2022Unpublished venueOpen access

Stokes Flow

Michel Deville

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Abstract

Abstract Creeping flows where the viscous effects are dominant, are considered. The Moffatt corner eddies are described. The flow around a sphere is detailed and leads to the Stokes formula. Stokes eigenmodes are analyzed and a three-dimensional Stokes solution is given. The flow around a circular cylinder leads to the Stokes’ paradox.

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Abstract Creeping flows where the viscous effects are dominant, are considered. The Moffatt corner eddies are described. The flow around a sphere is detailed and leads to the Stokes formula. Stokes eigenmodes are analyzed and a three-dimensional Stokes solution is given. The flow around a circular cylinder leads to the Stokes’ paradox.

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Available abstract

Abstract Creeping flows where the viscous effects are dominant, are considered. The Moffatt corner eddies are described. The flow around a sphere is detailed and leads to the Stokes formula. Stokes eigenmodes are analyzed and a three-dimensional Stokes solution is given. The flow around a circular cylinder leads to the Stokes’ paradox.

Key concepts: Stokes flow, Stokes number, Stokes' law, Flow (mathematics), Eddy, Stokes problem, Mechanics, Physics

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