TELECOMMUNICATIONS AND RADIO ENGINEERING - 2009 Vol. 68,
No 20
 

 

 

 

Radiation of Short Pulses from the Open End of a Circular Waveguide

À.N. Dumin, V.À. Katrich, and Zheng Yu
V. Karazin National University of Kharkiv, 4, Svoboda Sq., Kharkiv, 61077, Ukraine

Î.À. Dumina
Ukrainian National Railway Transport Academy, Feyerbakh Sq , Kharkiv 61050, Ukraine

Abstract
The problem of transient electromagnetic field radiation from the open end of a waveguide is solved in the time domain by analytical and direct numerical methods. By the modal basis method the problem of propagation of pulse signals in the regular waveguide is reduced to the obtaining of a nonstationary wave propagation operator. The application of the operator for finding the time waveform, by changing the time in both the positive and negative directions, makes it possible to obtain an arbitrary time dependence of the field amplitude in the any waveguide point with taking into account distortions caused by the wave dispersion. The papers presents the consideration on the correction of diffraction time wave form distortions and the short probe pulse forming at the waveguide aperture by exciting the waveguide, in the given cross-section, by the field with the preliminary calculated time dependence. The numerical simulation of the irradiation with short pulses from the layered lossy medium is carried out.

References

  1. Gorobets, N.N., Dumin, À.N., and Dumina, Î.À., (2006), Radiation of nonstationary fields from the open end of the coaxial waveguide with a displaced inner conductor, VisnykKharkivs’kogo Natsional’nogo Universytetu im. Karazina. Radiofizyka ta ehlektronika. 10(712):42-46 (in Russian).
  2. Dumin, O.M., Dumina, O.O., Zheng, Yu, Shishkova, A.V., and Katrich, V.O., (2007), Transient radiation from the open end of circular waveguide, Proc. VI International Conf. on Antenna Theory and Techniques (ICATT–2007). Sevastopol, Ukraine, pp.181-183 (in Russian).
  3. Dumin, O.M., Dumina, O.O., and Katrich, V.O., (2008), Controlled transient radiation from the open end of circular waveguide, Proc. Int. Conf. on Math. Methods in Electromagnetic Theory (MMET–2008). Odessa, Ukraine, pp.298-300.
  4. Tretyakov, Î.À., (1989), Evolution waveguide equations, Radiotekhnikai Elektronika. 34(5):917-926 (in Russian).
  5. Tretyakov, O.A., Hashimoto, M., and Idemen, M., (1993), Essentials of Nonstationary and Nonlinear Electromagnetic Field Theory, in: Analytical and Numerical Methods in Electromagnetic Wave Theory. Science House Co, Ltd, Tokyo: 572 p.
  6. Borisov, V.V., (1991), Nonstationary fields in waveguides. Publ. LGU,
    Leningrad: 156 p. (in Russian).
  7. Tretyakov, Î.À., Dumin, À.N., (1998), Radiation of nonstationary electromagnetic fields by the planar radiator, Elektromagnitnye volny i elektronnye systemy. 3(1):12-22 (in Russian).
  8. Nikitskiy, S., Tretyakov, O., and Yemelyanov, K., (1996), An Arbitrary Signal Propagation in Waveguides, Proc. International Conf. on Math. Methods in Electromagnetic Theory VI (MMET–96). L’viv, Ukraine, pp.260-263.
  9. Miller, W., (1981), Symmetry and separation of variables. Mir, Moscow: 342 p. (in Russian).
  1. Kalnins, E.G., (1975), On the separation of variables for the Laplace equation  in two – and three–dimensional Minkowski space, SIAM J. Math. Anal. 6(2):340-374.
  2. Tretyakov, O.A., and Zheng, Yu, (2000), New explicit solutions in time domain for waveguide signals, Proc. International Conf. on Math. Methods in Electromagnetic Theory (MMET–2000). Kharkov, Ukraine, pp.527-529.
  3. Dumin, À.N., Katrich, V.À., Kolchigin, N.N., Pivnenko, S.N., and Tretyakov O.A., (2000), Diffraction of the  nonstationary ÒÅÌ-wave at the open end of the coaxial waveguide, Radiofizika i radioastronomiya. 5(1):55-66 (in Russian).
  4. Zheng, Yu, Kochetov, B.À., and Butrym, À.Yu., (2006), Finite-difference scheme in the time domain and the analytic solution of the Klein-Gordon equation, Visnyk Kharkivs’kogoNatsional’nogo Universytetu im. V.N.Karazina. RadiofizikataElektronika. 10(712):91-94 (in Russian).
  5. Dumin, O.M., Dumina, O.O., and Katrich, V.O., (2006), Propagation of spherical transient electromagnetic wave through radially inhomogeneous medium, Proc. 3rd International Conference on Ultrawideband and Ultrashort Impulse Signals (UWBUSIS–2006). Sevastopol, Ukraine, pp.276-278.
  6. Dumin, O.M., Dumina, O.O., and Katrich, V.O., (2006), Comparative analysis of the analytical and numerical solutions of transient wave propagation problem, Proc. of theXI-thInternationalSeminar: Workshop on Direct and Inverse Problems of Electromagnetic and Acoustic wave Theory (DIPED–06). Tbilisi, Georgia, pp.43-46.
  7. Weinstein, L.À., (1975), Propagation of pulses. FourthAll-UnionWorkshop on Diffraction and Ptopagation of Waves. Publishig House of Ryazan’ Radiotechnical Institute, Ryazan’: 91 p. (in Russian).
  8. Dumin, O.M., Dumina, O.O., and Katrich, V.O., (2008), Impulse Irradiation of layered medium by the open end of circular waveguide, Proc. 4rh International Conference on Ultrawideband and Ultrashort Impulse Signals (UWBUSIS–2008). Sevastopol, Ukraine, pp.232-234.
  9. Shyrokorad, D.V., Dumin, O.M., and Dumina, O.O., (2008), Time domain analysis of reflected impulse fields by artificial neural network, Proc. 4rh International Conference on Ultrawideband and Ultrashort Impulse Signals (UWBUSIS–2008). Sevastopol, Ukraine, pp.124-126.


pages 1785-1793

Back