Computational electromagnetics

Higher education teachers: Slivnik Tomaž
Credits: 5
Subject code: 64805



Subject description

Prerequisits:

  • Enrolment in the study year

Content (Syllabus outline):

  • Equations of electromagnetic fields (Maxwell equations in different forms, Boundary conditions, Conditions in infinity, absorbing boundary conditions).
  • Formulations of electromagnetic problems.
  • Numerical methods for electromagnetic problems (finite differences, finite elements, boundary elements, fast multipole methods, hybrid methods, other methods).
  • Solution of systems of equations (decomposition methods, conjugate gradient method, iteration methods, eigenvalue problems).

Objectives and competences:

To learn numerical methods for computation of electromagnetic fields

Intended learning outcomes:

Students should compute parameters of chosen electromagnetic system

Learning and teaching methods:

  • Lectures





Study materials

  1. Thomas Rylander, Par Ingellstrom, Anders Bondeson: Computational Electromagnetics, Springer, 2012
  2. Jiang-Ming Jin: Theory and Computation of Electromagnetic Fields,Wiley , 2010
  3. Yijun Liu; Fast Multipole Boundary Element Method, Cambridge UP, 2014
  4. Jean Van Bladel: Electromagnetic Fields, IEEE Press, 2007