TELECOMMUNICATIONS AND RADIO ENGINEERING - 2011 Vol. 70,
No 18
 

 

 

 

MODELING OF PLANE ELECTROMAGNETIC WAVE SCATTERING BY DIELECTRIC CYLINDER

E.A. Velichko & A.P. Nickolaenko
A. Usikov Institute of Radio Physics and Electronics,
National Academy of Sciences of Ukraine
12, Academician Proskura St., Kharkiv 61085, Ukraine
Address all correspondence to A.P. Nickolaenko E-mail: sasha@ire.kharkov.ua

Abstract
A numerical model was constructed based on the formal solution of plane wave diffraction by a dielectric cylinder that allows computing the scattered and complete field in the space around the cylinder for the cases of E– and H– polarizations. Spatial amplitude distributions are compared for dielectric and metallic obstacles at two frequencies (high and low) when incident plane wave has the E– and H– polarizations. Angular patterns are given for the complete and scattered electromagnetic field in case of the same frequencies and polarizations. The effect is analyzed similar to the Brewster phenomenon when a plane wave is incident of the flat dielectric interface. We demonstrate that the effect might be observed within some angular interval at a cylinder of large radius.
KEY WORDS: radio wave, scattering, diffraction, circular cylinder

References.

  1. Vasil’ev, E.N., Sedelnikova, Z.V., and Seregina, A.P., (1980), Plane wave diffraction at perfectly conducting rotation body with dielectric coating. Izv. VUZov. Radiofizika. 23(7):833-840 (in Russian).
  2. Vasil’ev, E.N., Sedelnikova, Z.V., and Seregina, A.P., (1986), Plane wave diffraction at dielectric cylinder. Oblique incidence. Izv. VUZov. Radiofizika. 29(2):183-190 (in Russian).
  3. Kisel, V.N and Fedorenko, A.I., (1991), Electromagnetic wave diffraction at perfectly conducting cylinder with non-uniform magneto-dielectric coating. Izv. VUZov. Radiofizika. 34(5):590-594 (in Russian).
  4. Elshebeni, A.Z. and Kishk, A., (1992), Modeling of cylindrical objects by circular dielectric and conducting cylinders. IEEE Trans., AP. 40(1):96-99.
  5. King, R and Tai-Tsun, U., (1962), Scattering and diffraction of electromagnetic waves. I.L., Moscow: 190 p. (in Russian).
  6. Stratton, J.A., (1948), Electromagnetic theory, GTTL, Moscow – Leningrad: 539 p. (in Russian).
  7. Nikolsky, V.V. and Nikolskaya, T.I., (1989), Electrodynamics and radio wave propagation. Nauka, Moscow: 544 p. (in Russian).
  8. Morse, F.M and Feshbach, H., (1953), Methods of theoretical physics. McGraw-Hill: New York-Toronto-London, 930 and 886 pp.
  9. Potekhin, A.I., (1948), Some problems of electromagnetic wave diffraction. Sovetskoe Radio, Moscow: 134 p. (in Russian).
  10. Wait, J.R., (1986), Introduction to antennas and propagation. Peter Peregrinus Ltd.: London, – 256 p.
  11. Ogurtsova, T.N. and Sidorenko, Yu.B., (2010), Magnetic flux excitation inside a magneto-dielectric cylinder. Telecommunications and Radio Engineering. 69(20):1793-1805.
  12. Velichko, E.A. and Nickolaenko, A.P., (2010), Modeling of plane electromagnetic wave scattering by a metallic cylinder. Telecommunications and Radio Engineering. 69(15):1319-1332.
  13. Dwight, G.B., (1973), Tables of integrals and other mathematic formulas. Nauka, Moscow: 228 pp. (in Russian).
  14. Gradstein, I.S. and Ryzhik, I.M., (1971), Tables of integrals, sums, series, and products. Nauka, Moscow: 1110 pp. (in Russian).
  15. Born, M. and Wolf, E., (1964), Principles of optics. Pergamon Press: Oxford-London-Edinburgh-New York-Paris-Frankfurt, – 720 p.


pages 1617-1629

Back