Global Nonlinear Dynamics: New Novel Concepts and Their Realization Based on the Method of Complete Bifurcation Groups
16th US National Congress of Theoretical and Applied Mechanics (USNCTAM2010): Proceedings on CD
2010
Mihails Zakrževskis,
Igors Ščukins,
Raisa Smirnova,
Vladislavs Jevstigņejevs,
Valentīns Frolovs,
Aleksejs Klokovs,
Eduards Šilvāns
The work is devoted to the novel global analysis of the
strongly nonlinear dynamical systems (NDS) by direct
numerical and/or analytical methods, based on the ideas of
Poincaré, Birkhoff, Andronov and others [1-8]. The studied
nonlinear models, with one or several degrees of freedom,
described by ODE or discrete equations, may have different
nonlinear positional or dissipative terms, such as polynomial,
piecewise-linear, piecewise-smooth and others.
Atslēgas vārdi
.
Zakrževskis, M., Ščukins, I., Smirnova, R., Jevstigņejevs, V., Frolovs, V., Klokovs, A., Šilvāns, E. Global Nonlinear Dynamics: New Novel Concepts and Their Realization Based on the Method of Complete Bifurcation Groups. No: 16th US National Congress of Theoretical and Applied Mechanics (USNCTAM2010): Proceedings on CD, Amerikas savienotās valstis, Pennsylvania, 26. Jūn-2. Jūl., 2010. Pennsylvania: The Pennsylvania State University, 2010, 1.-.2.lpp.
Publikācijas valoda
English (en)