Type: | Open University Language: English |
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Previous course: C8811
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No credit points with: C8811
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Prerequisite: 21390/C2180/C3733/49104/05/C4051/C4052/C4301/C5521/C6908/77142/C8411/ C8877. 01030/C0130/01031/C0131/01034/C8812/36260/C8814
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Recommended semester: 4th -7th semester
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Scope and form: Exercises of 3 weeks' duration.
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Examination: Evaluation of reports (Pass/fail)
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Participant limitation: max. 20
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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.
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Contact person: | Vincent A. Barker, Building 321 |
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Department: Informatics and Mathematical Modelling
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Aim: To enable the student to develop computer programs for solving linear partial differential equations from engineering science by the finite element method.
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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 assembly of the global algebraic system of equations, Gaussian elimination for banded systems, time-dependent problems. Systematic development, through exercises, of computer software for implementing the finite element method. The course concludes with an application of the program to a practical problem from engineering science.
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