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Last update: T_KG (15.05.2007)
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Last update: T_KG (14.04.2008)
Students will learn how to apply finite element methods to numerical solutions of partial differential equations. |
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Last update: T_KG (15.05.2007)
Babuška I., Strouboulis T.: The Finite element method and its reliability, Oxford Clarendon Press, 2001 Reddy J.N., Gartling D.K.: The finite element method in heat transfer and fluid dynamics http://www.dealii.org http://libmesh.sourceforge.net http://acts.nersc.gov/petsc, http://acts.nersc.gov/slepc |
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Last update: T_KG (11.04.2008)
Practicals |
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Last update: T_KG (15.05.2007)
1. Finite element method - partial differential equations, week formulation, Galerkin approximation, numeric solution.
2. Comparison of approaches - software, libraries and self-written code.
3. Programing in C++ - syntax, basic commands, object oriented programing, templates.
4. Mathematical libraries - PETSc, LASPack, SLEPc, their application in elementary mathematical problems.
5. Libraries - libMesh, DealII and their field of usage, differences.
6. DealII - short examples and detail presentation of solution one particular problem.
7. libMesh - examples
8. libMesh - practice
9. Mesh - generation and refinement, software possibilities.
10. Graphical post-processing tools - GMV
11. Parallel programing versus using of libraries including parallel algorithm. |