Complex form of discrete mappings of Thomson self-oscillatory systems


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Abstract

New discrete mappings of Thomson type self-oscillatory systems are offered. Mappings are received by method of structural synthesis with use of the sequences of discrete counting of pulse characteristics of the resonators which are a part of self-oscillatory systems. The method of the slow-changing amplitudes is used for the analysis of response characteristics of self-oscillations in the discrete time. The example of generation of self-oscillations with discrete mapping of the oscillator of Van der Pol is given.

About the authors

V.V. Zaitsev

Самарский национальный исследовательский университет им. акад. С.П. Королева

Author for correspondence.
Email: zaitsev@samsu.ru

O.V. Zaitsev

Самарский национальный исследовательский университет им. акад. С.П. Королева

Email: comphysics@ssu.samara.ru

A.N. Shilin

Самарский национальный исследовательский университет им. акад. С.П. Королева

Email: shilax@yandex.ru

References


Copyright (c) 2017 Zaitsev V., Zaitsev O., Shilin A.

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