APPLICATION OF THE SMALL PARAMETER METHOD IN NONLINEAR OSCILLATIONS
DOI:
https://doi.org/10.30888/2709-2267.2022-15-01-008Keywords:
small parameter, nonlinear material system, nonlinear oscillationsAbstract
The article is about the motion of a nonlinear material system is considered, which is described by a nonlinear differential equation that is explicitly independent of time. Application of the small parameter method was shown an example, were consideredMetrics
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References
Боголюбов Н. Н. Асимптотические методы в теории нелинейных колебаний. / Н. Н. 1. Боголюбов, Ю. А. Митропольский. – Москва: Наука, 1974. – 408 с. – (2).
Василенко М. В. Теорія коливань i стійкості руху : навч. поciб. / М. В. Василенко, О. М. Алексейчук. – К.: Вища шк., 2004. – 525 с.
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2022-12-30
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Alekseychuk, O. (2022). APPLICATION OF THE SMALL PARAMETER METHOD IN NONLINEAR OSCILLATIONS. Sworld-Us Conference Proceedings, 1(usc15-01), 22–24. https://doi.org/10.30888/2709-2267.2022-15-01-008
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