Add to ORKGIn this paper, a simulation method called the differential transformation method is applied to solve a kind of nonlinear equation. The equation is strongly nonlinear with cubic nonlinearity and self-excitation terms. The time response under different initial conditions are illustrated and discussed. The characteristics of the solution are discussed, too
In this work, the efficiency of differential transformation method to the solutions of large amplitu...
In this paper, a modified harmonic balance method is used to investigate the strongly nonlinear osci...
In this paper, a novel method called generalized of the variational iteration method is presented to...
AbstractA numerical method for solving nonlinear oscillators is proposed. The proposed scheme is bas...
The multiple scales method, developed for the systems with small non-linearities, is extended to the...
The modified differential transform method (MDTM), Laplace transform and Padé approximants are used ...
The modified differential transform method (MDTM), Laplace transform and Padé approximants are used ...
In this study, sub-harmonic displacement of nonlinear oscillations with parametric excitation is sol...
This book provides the presentation of the motion of pure nonlinear oscillatory systems and various ...
AbstractIn this paper, a modified harmonic balance method is used to investigate the strongly nonlin...
In this paper the parametrically excited vibrations of an oscillator with strong cubic negative nonl...
We use a nonlinear transformation method to develop equivalent equations of motion of nonlinear homo...
AbstractThe theory of approximate solution lacks research on the area of nonlinear q-difference equa...
We use a nonlinear transformation method to develop equivalent equations of motion of nonlinear homo...
AbstractA numerical method for solving nonlinear oscillators is proposed. The proposed scheme is bas...
In this work, the efficiency of differential transformation method to the solutions of large amplitu...
In this paper, a modified harmonic balance method is used to investigate the strongly nonlinear osci...
In this paper, a novel method called generalized of the variational iteration method is presented to...
AbstractA numerical method for solving nonlinear oscillators is proposed. The proposed scheme is bas...
The multiple scales method, developed for the systems with small non-linearities, is extended to the...
The modified differential transform method (MDTM), Laplace transform and Padé approximants are used ...
The modified differential transform method (MDTM), Laplace transform and Padé approximants are used ...
In this study, sub-harmonic displacement of nonlinear oscillations with parametric excitation is sol...
This book provides the presentation of the motion of pure nonlinear oscillatory systems and various ...
AbstractIn this paper, a modified harmonic balance method is used to investigate the strongly nonlin...
In this paper the parametrically excited vibrations of an oscillator with strong cubic negative nonl...
We use a nonlinear transformation method to develop equivalent equations of motion of nonlinear homo...
AbstractThe theory of approximate solution lacks research on the area of nonlinear q-difference equa...
We use a nonlinear transformation method to develop equivalent equations of motion of nonlinear homo...
AbstractA numerical method for solving nonlinear oscillators is proposed. The proposed scheme is bas...
In this work, the efficiency of differential transformation method to the solutions of large amplitu...
In this paper, a modified harmonic balance method is used to investigate the strongly nonlinear osci...
In this paper, a novel method called generalized of the variational iteration method is presented to...