| |
| Previous course: C8811 |
| Offered by:
Department of Mathematical Modelling
(IMM) |
| No credit points with: C8811 |
| Prerequisite: 21390/C2180/C3733/49104/05/C4051/C4052/C4301/C5521/C6908/77142/C8411/ C8877. 01030/C0130/01031/C0131/01034/C8812/36260/C8814 |
| Desirable: C0201//04110/C0205/04010/C6908 |
| Recommended semester:
4th -7th semester |
| Limitation: Max. 20 |
| Scope and form: Exercises of 3 weeks' duration. |
| Examination:
Evaluation of reports
(
pass/fail
) |
| Remarks: Lecture notes are handed out. The course is given in collaboration with the Department of Energy Engineering. Contact person: Niels Houbak (ET), build. 404, tel. +45 4525 4154. |
| Contact person: |
Vincent A.Barker, IMM, Building 305, Tel. +45 4525 3074 |
|
| Aim: To enable the student to develop computer programs for solving linear partial differential equations from engineering science by the finite element method. |
| Contents: Short treatment of the mathematical aspects of the finite element method including: local and global interpolation functions based on simple triangular elements, boundary value problems for partial differential equations, the Galerkin method, the global algebraic system of equations, Gaussian elimination and time-dependent problems. Systematic development, through exercises, of a computer program for implementing the finite element method. The course concludes with an application of the program to a practical problem from engineering science. |
