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Calculation of quasi-three-dimensional incompressible viscous flows by the finite element method |
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| Authors: | M Sedl&#x; |
| Abstract: | This paper discusses the calculation of quasi-three-dimensional incompressible viscous flow by FEM. The Reynolds-averaged Navier-Stokes equations are solved in curvilinear co-ordinates by the reduced integration and penalty method (RIP). Streamline upwind artificial viscosity (SUAV) and the Baldwin-Lomax algebraic model of turbulence are used. Time discretization is by the general implicit θ-method. |
| Keywords: | Curvilinear co-ordinate system Incompressible viscous flow Finite elements Penalization and reduced integration Streamline upwind artificial viscosity Algebraic model of turbulence |