Pages that link to "Item:Q2566992"

The following pages link to Comparison of multiple scales and KBM methods for strongly nonlinear oscillators with slowly varying parameters (Q2566992):

Displaying 7 items.

• On the motion of non-linear oscillators with a fractional-order restoring force and time variable parameters (Q653114) (← links)
• Single-mode control and chaos of cantilever beam under primary and principal parametric excitations (Q943306) (← links)
• A generalized KBM method for strongly nonlinear oscillators with slowly varying parameters (Q953201) (← links)
• Wavelet basis expansion-based Volterra kernel function identification through multilevel excitations (Q2259588) (← links)
• Strongly non-linear oscillators with slowly varying parameters (Q2881763) (← links)
• THE KRYLOV-BOGOLIUBOV AND GALERKIN METHODS FOR NON-LINEAR OSCILLATIONS (Q3118195) (← links)
• THE KBM DERIVATIVE EXPANSION METHOD IS EQUIVALENT TO THE MULTIPLE-TIME-SCALES METHOD (Q3224618) (← links)