Modul

The module will be completed by an oral exam (~30min.).

The students can explain mathematical questions from the theory of Maxwell's equations. They can formulate and prove the main theorems on properties and existence of solutions,  can apply these to specific cases, and can compare  results with simpler differential equations (like the Helmholtz equation).

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Specific examples of solutions to Maxwell's equations, properties of solutions (e.g. representation theorems), specific cases like E-mode and  H-mode, corresponding boundary value problems.

Desirable is  basic knowledge from functional analysis

Total workload: 240h

Attendace: 90h

• lecture, problem class, examination

Self-studies: 150h

• follow-up and deepening of the course content
• work on problem sheets
• literature study and internet research related to the course content
• preparation of the course content