Fundamentals of electromagnetic principles and theorems, including, Maxwell's Equations and boundary conditions; Energy conservation and Poynting's theorem; Uniquess theorem, Reciprocity theorem, Duality principles and Equivalence principles; etc.. Applications of electromagnetic theory and theorems to the analysis of waveguide, cavity, antenna and scattering problems. Solution of boundary-value problems in Cartesian, cylindrical and spherical coordinates.
Course WebpageBasic computational techniques for numerical analysis of electromagnetics problems, including the finite difference, finite element, and moment methods. Emphasis on the formulation of physical problems into mathematical boundary-value problems, numerical discretization of continuous problems into discrete problems, and development of rudimentary computer codes for simulation of electromagnetic fields in engineering problems using each of these techniques.
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