The asymptotic method for thin-wire multielement antennas

Authors

  • Tatiana V. Mitrofanova Federal State Unitary Enterprise "NPP Polyot", Nizhny Novgorod, Russian Federation
  • Valeriy V. Petrov Federal State Unitary Enterprise "NPP Polyot", Nizhny Novgorod, Russian Federation

DOI:

https://doi.org/10.1109/ICATT.2003.1238851

Keywords:

antenna, thin wire approximation, quasisingularity, regularization, large constant parameter, asymptotic expansion

Abstract

The asymptotic method of the electrodynamic analysis of multielement thin-wire antennas is provided. The results are presented of the calculation of the input impedance of an antenna applying the asymptotic method and the method of the numerical solution of integral equations.

References

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Gray, M.C. A modification of Hallen’s solution of the antenna problem. J. Appl. Phys., 1944, Vol. 15, No. 1, p. 61.

King, R.W.P. The theory of linear antennas. Cambridge, Massachusetts, 1956.

Dokuchayev, V.P.; Mitrofanova, T.V. An input impedance of the thin symmetric vibrator in a wide frequency band. Tekhnika Sredstv Svyazi, Ser. TRS, 1991, No. 2, p. 61.

Mitrofanova, T.V. An iterative computational method of current distribution in a piecewise-linear wire antenna. Tekhnika Sredstv Svyazi, Ser. TRS, 1989, No. 2, p. 113.

Mitrofanova, T.V. An asymptotic solution of a problem of calculation of a piecewise-linear antenna with lumped loading. Izv. VUZ. Radioelektronika, 1991, Vol. 34, No. 11, p. 100-101.

Published

2003-09-28