Transient radiation from longitudinal slots cut on the cone

Authors

  • Vladimir A. Doroshenko Kharkiv National University of Radioelectronics, Ukraine

DOI:

https://doi.org/10.1109/ICATT.1997.1235103

Abstract

The scalar Dirichlet problem for the time-dependent Green's function for a semi-infinite perfectly conducting circular cone with slots cut periodically along generatricies is considered. The study method is based on using Kontorovich-Lebedev transforms and the Rieman-Hilbert method. The analytical solution is derived for some cases of the cone and time parameters.

References

Goshin, G.G. Boundary Problems of Electrodynamics in Conic Regions. Tomsk: Tomsk State University Public., 128 p., 1987 (in Russian).

Kolodii, B.I., Kuryliak, D.B. Axisymmetrical Problems of Electromagnetic Wave Diffraction on the Conical Surfaces. Kyiv: Naukova Dumka, 166 p., 1995 (in Ukraine).

Chan, K.-K., Felsen, L.B. Transient and time-harmonic diffraction by a semi-infinite cone. IEEE Trans. Ant. Propagat., 1977, v. AP-25, Me 6, pp. 802-806.

Doroshenko, V.A. Excitation of a cone with longitudinal slots by a magnetic radial dipole. Radiotekhnika. Kharkov, Ms 97, pp.54-61, 1992 (in Russian).

1997 cover of Proc.

Published

1997-05-24

Issue

1997: ICATT’97 - Proc. of II Int. Conf. on Antenna Theory and Techniques

Section

General antenna theory