Analysis of Generalized Self-Excited Vibrations
The asymptotic nonlinear method is applied to salve the generalized equation of the self-excited vibration. In the last several decades, increased interest in the study of asymptotic analysis is observed, based mainly on application of the exact convergence. The solution describes better the self-excited vibrations of a real mechanical system.
References
A.A. CHARKIEWICZ, Self-excited vibrations [in Polish], PWN, Warszawa 1956.
C.P. CHOMA, Some problems of the asymptotic method [in Russian], N.M. Krylov – N.N. Bogoljubov, V A-N, Kiev 1981.
C.M. HARRIS and CH.E. CREDE, Shock and vibration handbook, Mc Graw Hill, New York 1961.
CH. MAJASHI, Nonlinear vibrations in physical systems [in Polish], WNT, Warszawa 1968.
M. KAUDERER, Nonlinear mechanics [in German], Berlin 1968.
N. MINORSKY, Nonlinear vibrations [in Polish], PWN, Warszawa 1967.
JU.A. MITROPOLSKIJ, The averaging method in nonlinear mechanics [in Russian], Naukova Dumka, Kiev 1971.
Z. OSINSKI, Damping of mechanical vibrations [in Polish], PWN, Warszawa 1979.