Mathematical model of the cylinder with modulation of surface impedance by periodic sequence of Gaus functions
DOI:
https://doi.org/10.1109/ICATT.2009.4435188Keywords:
impedance cylinder, mathematical model, branched continual fractionsAbstract
In the article the results of development of the mathematical model of the impedance cylinder with modulation by periodic sequence of Gaus functions are presented.References
CHAPLIN, A.F. Excitation of periodically heterogeneous impedance structures. Works of VIII All-Union Symp. on Waves and Diffraction. Moscow: IRE AN USSR, 1981, v.3, p.73-76.
HOBLYK, V.V. Excitation of periodically heterogeneous impedance cylinder. Acoustic Methods and Means of Ocean Research. The interdepartmental collection. Vladivostok: DVPI, 1986, p.24-29 [in Russian].
HOBLYK, V.V.; CHAPLIN, A.F. About one summarizing of modulated impedance structures problems solution. Proc. of Lvov Polytechnic Institute, 1986, n.813.
HOBLYK, V.V.; HOBLYK, N.N. The modeling antenna arrays by branched continual fractions. Proc. of V Int. Conf. on Antenna Theory and Techniques, ICATT, 24-27 May 2005, Kyiv, Ukraine. IEEE, 2005, p.234-237, DOI: http://dx.doi.org/10.1109/ICATT.2005.1496935.
HOBLYK, V.V.; PAVLYSH, V.А.; NYCHAI, I.V. Modelling of photonic crystals by branched continual fraction. Radioelectronics and Telecommunications, 2007, n.595, p.78-86.