Physical Fundamentals of Oscillations

Suggests a simple frequency based method to analyze and evaluate stability of periodic motions of a wide class of systems: time-variant, nonlinear (self-oscillation, forced oscillation), synchronized motion etc
Presents a simple approach useful for engineers
Includes case studies and examples of application of the method to various industries

Suggests a simple, frequency-based method to analyze and evaluate the stability of periodic motions of a wide class of systems: time-variant, nonlinear (self-oscillation, forced oscillation), synchronized motion, etc. Presents a simple approach useful for engineers Includes case studies and examples of applications of the method in various industries

Inhalt
Continuous Systems.- Discrete Systems.- Parametric Resonances of the Second and Higher Orders.- Nonlinear System Oscillation Stability.- . Parametric Resonance in hydrodynamics.- Correction of mono-frequency approximation of nonlinear systems.- On the Robustness of dynamic systems.