1. Explain the basics laws of electromagnetism (Coulomb, Gauss, Biot-Savart and Faraday)
2. Apply the basic laws of electromagnetism to solve electromagnetic fields problems
3. Classify problems in electromagnetics to static electric, static magnetic, static current and time-varying problems
4. Recognize advantages of application of numerical methods to problems in electromagnetics
5. Apply computations of electromagnetic fields, inductances and capacitances to real-world problems
6. Describe the basic principles of electromechanical energy converison
7. Explain relation between electromagnetic fields and elements of electric circuits
8. Analyze energy transfer and storage in electromagnetic fields

Involvement in lectures

preparing for lab classes, homework

Laboratory work

Lecturers consultations

1. Lorentz force, electric field intensity and magnetic flux density, macroscopic approach, sources of electromagnetic field, continuity equation, static electric field in vacuum, Coulomb's law, electric field of continuous charge distribution
2. Gauss's law for electric field, field equations and scalar electric potential, materials in electric field, conductors, insulators
3. Applications of Gauss's law for electric fields, interface conditions between two dielectrics, Poisson and Laplace equations for electric field, method of images
4. Energy in the electrostatic field, forces and capacitance, capacitors
5. Charged particles in electric and magnetic field, charges at uniform motion, static current density as a field, analogies with static electric field
6. Static magnetic field in vacuum, Biot-Savart law, Ampère's circuital law, magnetic vector potential, Gauss's law for magnetic fields
7. Magnetic properties of materials, magnetization, magnetic interface conditions, magnetic circuits
8. Midterm exam
9. Faraday's law of induction, law of induction due to transformer action, law of induction for moving conductors, combined motional and transformer action
10. Energy stored in the magnetic field, inductance and mutual inductance, forces in the magnetic field: principle of virtual work
11. Displacement current and Maxwell’s equations, the Poynting theorem and electromagnetic power, time-harmonic electromagnetic fields, phasors
12. The one-dimensional wave equation in free-space and perfect dielectrics, time-harmonic plane waves, wavelength, intrinsic impedance, phase constant, phase velocity
13. Propagation of plane waves in lossy dielectrics, propagation constant, attenuation constant, propagation of plane waves in low-loss dielectrics and good conductors, power in a uniform plane wave
14. Retarded potentials, electromagnetic radiation, Hertzian dipole, radiation field
15. Final exam