%0 Journal Article %A Prijmenko, S. D. %D 2018 %I Begell House %K integral equations, singular and hypersingular equations, sourcewise represented function, electric Green function, circular cavity %N 15 %P 1297-1309 %R 10.1615/TelecomRadEng.v77.i15.10 %T SOURCEWISE REPRESENTATION OF THE ELECTRIC GREEN FUNCTION FOR A FIELD OF THE CIRCULAR CAVITY %U https://www.dl.begellhouse.com/journals/0632a9d54950b268,5689aa9a05efe51f,46afd8bc709afea0.html %V 77 %X A singular part of the electric Green function for a field of the circular cavity is singled out in an explicit form as an infinite-space Green function. The problem of construction of the Green function for a field is solved as a problem of the diffraction of tensor divergent spherical and quasi-spherical waves on the circular cavity walls. Analytical expressions for singular and regular parts of the tensor Green function and calculation results obtained for one of its components are presented. %8 2018-09-17