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ISTANBUL GELİŞİM UNIVERSITY INFORMATION SYSTEM

ADVANCED ELEKTROMAGNETIC FIELD THEORY COURSE IDENTIFICATION AND APPLICATION INFORMATION

Code Name of the Course Unit Semester In-Class Hours (T+P) Credit ECTS Credit
EEM535 ADVANCED ELEKTROMAGNETIC FIELD THEORY 1 3 3 6

WEEKLY COURSE CONTENTS AND STUDY MATERIALS FOR PRELIMINARY & FURTHER STUDY
Week Preparatory Topics(Subjects) Method
1 - Maxwell equations, Duality principle, uniqueness and reciprocity theorems, Generalized Ampere formula and Faraday induction Face to face
2 - the concepts of electromotive force, self and mutual inductance, the basic equations of the circuit theory Face to face
3 - Problem sessions related to the subjects studied in the 1. and 2. week. Face to face
4 - Continuity equations, Constitutive equations, Principle relations in a simple medium, Relaxation time and wave equation Face to face
5 - The investigation of an anisotropic, non-instanteneous, non-local and non-linear media Face to face
6 - Problem sessions related to the subjects studied in the 4. and 5. week Face to face
7 - Electromagnetic energy density and the propagation velocity of an energy Face to face
8 - MID-TERM EXAM -
9 - The expression of the electromagnetic fields by potential functions, the concepts of a scalar and vector potential, Lorentz gauge Face to face
10 - the concept of a delayed potential, representation of a field by two scalar functions, Problem sessions related to the subjects studied in the 7.,8. and 9. week Face to face
11 - Maxwell equations in the sense of distributions, boundary conditions on the interface of two simple media with finite electric conductivity, boundary conditions on a perfectly conducting surface Face to face
12 - Boundary conditions on a material sheet, Problem sessions related to the subjects studied in the 10. and 11. week Face to face
13 - The electromagnetic fields observed in different Galileo systems: The special relativity principles of Einstein, Lorentz transformations and their results such as the concept of a limit velocity, the transformation of lengths and time, the sum and transformation of the velocities Face to face
14 - Transformation of the electromagnetic fields, the conservation of the electric charge, the transformation of scalar and vector potentials Face to face
15 - Transformation of a Lorentz force and relativistic constitutive equations Face to face
16 - FINAL EXAM -
17 - FINAL EXAM -