Nonlinear steady vibrations
Abstract
An approximate, variable-scale method of solving problems on the steady vibrations of nonlinear systems with one degree of freedom is set forth. Systems with symmetric and nonsymmetric characteristics and excitement are considered. Steady vibrations with harmonic, biharmonic, pulsed, and random periodic excitement without resistance and with viscous friction and turbulent resistance are studied. Particular attention is focused on the construction of amplitude-frequency characteristics and the study of stability of steady vibrations.
- Publication:
-
Kiev Izdatel Naukova Dumka
- Pub Date:
- 1974
- Bibcode:
- 1974KiIND.........B
- Keywords:
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- Harmonic Oscillation;
- Nonlinear Systems;
- Random Vibration;
- Stable Oscillations;
- Biharmonic Equations;
- Degrees Of Freedom;
- Pulse Generators;
- Turbulence Effects;
- Viscous Damping;
- Physics (General)