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- W93515549 abstract "It is described the integral equations (IEs) approach to building the discrete mathematical model of the diffraction problem of TE wave on slits in the impedance plane. These IEs are connected with the boundary-value problem of stationary wave equation. Such a type of problems leads to systems of the boundary IEs with logarithmic singularities in kernels which are solved by an efficient discrete singularities method (DSM). It is demonstrated that discrete mathematical models of the wave diffraction problem on slits and subsequent numerical experiment are efficient way for solving the problem under consideration. It is performed the extensive numerical analysis of the TE mode diffraction on slits and it has shown some main characteristics of electromagnetic fields at different values of parameters. Numerical results cover radiation and diffraction patterns of the scattered fields from different orders of pre-Cantor grating, and the electric and magnetic components of scattered electromagnetic fields in the near zone for various impedances of gratings: Ag, Cu, Al, Mg, Ni and constantan." @default.
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- W93515549 date "2013-01-01" @default.
- W93515549 modified "2023-09-23" @default.
- W93515549 title "BOUNDARY INTEGRAL EQUATIONS AND ITS NUMERICAL ANALYSIS IN DIFFRACTION OF TE MODE ON SLITS IN THE IMPEDANCE PLANE" @default.
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