Scattering of plain waves by the system of balanced vibrators with nonlinear loads under the influence of nonlinear radar
DOI:
https://doi.org/10.3103/S0735272710100031Keywords:
nonlinear radar, negative differential resistance, secondary fieldAbstract
Analysis of the secondary fields radiated by an ensemble of balanced vibrators with nonlinear loads under the influence of the radiation of nonlinear radar. The possibility of taking into account the empirically detected effect of the onset of negative differential resistance on the current-voltage characteristic of silicon diode structures under the influence of a relatively high level of the microwave power of nonlinear radar.
References
R. Mittra (Ed.), Computer Techniques for Electromagnetics (Pergamon Press, Oxford–New York–Toronto–Sydney– Braunschweig, 1973; Mir, Moscow, 1977).
M. V. Zinchenko and Yu. F. Zin’kovskii, “Identification of semiconductors by nonlinear location facilities using two harmonics,” Visnyk NTUU KPI. Ser. Radiotekhnika. Radioaparatobuduvannya, No. 38, 169 (2009).
V. L. Kargashin, V. N. Tkach, and D. V. Tkachev, “Nonlinear short range radiolocation. New algorithms for identification of electronic devices,” Spetsialnaya Tekhnika, No. 6, 42 (2006).
G. T. Markov and D. M. Sazanov, Antennas: Textbook for Students of Radio Engineering Specializations at Universities, 2nd ed. (Energiya, Moscow, 1975) [in Russian].
S. N. Panychev, “Information interpretation of the theory of optimal reception of signals in nonlinear radio engineering systems,” Telekommunikatsii, No. 6, 10 (2008).
S. N. Panychev, “Information-statistical algorithm for optimal detection of nonlinear radar target by the probing method using a noise-like signal,” in Proc. of II Int. Sci.-Tech. Conf. “Fizika i tekhnicheskie prilozheniya volnovykh protsessov,” PGATI, 2003, Samara, Russia (PGATI, Samara, 2003).
B. M. Petrov, Electrodynamics and Radio Wave Propagation (Radio i Svyaz’, Moscow, 2000) [in Russian].
Ya. S. Shifrin, A. I. Luchaninov, and M. A. Omarov, “Analysis of antennas with distributed nonlinearity,” Antenny, No. 1, 70 (2000).
Ya. S. Shifrin, A. I. Luchaninov, and A. S. Posokhov, “Structural model of antenna with nonlinear elements,” Radiotekhnika, No. 122, 22 (2001).
