Journal article
Streamline Patterns and their Bifurcations near a wall with Navier slip Boundary Conditions
We consider the two-dimensional topology of streamlines near a surface where the Navier slip boundary condition applies. Using transformations to bring the streamfunction in a simple normal form, we obtain bifurcation diagrams of streamline patterns under variation of one or two external parameters.
Topologically, these are identical with the ones previously found for no-slip surfaces. We use the theory to analyze the Stokes flow inside a circle, and show how it can be used to predict new bifurcation phenomena. ©2006 American Institute of Physics
Language: | English |
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Publisher: | American Institute of Physics |
Year: | 2006 |
Pages: | 083102 |
ISSN: | 10897666 and 10706631 |
Types: | Journal article |
DOI: | 10.1063/1.2337660 |
ORCIDs: | Brøns, Morten |