English

Not applicable.

The home faculty only

Students wishing to enroll in the course should be able to explain the basic notions and physical principles of electromagnetism, and they ought to have a basic understanding of the mathematical notation of partial differential equations. In the course-based discussions, the participants are expected to assess the consequences of electromagnetic principles and/or effects.

The students are required to produce 10 computer-based tasks during the semester. A task can be marked with max. 5 pts; thus, 50 pts in total can be won by a student in this portion of course work. Another grading component consists in the semester exam, for which the students can gain 50 pts.
The credits are awarded to students who actively participate in all tutorials (computer-based exercises), submit all assigned tasks, and win at least the minimum of 30 pts for the tasks submitted.
In order to successfully complete the course, a student is required to gain the credits before taking the semester exam, and the exam results must not be below 20 points.
The controlled instruction and methods of its realization are stipulated within the yearly directive issued by the guarantor of the subject.

Introduce the students to elementary numerical methods for the computation of electromagnetic fields. Use various field calculation programs as an instrument enabling the students to design their own simple programs based on the ANSYS system.

An overview will be provided of the principles characterizing the methods for numerical modelling of electromagnetic fields. On this basis, the students will be able to:
- explain the numerical modelling methods
- perform a numerical analysis of simpler problems related to the electrostatic field, the steady-state electric field in conductive materials, the magnetostatic and stationary magnetic fields, the vf electromagnetic field.
- set up a numerical model for combined coupled problems (electromechanical, electrothermal).

Not applicable.

Not applicable.

Chari, M., V., K., Salon, S., J.: Numerical Methods in Electromagnetism, San Diego, Academic Press, 2000. ISBN: 978-0126157604 (EN)
Jin, J., M. : Theory and Computation of Electromagnetic Fields, Wiley, 2020, ISBN: 978-1119108047. (EN)
Jin, J.: The finite element method in electromagnetics, 3rd edition, Wiley, 2014, ISBN: 978-1118571361 (EN)
Manual ANSYS Maxwell (ANSYS MaxwellTechnical Notes), ANSYS Inc., 2020. (EN)
Zhu, Y., Cangellaris, A., C.: Multigrid Finite Element Methods for Electromagnetic Field Modeling,Wiley, 2006, ISBN: 978-0471741107 (EN)

J.S. Hesthaven, G. Rozza, B. Stamm. (2016).Certified Reduced Basis Methods for Parametrized Partial Differential Equations. ISBN 978-3-319-22470-1 ISBN 978-3-319-22470-1 (EN)
Quarteroni, A., Manzoni, A., & Negri, F. (2015). Reduced basis methods for partial differential equations: An introduction. Reduced basis methods for partial differential equations: An introduction (pp. 1-263) doi:10.1007/978-3-319-15431-2 (EN)