|
Scientific paper ID 1406 : 2016/3
![]() CONTROL OF PROCESS IN NONLINEAR CIRCUIT, REPRESENTED BY THE DUFFING’S EQUATION
Galina Cherneva In the paper is proposed an approach to control the processes in nonlinear circuit represented by the not autonomous equation of Duffing. In the proposed approach is synthesized external impact on the system parameters. These parameters extend the phase trajectory from equilibrium points to achieve the chaotic regime.
нелинейни електрически вериги хаотичен процес управление уравнение на Дюфингnonlinear electrical circuits chaotic process control Duffing equationGalina Cherneva BIBLIOGRAPHY [1]Guckenheimer J.M., P. Holmes. Nonlinear Oscillations, Dynamical Systems and Bifurcation of Vector Fields. N.Y. Springer-Verlag,2006. [2] Filipov E., Nelineyna elektrotehnika, S.„Tehnika”, 1979. (Philipov E. Nelineina elektrotechnika, S. Technika, 1979) ( [2] Филипов Е., Нелинейна eлектротехника, С.„Техника”, 1979. (Philipov E. Nelineina elektrotechnika, S. Technika, 1979) ) [3] Zh. D. Georgiev, I. L. Karagineva, Analysis and Synthesis of Self-Sustained Oscillators, Described by Perturbed Double Hump Duffing Equations, “Summer School Advanced Aspects of Theoretical Electrical Engineering, Sozopol’07”, Part II, pp. 79-87, 2007. [4] D.W. Jordon and P. Smith. Nonlinear Ordinary Differential Equation. N.Y. Oxford University Press.1987 [5] Cherneva G. Identifikatsiya i upravlenie na haotichni protsesi s prilozhenie v elektronnite komunikatsii. Avtoreferat za pridobivane na NS „doktor na naukite”.2016. ( [5] Чернева Г. Идентификация и управление на хаотични процеси с приложение в електронните комуникации. Автореферат за придобиване на НС „доктор на науките”.2016. ) |