Nonlinear Effects in Semi-Classical Model of Solid-State Laser

Kolomiiets, Svitlana Volodymyrivna; Kovalenko, G.P.

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Title	Nonlinear Effects in Semi-Classical Model of Solid-State Laser
Other Titles	Нелінійні ефекти в напівкласичних моделях твердотільних лазерів Нелинейные эффекты в полуклассических моделях твердотельных лазеров
Authors	Kolomiiets, Svitlana Volodymyrivna Kovalenko, G.P.
ORCID	http://orcid.org/0000-0002-7832-8415
Keywords	limiting cycle Hopf’s bifurcation periodical solution граничний цикл біфуркація Хопфа періодичний розв’язок предельный цикл бифуркация Хопфа периодическое решение
Type	Article
Date of Issue	2004
URI	http://essuir.sumdu.edu.ua/handle/123456789/62650
Publisher	Taras Shevchenko National University of Kyiv
License	Copyright not evaluated
Citation	Kovalenko, G.P. Nonlinear effects in semi-classical model of solid-state laser [Text] / G.P. Kovalenko, S.V. Kolomiets // Proceeding of the IV International Young Scientists Conference of Applied Physics (21-23 June, 2004). – Kyiv: KNU, 2004. – P. 30-31.
Abstract	This paper is devoted to the theoretical research of ways of initiation of unsteady condition in semi-classical model of single-mode of solid-state laser. The bifurcation analysis of semi-classical model of solid – state laser with inertialess filter and quadratically-nonlinear element is executed. The stability criterion of periodic oscillations, periodic solution in quadratic approximation and analytical expression of a limit cycle in a linear approximation are constructed. The numerical calculations of members of a limit cycle are adduced.
Appears in Collections:	Наукові видання (ННІ БТ)