The Optimal Variational Method (OVM) is introduced and applied for calculating approximate periodic solutions of “truly nonlinear oscillators”. The main advantage of this procedure consists in that it provides a convenient way to control the convergence of approximate solutions in a very rigorous way and allows adjustment of convergence regions where necessary. This approach does not depend upon any small or large parameters. A very good agreement was found between approximate and numerical solution, which proves that OVM is very efficient and accurate
The variational iteration method is employed to solve conservative oscillator containing complicated...
AbstractIn this paper, a Van der Pol–Duffing oscillator is studied. Governing equations are solved b...
The modified solutions of some nonlinear oscillators have been obtained based on the classical itera...
This paper suggests a novel method called max-min method. Maximal and minimal solution thresholds of...
AbstractIn this paper, He’s variational approach is applied to the nonlinear oscillators with discon...
In this paper, a novel method called generalized of the variational iteration method is presented to...
This paper applies He's variational iteration method to determine the periodic solutions of oscillat...
In this paper, we are putting forward the periodic solution of non-linear oscillators by means of va...
AbstractA modified variational approach called Global Error Minimization (GEM) method is developed f...
In this paper, we used Global ErrorMinimization (GEM)method for nonlinear oscillators. This method c...
WOS: 000248719000024This paper applies He's variational iteration method to determine the periodic s...
He's variational approach is modified for nonlinear oscillator with discontinuity for which the elas...
AbstractIn this paper, He’s variational approach is applied to the strongly nonlinear oscillators wi...
AbstractIn this paper, we implement a new analytical technique, He’s variational iteration method, f...
AbstractVariational iteration method has been favourably applied to various kinds of nonlinear probl...
The variational iteration method is employed to solve conservative oscillator containing complicated...
AbstractIn this paper, a Van der Pol–Duffing oscillator is studied. Governing equations are solved b...
The modified solutions of some nonlinear oscillators have been obtained based on the classical itera...
This paper suggests a novel method called max-min method. Maximal and minimal solution thresholds of...
AbstractIn this paper, He’s variational approach is applied to the nonlinear oscillators with discon...
In this paper, a novel method called generalized of the variational iteration method is presented to...
This paper applies He's variational iteration method to determine the periodic solutions of oscillat...
In this paper, we are putting forward the periodic solution of non-linear oscillators by means of va...
AbstractA modified variational approach called Global Error Minimization (GEM) method is developed f...
In this paper, we used Global ErrorMinimization (GEM)method for nonlinear oscillators. This method c...
WOS: 000248719000024This paper applies He's variational iteration method to determine the periodic s...
He's variational approach is modified for nonlinear oscillator with discontinuity for which the elas...
AbstractIn this paper, He’s variational approach is applied to the strongly nonlinear oscillators wi...
AbstractIn this paper, we implement a new analytical technique, He’s variational iteration method, f...
AbstractVariational iteration method has been favourably applied to various kinds of nonlinear probl...
The variational iteration method is employed to solve conservative oscillator containing complicated...
AbstractIn this paper, a Van der Pol–Duffing oscillator is studied. Governing equations are solved b...
The modified solutions of some nonlinear oscillators have been obtained based on the classical itera...