Affiliation:
1. NAMIK KEMAL ÜNİVERSİTESİ
2. NAMIK KEMAL ÜNİVERSİTESİ, ÇORLU MÜHENDİSLİK FAKÜLTESİ
Abstract
A Biryukov Equation is a special case of the Liénard equation. Liénard oscillators are commonly found in scientific literature and they have so many variants. The Biryukov Equation is used to model a set of damped oscillators. Unlike other Liénard oscillators, to the best of our knowledge, there is not a Biryukov oscillator that is experimentally examined in the literature, yet. In this study, a Biryukov oscillator is made using a microcontroller-controlled hand-made optocoupler, a negative impedance converter, and a gyrator. An STM32F070RB is used for the required switching. The oscillator’s operation has been examined experimentally. The optocoupler made of an LDR and a LED placed in a box allows the resistive switching required by a Biryukov oscillator to occur. The experimental results show that the circuit operates as an oscillator and performs well. It is also shown that an underdamped or an overdamped Biryukov oscillator can be made by varying circuit parameters.
Reference18 articles.
1. A. Liénard, Etude des oscillations entretenues, Revue générale de l'électricité, 23, pp. 901–912 and 946–954, 1928
2. B. van der Pol, A theory of the amplitude of free and forced triode vibrations, Radio Review, 1, pp. 701–710, 754–762, 1920.
3. J. M. Ginoux, C. Letellier. (2012). Van der Pol and the history of relaxation oscillations: Toward the emergence of a concept, Chaos: An Interdisciplinary Journal of Nonlinear Science, 22(2), 023120, 2012.
4. B. Van der Pol, LXXXVIII. (1926). On “relaxation oscillations”, The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science, 2(11), 978- 992.
5. B. van der Pol, The nonlinear theory of electric oscillations, Proc. IRE, 22, pp. 1051–1086, 1934.
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