Transformation of the scattering matrix when shifting the antenna system
- 1 Ph.D. (Eng.), Associate Professor of Department of Theory of Circuits and Telecommunications, Nizhny Novgorod State Technical University n.a. R.E. Alekseev
- 2 Ph.D. (Eng.), Associate Professor of Department of Physics and Technology of Optical Communication, Nizhny Novgorod State Technical University n.a. R.E. Alekseev
Abstract
The problem of transformation of the scattering matrix when shifting an antenna system has been set in the article. To solve the problem the scattering matrix elements are combined into a set of submatrices, depending on the azimuthal index m. When converting each of the submatrices the universal matrix, independent of the antenna system is used. The formula for calculation of the universal transformation matrix has been obtained. The numerical example has been shown.
How to cite
Ковалёв И.П., Кузикова Н.И. Преобразование матрицы рассеяния при сдвиге антенной системы // Антенны. 2015. № 6. С. 45–55.
References
- Hansen J.E.(Ed.) Near-field antenna measurements. IEE Electromagnetic Waves Series 26. London: Peter Peregrinus Ltd. 1998.
- Wasylkiwskyj W., Kahn W.K. Scattering properties and mutual coupling of antennas with prescribed radiation pattern // IEEE Trans. AP-18.Nov. 1970. № 6. R. 741-752.
- Kuzikova N.I. Raschet diagrammy napravlennosti s pomoshhju metoda obobshhennykh matric rassejanija // Antenny. 2007. Vyp. 11(126). S. 67-72.
- Stratton J.A.Electromagnetic theory. New York: McGraw-Hill. 1941.
- Jackson J.D.Classical electrodynamics. New York: Willey. 1998.
- Harrington R.F.Matrix methods for field problems // Proceedings of the IEEF. 1967. V. 55. № 2. R. 136-149.
