AbstractIn this paper attempts have been done to solve nonlinear oscillator by using Akbari–Ganji’s Method (AGM). Solving nonlinear equation is difficult due to its high nonlinearity. This new approach is emerged after comparing the achieved solutions with numerical method and exact solution.Results are presented for different values of amplitude vibration of the problem parameters which would certainly illustrate that this method (AGM) is efficient and has enough accuracy in comparison with other semi analytical and numerical methods. Moreover, results demonstrate that AGM could be applicable through other methods in nonlinear problems with high nonlinearity. Furthermore, convergence problems for solving nonlinear equations by using AGM ap...
In this paper, a new perturbation technique is employed to solve strongly nonlinear Duffing oscillat...
In this paper, a new reliable analytical technique has been introduced based on the Harmonic Balance...
AbstractThis paper outlines a procedure which solves arbitrary oscillator equations with any experim...
In this paper attempts have been done to solve nonlinear oscillator by using Akbari–Ganji’s Method (...
AbstractIn this paper attempts have been done to solve nonlinear oscillator by using Akbari–Ganji’s ...
AbstractThe Duffing-harmonic oscillator is a common model for nonlinear phenomena in science and eng...
In this paper, attempts have been made to solve nonlinear vibrational equation such as Van Der Pol O...
AbstractIn this paper, He’s Frequency–Amplitude Formulation (HFAF) and He’s Energy Balance Method (H...
AbstractIn this paper, a modified harmonic balance method is used to investigate the strongly nonlin...
We apply an Artificial Parameter Lindstedt-Poincaré Method (APL-PM) to find improved approximate sol...
AbstractIn this paper, a novel method called generalized of the variational iteration method is pres...
In this paper, an analytical approximation technique has been presented of obtaining higher-order a...
AbstractA modified variational approach called Global Error Minimization (GEM) method is developed f...
AbstractThe Duffing oscillator is a common model for nonlinear phenomena in science and engineering....
In this paper, a new and innovative semi-analytical method called Akbari-Ganjiâs method (AGM) has be...
In this paper, a new perturbation technique is employed to solve strongly nonlinear Duffing oscillat...
In this paper, a new reliable analytical technique has been introduced based on the Harmonic Balance...
AbstractThis paper outlines a procedure which solves arbitrary oscillator equations with any experim...
In this paper attempts have been done to solve nonlinear oscillator by using Akbari–Ganji’s Method (...
AbstractIn this paper attempts have been done to solve nonlinear oscillator by using Akbari–Ganji’s ...
AbstractThe Duffing-harmonic oscillator is a common model for nonlinear phenomena in science and eng...
In this paper, attempts have been made to solve nonlinear vibrational equation such as Van Der Pol O...
AbstractIn this paper, He’s Frequency–Amplitude Formulation (HFAF) and He’s Energy Balance Method (H...
AbstractIn this paper, a modified harmonic balance method is used to investigate the strongly nonlin...
We apply an Artificial Parameter Lindstedt-Poincaré Method (APL-PM) to find improved approximate sol...
AbstractIn this paper, a novel method called generalized of the variational iteration method is pres...
In this paper, an analytical approximation technique has been presented of obtaining higher-order a...
AbstractA modified variational approach called Global Error Minimization (GEM) method is developed f...
AbstractThe Duffing oscillator is a common model for nonlinear phenomena in science and engineering....
In this paper, a new and innovative semi-analytical method called Akbari-Ganjiâs method (AGM) has be...
In this paper, a new perturbation technique is employed to solve strongly nonlinear Duffing oscillat...
In this paper, a new reliable analytical technique has been introduced based on the Harmonic Balance...
AbstractThis paper outlines a procedure which solves arbitrary oscillator equations with any experim...