Rigid Plane
• Slow Motion in a Two-Dimensional Semi-Infinite Channel with Moving Walls
• A Statistical Mechanical Model for Two Dimensional Turbulence
• The Response of Hill's Vortex to a Small Three Dimensional Disturbance
• The Stability of an Axisymmetric Jet with Parabolic Profile
• Motion of Distorted Vortex Rings

スポンサーリンク