Lid-driven Stokes slip flow in a rectangular cavity (Q2056013)
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scientific article; zbMATH DE number 7437253
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Lid-driven Stokes slip flow in a rectangular cavity |
scientific article; zbMATH DE number 7437253 |
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Lid-driven Stokes slip flow in a rectangular cavity (English)
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1 December 2021
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Consider the Laplace equation \(w_{xx}+w_{yy}=0\) in a rectangle. The author solves the boundary value problems when the conditions of the type \(w +\lambda w_y=c\) are given with constants \(\lambda\) and \(c\). The Fourier series expansion is used for \(w\). Different conditions take place on different sides of rectangular. Similar boundary value problems are solved for the biharmonic equation.
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Laplace equation
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biharmonic equation
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slip eigenvalue
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Fourier series solution
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corner singularity
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