The paper deals with the dynamical system describing a number of weakly coupled oscillators. The method of deriving the conditions guarantying synchronization of small self-oscillations is given.
synchronization, self-oscillations
Рассмотрим систему обыкновенных дифференциальных уравнений.
1. Strygin V.V., Severin G.Yu. Bifurkatsiya malykh sinkhronnykh avtokolebaniy dvukh dinamicheskikh sistem s blizkimi chastotami. Vestn. Voronezh. un-ta. Ser. Sistemnyy analiz i informatsionnye tekhnologii, 2006. № 2. S. 36-45.
2. Korol´kov O.G., Severin G.Yu., Strygin V.V. Sinkhronizatsiya avtokolebaniy dvukh blizkikh dinamicheskikh sistem. Dokl. AN, 2009. T. 428. № 1. S. 38-40.
3. Korol´kov O.G., Strygin V.V. Sinkhronizatsiya dvukh slabo svyazannykh avtokolebatel´nykh sistem s blizkimi chastotami. Vestn. Voronezh. un-ta. Ser. Fizika. Matematika, 2011. № 1. S. 175-180.
4. Malkin I.G. Nekotorye zadachi teorii nelineynykh kolebaniy. M.: Gos. izd-vo tekhn.-teoret. literatury, 1966. 492 s.
5. Krasnosel´skiy M.A., Burd V.Sh., Kolesov Yu.S. Nelineynye pochti periodicheskie kolebaniya. M.: Nauka, 1970. 352 s.
