Theory of Electromagnetic Field B

The course is not on the list Without time-table
Code Completion Credits Range
17P1B Z,ZK 6 3+2s
Department of Electromagnetic Field

This course presents fundamentals of electromagnetic field theory and its applications. Analysis methods proper for

static, stationary as well as dynamic fields and waves in free space and on basic transmission lines are presented as well.

This course provides students with physics - based wiev on studied effects, which is applied then on engineering

problems. At the end of the course, all effects should not only be described, but quantified as well. Basic knowledge and

insight into communication devices, systems and techniques is provided, applicable not only to systems currently taught

in other courses, but to future systems as well.

Syllabus of lectures:

1. Basic principles, field sources, charge(s) and current(s).

2. Field caused by charges, Laplace and Poisson equation, polarisation, capacity.

3. Magnetic field caused by steady current. Self and mutual inductance.

4. Magnetic circuit analysis, ferromagnetics.

5. Induction law. Nonstationary fields. Maxwell equations, practical explanation.

6. Energy and force contained in/caused by electromagnetic field

7. Electromagnetic wave, wave equation and its solution in the case of planar harmonic wave

8. Planar waves in lossy media, waves at planar interfaces, Snell's law

9. Poynting theorem. Fields and waves in conductive media.

10. 10.Analytic and numeric analysis and its applications

11. Guided waves, transmission lines and its parameters, transmission, reflection, impedance

12. Smith chart, parameters on display and its application in impedance matching

13. TEM transmission lines, coaxial, Lecher ad other line types

14. Waveguide with rectangular crossection, parameters, modes, resonators.

Syllabus of tutorials:

1. Necessary mathematical operations. Introduction to electrostatics - vector of electric field, potential.

2. Basic methods of electrostatic field solution in both homogeneous and nonhomogeneous environments - the Gauss,law, the method of superposition, the method of images, calculation of the capacitance. Synthesis of transmission lines - dielectric strength.

3. Analytical and numerical methods of the Poisson,s and Laplace,s equations solution.

4. Practice with computers - the finite elements method - numerical solution of the Laplace,s equation.

5.Project - computation of the potential distribution by the finite elements method.

6.Stationary current - synthesis of grounding electrodes.

7. Basic methods of stationary magnetic field solution - the Amper,s law, the method of superposition, the Biot-Savart law.

8. Magnetic field potentials, calculation of the self and mutual inductances.

9.Practice with computers - magnetic circuits, stationary magnetic field - numerical solution.

10.Nonstationary electromagnetic field - the Faraday,s law, transmitted power, power balance, harmonically varying fields.

11.Solution of the wave equation, plane electromagnetic wave.

12. Plane electromagnetic wave, computation of the voltage received by an antenna.

13.Laboratory - experiments.

14.Skin effect in both Cartesian and circular coordinates. Credit.

Study Objective:
Study materials:

[1] R.E.Collin: Field Theory of Guided Waves. 2nd Edit., IEEE Press, New York 1991

Further information:
No time-table has been prepared for this course
The course is a part of the following study plans:
Data valid to 2020-08-09
For updated information see http://bilakniha.cvut.cz/en/predmet11116704.html