| Type: | Ph.D.-level, Open University
Language: English |
|
|
Previous course: C4830
|
|
No credit points with: C4830
|
|
|
|
Prerequisite: 48110/10007/10008/
|
|
|
|
Recommended semester: 6th semester or later
|
|
Scope and form: 2 modules of lectures per week
|
|
Examination: Oral exam (13-scale)
|
|
|
|
|
|
|
|
|
|
Department: Department of Electromagnetic Systems
|
|
Aim: To give the students an advanced introduction to electromagnetic field theory that will enable the student to keep up will specialized literature and to solve complex problems. Principles and techniques are treated within exact and asymptotic electromagnetic theory. In particular, the application of the Fourier transformation of fields from reflector antennas and fields in optoelectronics.
|
|
Contents: Fermat's principle. Canonical problems. Babinet's principle. Field around a current layer. Equivalence principles. The general scattering problem. Physical optics. Diffraction theories. Calculation of fields using Fourier transformation. Dyadic Green's function. Expansions in elementary waves. Gratings. Gaussian beams. Exact calculations. Time-domain techniques. Noise in optical amplifiers on photon- and field basis.
|
