The electromagnetic waves diffraction on finite aperture array

Authors

  • A. A. Borodinskiy Southern Federal University, Russian Federation
  • V. V. Zemlyakov Southern Federal University, Russian Federation
  • Aleksander M. Lerer Southern Federal University, Russian Federation
  • Gennadiy P. Sinyavsky Southern Federal University, Russian Federation

DOI:

https://doi.org/10.1109/ICATT.2009.4435125

Keywords:

diffraction, impulse, integral equation, Galerkin’s method, splines, metal screen

Abstract

The diffraction both plane monochromatic wave and ultra short electromagnetic impulse is discussed. At the heart of the solution the method of integral equation in space-frequency and time-space representations is used. Integral equations are solved by the Galerkin’s method with Tchebyshev basis which is everywhere except corner points takes into account the field singularity at the metal edges. Moreover in time-space equations splines are used for approximation of time dependence solution. The methods of effective calculation of matrix elements in the system of linear algebraic equations are discussed. The C# program is worked out. The investigation results are given.

References

KRILOV, V.I.; SHULGINA, L.T. Reference Book on Numerical Integration. Moscow: Nauka, 1966, 370 p.

LERER, A.M. Electromagnetic pulse diffraction on metal ledge and ledge array. Radiotehnika & Electronika, 2001, v.46, n.1, p.33-39.

LERER, A.M.; REIZENKIND, J.A.; SLEDKOV, V.A. The planar resonators of arbitrary form analysis by the Galerkin’s method with basis takes into account the field singularity at the metal edges. Radiotehnika & Electronika, 2000, v.45, n.3, p.261-269.

ICATT 2009 cover

Published

2009-10-10

Issue

2009: ICATT’2009 - Proc. of VII Int. Conf. on Antenna Theory and Techniques

Section

General antenna theory