Pages that link to "Item:Q955971"
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The following pages link to Comparative vibration analysis of a parametrically nonlinear excited oscillator using HPM and numerical method (Q955971):
Displaying 8 items.
- Analytical solution to determine displacement of nonlinear oscillations with parametric excitation by differential transformation method (Q629582) (← links)
- Stabilizing the pull-in instability of an electro-statically actuated micro-beam using piezoelectric actuation (Q651669) (← links)
- Higher-order solutions of coupled systems using the parameter expansion method (Q1036326) (← links)
- A seminalytical approach to large deflections in compliant beams under point load (Q1036489) (← links)
- Approximate periodic solutions for oscillatory phenomena modelled by nonlinear differential equations (Q1718572) (← links)
- A new simultaneous identification of the harmonic excitations and nonlinear damping of forced damped nonlinear oscillations: a parametric approach (Q2375659) (← links)
- Alternative numerical modeling of a superconducting charge qubit as an eigenvalue problem (Q3019425) (← links)
- Comparison of analytical techniques for nonlinear vibrations of a parametrically excited cantilever (Q5935705) (← links)
