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“GuidesArray Circular” With this program you can execute mathematical modelling by the phased periodic plane antennas array from circular wave guides in sector of angles and a band … |
GuidesArray Circular is supposed for purposes of modeling of phased antenna arrays created using circular waveguides. Such antenna arrays can be used as transmit \ receive antenna systems for radio- and television-broadcast centers, cellular and paging …
With this program you can execute mathematical modelling by the phased periodic plane antennas array from circular wave guides in sector of angles and a band of frequencies.
The offered mathematical model is founded on an electrodynamic solution of a boundary task in a unit mesh of infinite structure.
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“Application of iterative method of calculation of full electromagnetic field …” The work [1] describes one of the variants of the boundary layer method, based on the asymptotical solution of the bound system of parabolic equations, … |
A method for solving boundary problems of electrodynamics for convex periodical antenna arrays by reduction to analogous boundary problems for flat surface using an iterative procedure is examined.
The work [1] describes one of the variants of the boundary layer method, based on the asymptotical solution of the bound system of parabolic equations, directly following the Helmholtz equations. The solution itself is constructed as quadratures (or rows), which is composed of Airy functions on the conditions that the conformal surface with impedance structure (SIS; surface S) has large electric size.
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In section of “Publications-Archive” the “The Algorithm and Results of Calculating the Radiation Patterns of Antenna Arrays on an Infinite Wedge” archival article is published.
Authors: Z. K. Kudrya, E. M. Privalov.
In the article Green's tensor function has been used as a basis to get the expression for the radiation pattern of a rectangular waveguide radiator array located on an infinite perfectly conducting wedge. The obtained expression has been analyze, which has made it possible to calculate the integral in a complex plane with the help of the saddle-point method.
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