Kuryliak D. Elaboration of rigorous methods for solution of wave diffraction problems for conical, wedge-shaped and cylindrical regions

Dissertation is devoted to the developing of new methods of solution of boundary problems of diffraction theory, which are based on the semi-inversion idea; to the development of Wiener-Hopf method concerning the elements of conical, biconical, wedge-type and cylindrical surfaces with disc baffles to the researching of the diffraction characteristics of the corresponding scatterers. The developed methods are oriented to the creation of new reference models for the analysis of electromagnetic fields shaping by structures with diverse geometrical singularities. The results of researches of the field distribution in resonators, waveguides and horns, which are formed by this structures and also of the power and spectral characteristics in homogeneous mediums and mediums with boundaries are presented in the work