Stokes flow caused by the motion of a rigid sphere close to a viscous interface

Author:

Danov K.D.,Gurkov T.D.,Raszillier H.,Durst F.

Publisher

Elsevier BV

Subject

Applied Mathematics,Industrial and Manufacturing Engineering,General Chemical Engineering,General Chemistry

Reference28 articles.

1. Mathematical Methods for Physicists;Arfken,1985

2. Motion of a sphere in the presence of a deformable interface. I. Perturbation of the interface from flat;Berdan;J. Colloid Interface Sci.,1982

3. Sur l’éxistance d’une viscosité superficielle, dans la mince couche de transition separant un liquide d’une autre fluide contigue;Boussinesq;Ann. Chim. Phys.,1913

4. On the slow rotation of a sphere about a diameter parallel to a nearby plane wall;Cooley;J. Inst. Math. Appl.,1968

5. Influence of the surface viscosity on the drag and torque coefficients of a solid particle in a thin liquid layer;Danov;Chem. Engng Sci.,1995

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