The application of the boundary integral equations method to subsonic flow with circulation past thin airfoils in a wind tunnel (Q1341906)
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scientific article; zbMATH DE number 709544
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The application of the boundary integral equations method to subsonic flow with circulation past thin airfoils in a wind tunnel |
scientific article; zbMATH DE number 709544 |
Statements
The application of the boundary integral equations method to subsonic flow with circulation past thin airfoils in a wind tunnel (English)
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30 June 1995
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We apply the direct boundary integral equations method to the title problem. A set of Green's functions for the equations for the velocity perturbation is deduced. These functions together with the nonlinear limit condition imposed just on the surface profile lead to a Fredholm integral equation of the second kind over the profile only. The numerical tests made for the circular obstacle show a very good agreement with the theory. Then numerical experiments on the NACA-4412 profile were made in order to determine the tunnel and the compressibility effects being compared to the unbounded flow.
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Green's functions
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velocity perturbation
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nonlinear limit condition
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Fredholm integral equation
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circular obstacle
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NACA-4412 profile
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compressibility effects
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0.94497824
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0.9416929
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0.90260035
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0.8916364
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