Maxwell Equations (Summer Semester 2015)
- Lecturer: PD Dr. Frank Hettlich
- Classes: Lecture (0157000), Problem class (0157010)
- Weekly hours: 4+2
| Schedule | |||
|---|---|---|---|
| Lecture: | Tuesday 11:30-13:00 | SR 2.67 Geb. 20.30 | Begin: 14.4.2015, End: 15.7.2015 |
| Wednesday 8:00-9:30 | SR 2.67 Geb. 20.30 | ||
| Problem class: | Thursday 14:00-15:30 | SR 2.66 Geb. 20.30 | Begin: 15.4.2015, End: 15.7.2015 |
| Lecturers | ||
|---|---|---|
| Problem classes | Dr. Elena Cramer | |
| Office hours: | ||
| Room 1.037 Kollegiengebäude Mathematik (20.30) | ||
| Email: elena.cramer@kit.edu | Problem classes | Julian Ott |
| Office hours: Wednesday 10:15 - 12:15 | ||
| Room 1.038 Kollegiengebäude Mathematik (20.30) | ||
| Email: julian.ott@kit.edu | ||
A system of partial differential equations, the Maxwell equations, consitutes the basic concept of electro dynamics. The lecture will consider fundamental aspects of the mathematical theory of these differential equations. The potential theoretical approach as well as weak formulations of corresponding boundary value problems will be presented. Especially the theory of the sacttering of time harmonic electromagnetic waves will be discussed.
References
A. Kirsch and F. Hettlich; The Mathematical Theory of Time-Harmonic Maxwell's Equations, Springer, 2015.
W. McLean; Strongly Elliptic Systems and Boundary Integral Equations, Cambridge University Press, 2000.
P. Monk; Finite Element Methods for Maxwell's Equations, Oxford University Press, 2003