Application of the General Variational Iteration Method to a Nonlinear System

Nonlinear Vibration; Nonlinear Response; Analytical Meth- ods ;Parameter Perturbation Method (PPM) ; Variational Iteration Method(VIM);Homotopy Perturbation Method (HPM);

The Variational Approach which is also called He’s Variational Approach, as well as the Laplace Iteration Method, was utilized here to obtain the analytical expression for

In this paper, we apply Picard’s Iteration Method followed by Adomian Decomposition Method to solve a nonlinear Singular Cauchy Problem of Euler- Poisson- Darboux Equation..

In [28], the authors introduced a numerical method based on the Taylor polynomials for the approximate solution of the fuzzy pantograph equation with linear functional argument..

Finally, Comparison with exact solution reveals that homotopy perturbation method and variational iteration method are remarkably effective for solving nonlinear

The nonlinear equation was solved by Homotopy Perturbation Method and the influence of Hartman number and Deborah number was studied on the velocity field.. The result of HPM

Konuralp, “The use of variational iteration method, differential transform method and Adomian decomposition method for solving different types of nonlinear partial

Unlike classical techniques, the homotopy perturbation method leads to an analytical approximate and exact solutions of the nonlinear equations easily and