Bazi elektromagnetik problemleri için fourier serisine açilim yöntemi

The explicit formulae for solutions of boundary value problems for the inhomogeneous Poisson, Helmholtz and Maxwell?s equations are obtained in this thesis.The formulae for solutions of the considered problem have been obtained by the Fourier series expansion method. These formulae have been obtained in the form of the Fourier series.Theory of partial differantial equations and ordinary differantial equations, theory of generalized functions are actively used in this thesis.