Effect of far-field boundary conditions on boundary-layer transition (Q1891121)
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scientific article; zbMATH DE number 758643
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Effect of far-field boundary conditions on boundary-layer transition |
scientific article; zbMATH DE number 758643 |
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Effect of far-field boundary conditions on boundary-layer transition (English)
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28 May 1995
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The authors consider the effect of far-field boundary conditions on the evolution of a finite-amplitude two-dimensional wave in the Blasius boundary layer. They use either asymptotic mixed homogeneous Dirichlet conditions or homogeneous von Neumann conditions, and impose these conditions at various distances from the wall. The parabolized stability equations are employed to take advantage of the low computational cost.
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finite-amplitude two-dimensional wave
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Blasius boundary layer
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asymptotic mixed homogeneous Dirichlet conditions
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homogeneous von Neumann conditions
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parabolized stability equations
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