This book is intended for scientists and engineers working in the field of radar and computational electrodynamics.The contents of the book is the result of the compilation of works by group of authors who rep resent the scientific school of applied electrodynamics established in the 1960s by Professor I.V. Sukharevsky within the Govorov Military Radiotechnical Academy. Representatives of this school studied electromagnetic wave scattering from objects of various natures in the
Abstract-The calculation method for radar cross-section (RCS) of reflector antenna placed under cone-shape dielectric radome has been proposed. The method based on the integral representations for a desired scattering field with using Lorenz lemma. These integral equations considered electromagnetic interaction between an antenna screen and a radome. The analysis of RCS calculation results for model antenna system with a conic dielectric radome has been carried out.
The paper considers a method for calculating the scattering characteristics of aerial radar objects of resonant sizes and complex shape, the surface of which can be assumed perfectly conducting. This method is based on applying an iterative algorithm for solving the magnetic field integral equation. The developed method allows obtaining stable results in the case of large-dimensional matrices of integral equation and provides for the elimination of internal resonances caused by the idealization of mathematical model. Peculiarities of the developed numerical algorithm are discussed. The calculation results of the effective cross-section of test object obtained by different methods were compared. In addition, the calculated range profiles of cruise missiles in the VHF band are presented. î ï J J B J J B e e e e , ,where C nV , n = 1, 2, V = 1, 2, in the general case are rectangular submatrices forming the initial matrix
scite is a Brooklyn-based organization that helps researchers better discover and understand research articles through Smart Citations–citations that display the context of the citation and describe whether the article provides supporting or contrasting evidence. scite is used by students and researchers from around the world and is funded in part by the National Science Foundation and the National Institute on Drug Abuse of the National Institutes of Health.