Pages that link to "Item:Q2899246"

The following pages link to Investigation of the properties of the period for the nonlinear oscillator \(\ddot x+(1+\dot x^2)x=0\) (Q2899246):

Displaying 9 items.

• An artificial parameter-Linstedt-Poincaré method for oscillators with smooth odd nonlinearities (Q602327) (← links)
• Notes on a conservative nonlinear oscillator (Q636646) (← links)
• On the variational iteration method and other iterative techniques for nonlinear differential equations (Q924379) (← links)
• On the small-amplitude approximation to the differential equation \(\ddot{x}+(1+\dot x^2)x=0\) (Q984349) (← links)
• He's parameter-expanding methods for strongly nonlinear oscillators (Q997358) (← links)
• Investigation of the mathematical properties of a new negative resistance oscillator model (Q1822671) (← links)
• On the frequency of a nonlinear oscillator (Q2231170) (← links)
• About a class of nonlinear oscillators with amplitude-independent frequency (Q2436978) (← links)
• Asymptotic representations of the period for the nonlinear oscillator (Q2891925) (← links)