Abstract
The problem of diffraction of an external electromagnetic field by a locally inhomogeneous body placed in a rectangular waveguide with perfectly conducting walls is considered. The formulated problem is reduced to a volume singular integral equation. The problem is solved with the use of the numerical collocation method. A subhierarchical method is applied to analyze the problem for structures of a complex geometric shape. Because of a large amount of computation, the problem is solved with the use of parallel algorithms realized on a supercomputer complex.
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