| Time and Space: | Mo 12 - 14 and We 12 - 14, HS2, Albertstr. 23b |
| Lecturer: | Prof. Dr. P. W. Dondl |
| Office Hours Lecturer: | Mo 10:15-11:45 Uhr, Room 217, Hermann-Herder-Str. 10 Please send an email in advance. |
| Assistants: | Dr. Ludwig Striet Oliver Suchan |
| Office Hours Assistants: | by appointment |
Important: The lecture on Monday, Nov 3. will be held online via zoom. Please check your student email for a link. If you did not receive a zoom-link, please contact the lecturer.
The aim of this course is to provide an introduction to the theory of linear partial differential equations and their finite difference and finite element approximations. Finite element methods for approximating partial differential equations have reached a high degree of maturity and are an indispensable tool in science and engineering. We provide an introduction to the construction, analysis, and implementation of finite element methods for various model problems. We cover elementary properties of linear partial differential equations together with their basic numerical approximation, the functional analytical approach for the rigorous proof of the existence of solutions, and the construction and analysis of basic finite element methods.
The exams for this class are oral, the date for the oral exams is Wednesday, Feb 11.
| Blatt | Ausgabe | Abgabe |
| Series 1 | 15.10.25 | 22.10.25 |
| Series 2 | 22.10.25 | 29.10.25 |
| Series 3 | 29.10.25 | 05.11.25 |
Please return the completed exercise sheets in the respective mailboxes on the second floor Hermann-Herder-Str. 10 (outside CIP-Pool).
| Blatt | Ausgabe | Abgabe |
| Series 1 | 15.10.25 | 29.10.25 |
| Series 2 | 29.10.25 | 12.11.25 |
Please coordinate with the tutor regarding turning in the practicals.
Registration for tutorials and the exam via HISinOne.
| Group | Time | Place |
| 1 | Thu 2-4 pm | SR 216, Hermann-Herder-Str. 10 |
Please turn in solutions in pairs (i.e., two students together submit one solution).
| Group | Time | Place |
| 1 | Fr 12-2pm | CIP-Pool 201, Hermann-Herder-Str. 10 |
Handing in of the practical solutions should be arranged with the tutor. Please turn in solutions in pairs (i.e., two students together submit one solution).
We recommend the following literature.
