Solution of the Euler equations for transonic flow over a lifting aerofoil - The Bernoulli formulation (Roe/Lytton method) (Q1096491): Difference between revisions
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scientific article; zbMATH DE number 4031265
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Solution of the Euler equations for transonic flow over a lifting aerofoil - The Bernoulli formulation (Roe/Lytton method) |
scientific article; zbMATH DE number 4031265 |
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Solution of the Euler equations for transonic flow over a lifting aerofoil - The Bernoulli formulation (Roe/Lytton method) (English)
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1987
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The author's method, updated from that of Sells, for solving the Euler equations governing steady inviscid supercritical flow past an aerofoil, is described. Roe's ``Superbee'' algorithm is incorporated into an explicit flux-difference-splitting, non-time-split sequence of one- dimensional spatial operators in local-timestep mode. Results are presented for a parametric study of one supercritical case, as a check on the consistency of the method. The ability of the method to compute the flow over a bump on a channel wall is demonstrated. Results from the computation of a supercritical flow with recirculation are also shown.
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Euler equations
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steady inviscid supercritical flow
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``Superbee'' algorithm
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explicit flux-difference-splitting, non-time-split sequence of one-dimensional spatial operators
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local-timestep mode
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