J. T. Jeong, “Slow Viscous Flow in a Partitioned Channel,” Physics of Fluids, Vol. 13, No. 6, 2001, pp. 1577 -1582.

has been cited by the following article:

• TITLE: Geometric Inversion of Two-Dimensional Stokes Flows – Application to the Flow between Parallel Planes

  AUTHORS: Mustapha Hellou

  KEYWORDS: Inversion Transformation, Geometric Inversion, Stokes Flow, Viscous Eddies, Flow around a Cylinder, Microflow

  JOURNAL NAME: Engineering, Vol.2 No.10, November 29, 2010

  ABSTRACT: Geometric inversion is applied to two-dimensional Stokes flow in view to find new Stokes flow solutions. The principle of this method and the relations between the reference and inverse fluid velocity fields are presented. They are followed by applications to the flow between two parallel plates induced by a rotating or a translating cylinder. Thus hydrodynamic characteristics of flow around circular bodies obtained by inversion of the plates are thus deduced. Typically fluid flow patterns around two circular cylinders in contact placed in the centre of a rotating or a translating circular cylinder are illustrated.