Equations of boundary layer near the surface of arbitrary shape (Q2754742)
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scientific article; zbMATH DE number 1668385
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Equations of boundary layer near the surface of arbitrary shape |
scientific article; zbMATH DE number 1668385 |
Statements
4 November 2001
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Prandtl equations
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self-similar variables
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0.91134167
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0.9081843
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0.8877431
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0.8869575
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0.88284206
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0.8819118
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Equations of boundary layer near the surface of arbitrary shape (English)
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Starting from classical Prandtl equations of boundary layers and by using different self-similar variables, new equations of boundary layers are obtained. They can be transformed to self-similar forms in the cases of laminar and turbulent motions. New nonlinear ordinary differential equations for the function describing tangential velocity are derived. The suggested models are applicable only to surfaces which do not cause separation of boundary layer.
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