Asymptotic analysis of self-oscillations in a single dynamic system with a variable delay depending on the phase coordinate
1 Department of Thermophysical Foundations of Energy-Saving Technologies, Institute of Technical Thermophysics of the National Academy of Sciences of Ukraine , Kyiv region, Kyiv, 03057, Ukraine
Keywords:
Asymptotic analysis, self-oscillations
Abstract
The conditions for the existence of limit cycles (oscillations) and character set their stability in a dynamical system with variable delay, which is a generalization of the Lienard, van - der - Pol and Rayleigh equations.
Cite
- ACS Style
- Hotsulenko, V.V. Asymptotic analysis of self-oscillations in a single dynamic system with a variable delay depending on the phase coordinate. Bukovinian Mathematical Journal. 2018, 2
- AMA Style
- Hotsulenko VV. Asymptotic analysis of self-oscillations in a single dynamic system with a variable delay depending on the phase coordinate. Bukovinian Mathematical Journal. 2018; 2(2-3).
- Chicago/Turabian Style
- Volodymyr Volodymyrovych Hotsulenko. 2018. "Asymptotic analysis of self-oscillations in a single dynamic system with a variable delay depending on the phase coordinate". Bukovinian Mathematical Journal. 2 no. 2-3.
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