Introduction. Review of vector analysis and coordinate systems. Coulomb’s law and the electric field. Potential and gradient. Electric flux density. Gauss law and divergence theorem. Electric fields in material space. Capacitors. Boundary conditions. Poisson’s and Laplace’s equations. Method of images. Biot-Savart’s law. Ampere’s law. Magnetic vector potential. The curl and Stock’s theorem. Magnetic force, torque and moment. Magnetic dipole. Practical applications. Magnetic properties of materials. The B-H curve and the hysteresis concept. Boundary conditions. Inductors. Magnetic circuits. Interaction between fields and charged particles. Faraday’s law. Displacement current. Maxwell’s equations. Continuity equation and the relaxation relationship. Time varying potential. Time-harmonic fields.