Lehrinhalte
Vector calculus, orthogonal coordinate systems, Maxwells equations, interface and boundary conditions, layered media, electrostatics, scalar potential, Coulomb integral, separation of variables, method of image charges, magnetostatics, vector potential, Biot-Savart law, stationary current fields, fields in matter, energy flow, skin effect, plane waves, polarization, TEM waves, reflection and multi-layer problems, multi conductor transmission lines (capacitance, inductance, and conductance matrix), velocity definitions, basics of rectangular waveguides.
Literatur
Lecture notes. Further literature recommendations are given in the course.
Voraussetzungen
Vector analysis, infinitesimal calculus, basics in differential equations.
Vector calculus, orthogonal coordinate systems, Maxwells equations, interface and boundary conditions, layered media, electrostatics, scalar potential, Coulomb integral, separation of variables, method of image charges, magnetostatics, vector potential, Biot-Savart law, stationary current fields, fields in matter, energy flow, skin effect, plane waves, polarization, TEM waves, reflection and multi-layer problems, multi conductor transmission lines (capacitance, inductance, and conductance matrix), velocity definitions, basics of rectangular waveguides.
Literatur
Lecture notes. Further literature recommendations are given in the course.
Voraussetzungen
Vector analysis, infinitesimal calculus, basics in differential equations.
- Lehrende: Herbert De Gersem
- Lehrende: Harald Klingbeil
- Lehrende: Dimitrios Loukrezis
- Lehrende: Julian Sarpe
- Lehrende: Yvonne Späck-Leigsnering
Semester: ST 2020