Adaptive implicit/explicit finite element methods for axisymmetric viscous turbulent flows with moving boundaries
The extension of the two-dimensional adaptive implicit/explicit finite element method to axisymmetric turbulent flow problems is presented. Difficulties involved in the selection of proper flow variables for the finite element interpolation to avoid singularities and the treatment of complex source...
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| Published in | Computer methods in applied mechanics and engineering Vol. 97; no. 2; pp. 245 - 288 |
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| Main Authors | , , |
| Format | Journal Article |
| Language | English |
| Published |
Amsterdam
Elsevier B.V
1992
Elsevier |
| Subjects | |
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| Abstract | The extension of the two-dimensional adaptive implicit/explicit finite element method to axisymmetric turbulent flow problems is presented. Difficulties involved in the selection of proper flow variables for the finite element interpolation to avoid singularities and the treatment of complex source terms resulting from the axisymmetric formulation are covered in this study. A special data structure is proposed for efficiently implementing the Prandtl-Van Driest turbulence model with an implicit/explicit algorithm for adapted unstructured grids. In addition, a moving-grid/eroding-boundary algorithm is implemented (specifically, for modeling the burning of a solid propellant) for internal flow analysis in solid rocket motors. A series of benchmark problems are solved to demonstrate the effectiveness of the methodology. |
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| AbstractList | The extension of the two-dimensional adaptive implicit/explicit finite element method to axisymmetric turbulent flow problems is presented. Difficulties involved in the selection of proper flow variables for the finite element interpolation to avoid singularities and the treatment of complex source terms resulting from the axisymmetric formulation are covered in this study. A special data structure is proposed for efficiently implementing the Prandtl-Van Driest turbulence model with an implicit/explicit algorithm for adapted unstructured grids. In addition, a moving-grid/eroding-boundary algorithm is implemented (specifically, for modeling the burning of a solid propellant) for internal flow analysis in solid rocket motors. A series of benchmark problems are solved to demonstrate the effectiveness of the methodology. |
| Author | Tworzydlo, W.W. Huang, C.Y. Oden, J.T. |
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| Keywords | Finite element method Compressible fluid Fluid mechanics Turbulent flow Viscous fluid Boundary condition Adaptive method |
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| Title | Adaptive implicit/explicit finite element methods for axisymmetric viscous turbulent flows with moving boundaries |
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