What are Electromagnetic fields? How can we mathematically describe them in a clear and understandable way?
How can we compute Electromagnetic fields and critically assess the results?
What are boundary and initial conditions, and how do we set them prior to our simulation?
How can we effectively and accurately perform Electromagnetic simulation? What are the best-practice simulation tips and tricks?
This course will help you to understand basic electromagnetic equations, to master their solution using the Finite Element Method, and to properly interpret and use the results.
The course starts with fundamental topics such as electric field, magnetic field, electric scalar potential, and magnetic vector potential.
It then guides you through Partial Differential Equations (PDEs) of the introduced scalar and vector fields describing different electromagnetic problems of practical relevance, namely, electrostatics, magnetostatics, eddy current, displacement current, and wave propagation.
Finally, the course demonstrates the best modelling and simulation FEM practice through numerous practical examples.
Designers and engineers who have some familiarity with electromagnetic analysis or those who are experts on some other simulations and are looking to extend their knowledge to electromagnetics.
The main goals of this course are:
The corner stones of the course are:
The background to each topic is presented and a set of practical hints and tips is provided. The methodologies used to set up the analyses and to understand the implications of the results are fully explored.
Travel and training budgets are always tight! The e-Learning course has been developed to help you meet your training needs.
If your company has a group of engineers, or specific training requirements across any subjects, please contact us to discuss options.
This is a four-week live web-based eLearning course with a total of 10 teaching hours of tuition (presented in a 2.5-hour session each week).
Fundamentals of Electromagnetic Field Theory
Integral forms, diff. equations, fields, potentials, interface conditions, etc.
Finite Element Method for electromagnetics in 1-D, 2-D and 3-D
Element types, boundary conditions, sources, accuracy, etc.
Applications: electrostatics, magnetostatics, eddy currents, displacement currents, EM wave propagation, etc.
Advanced concepts: field discontinuities and singularities, material nonlinearities, air box size, convergence studies, and CAD considerations.
"Super! Doesn't get better than this. Good idea to start having e-Learning courses."
R.P.
"I'm really happy not to pay a big fraction of my annual training budget to airlines and hotels. A BIG plus to e-learning."
V.G.

ELMAkn3 | State units of electric field intensity |
ELMAkn4 | State units of magnetic flux density and applied magnetic field intensity |
ELMAkn10 | List material properties relevant to an electrostatic analysis |
ELMAkn13 | List material properties relevant to an electro-quasistatic analysis |
ELMAkn16 | List material properties relevant to a magnetostatic analysis |
ELMAkn22 | List material properties relevant to a fully coupled (high frequency) electromagnetic analysis |
ELMAco1 | Explain the terms electric potential and electric field intensity |
ELMAco2 | Explain the terms magnetic flux density and magnetic field intensity |
ELMAco4 | Explain Gauss’ law for electricity |
ELMAco5 | Explain Gauss’ law for magnetism |
ELMAco6 | Explain Faraday’s law of induction |
ELMAco7 | Explain Ampere’s law |
ELMAco13 | Review typical boundary conditions and excitation in an electrostatic analysis |
ELMAco16 | Review typical boundary conditions and excitation in an electro- quasistatic analysis |
ELMAco19 | Review typical boundary conditions and excitation in an magnetostatic analysis |
ELMAco22 | Review typical boundary conditions and excitation in an magneto- quasistatic analysis |
ELMAco25 | Review typical boundary conditions and excitation in a fully coupled (high frequency) analysis |
ELMAco28 | Explain the basic principles of idealization for dimensionality of FEA model (circuitry, 2-D, 3-D) |
ELMAco29 | Explain the reasons and impact of de-featuring complex but local geometric details in the modelling |
ELMAco31 | Describe the importance and principles of designing a suitable mesh to meet the objective of the FEA |
ELMAap10 | Demonstrate effective use of meh refinement in regions of interest |
OPTpr3 | Familiarity with differential and partial differential equations and concepts of maxima and minima |
MPHYco2 | Explain the terms closely-coupled and loosely-coupled and provide examples |
MPHYev1 | Select suitable idealization for Multiphysics studies |
SIMMco6 | Explain the terms Verification and Validation |
SIMMco7 | Explain the term solution verification |
SIMMkn21 | List the principles and scope of data management |
SIMMkn26 | Identify model/simulation data to be managed |
This site uses cookies that enable us to make improvements, provide relevant content, and for analytics purposes. For more details, see our Cookie Policy. By clicking Accept, you consent to our use of cookies.