Slow Viscous Flow Past a Lattice of Equal Flat Plates

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概要

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• Two-dimensional slow viscovrs ttnifornu flow past a lattice of equal parallel and equidistant flatplates is investigated based on the Stokes' approximation. The plates are at rest and the flowis generated by a pressvrre difference between two sides of the lattice at infinity. By solving athree-part XViener-Hopf equation, analytic expression for the stream fvtnction is obtained for aparameter a, where a is the length of the plate. Drag force exerted on the plate is calculated andpressure and shear stress distribtztions are shown. The asymptotic form of the drag for a -+ 0is obtained by considering a pair of dtmal integral eqvrations. Local analysis for the flow rxear theedge of the plate is also included.

• 社団法人日本物理学会の論文
• 1997-06-15

著者

• Jeong Jae-Tack

  Department of Mechanical Engineering, Kum-Oh National University of Technology

• Jeong Jae-tack

  Department Of Mechanical Engineering

• PARK Chan-Guk

  Department of Mechanical Engineering,Chonnam National University

• Park Chan-guk

  Department Of Mechanical Engineering Chonnam National University

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• Slow Viscous Flow Due to Sliding of a Semi-Infinite Plate over a Plane
• Slow Viscous Flow around an Inclined Fence on a Plane
• Two-Dimensional Slow Stagnation Flow around a Vertical Plate on a Plane Wall
• Slow Viscous Flow Past a Lattice of Equal Flat Plates
• Two-Dimensional Slow Viscous Flow Due to the Rotation of a Body with Cusped Edges
• Slow Viscous Flow Due to the Rotation of Two Finite Hinged Plates
• Two-Dimensional Stokes Flow through a Slit in a Vartical Plate on a Plane Wall
• Two-Dimensional Slow Viscous Flow from a Converging Nozzle
• Two-Dimensional Slow Stagnation Flow near a Slit

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