Abstract
For some viscous incompressible flows at low Reynolds numbers we deduce a system of nonlinear integral equations for stream function and vorticity.
A coating flow problem and a capillary free boundary problem are considered in details.
Authors
Mirela Kohr-Ile
Babes-Bolyai University, Faculty of Mathematics
Calin-Ioan Gheorghiu
Institute of Mathematics
Keywords
slow viscous flow; free surface; stream function; vorticity; integral equation; nonlinear; coating flow; capillary flow;
References
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Paper coordinates
C.I. Gheorghiu, M. Kohr-Ile, An integral formulation for some slow viscous flows with free surfaces, Mathematica, 36 (59) (1994), pp. 43-54.
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About this paper
Journal
Mathematica
Publisher Name
Romanian Academy, Publishing House of the Romanian Academy
DOI
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Print ISSN
1222-9016
Online ISSN
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