Diffraction field of the vertical dipole from sphere with aperture, screening by the dielectric layer
DOI:
https://doi.org/10.1109/ICATT.2007.4425133Keywords:
diffraction waves, computational electrodynamics, method of regularization characteristics, spherical screening antenna, vertical dipoleAbstract
The application of the regularization task of the radiation field by a screening sphere with the circular aperture is proposed. We examine the radiation field of the vertical electrical dipole from sphere. We solve auxiliary integral equations of Abel's type and select main part of functional equations by introducing the small parameter. We obtain linear algebraic equations of second kind of Fredholm's type. New possibilities of improvement of computational algorithms and different characteristics of spherical antenna are discussed.References
FOK, W.A. Diffraction and Propagation of Electromagnetic Waves. Moscow: Sov. Radio, 1970, 517 p. [in Russian].
ERENTOK, A.; LULJAK, P.; ZIOLKOWSKI, R.W. Characterization of a Volumetric Metamaterial Realization of an Artificial Magnetic Conductor for Antenna Applications. IEEE Trans. Antennas Propag., Jan. 2005, v.53, n.1, p.160-172, doi: http://dx.doi.org/10.1109/TAP.2004.840534.
RADIN, A.M.; SHESTOPALOV, V.P. The diffraction waves on the sphere with aperture. Reports AS USSK, 1973, v.212, n.4, p.838-845.
SHESTOPALOV, V.P.; LIRVINENKO, L.N.; MASALOV, S.A.; SOLOGUB, W.G. Waves Diffraction on Meshes. Kharkov: Kharkov University, 1973, 288 p.
RADIN, A.M.; REZUNENKO, V.A.; SHESTOPALOV, V.P. Radiation waves on an sphere with aperture. J. Comp. Math, and Math. Phys., 1977, v.17, n.2, p.394-405.
REZUNENKO, V.A. Repeated regularization of an operator of a diffraction problem axially symmetric TM waves on sphere with aperture. Visnik Kharkov'skogo Universiteta. Mathematics, Applied Mathematics and Mechanics, 2003, n.582, p.121-134.
ZOILKOWSKI, R.W.; KIPPLE, A.D. Application of double negative materials to increase the power radiated by electically small antennas. IEEE Trans. Antennas Propag., 2003, v.51, part 1 of two parts, p.2626-2640.
