[PDF][PDF] Approximate solution of painlevé equation i by natural decomposition method and laplace decomposition method
The Painlevé equations and their solutions occur in some areas of theoretical physics, pure
and applied mathematics. This paper applies natural decomposition method (NDM) and …
and applied mathematics. This paper applies natural decomposition method (NDM) and …
[PDF][PDF] Solutions of the nonlinear evolution problems and their applications
In this article, a well-known technique, the variational iterative method with the Laplace
transform, is used to solve nonlinear evolution problems of a simple pendulum and mass …
transform, is used to solve nonlinear evolution problems of a simple pendulum and mass …
[PDF][PDF] The Variational Iteration Method for a Pendulum with a Combined Translational and Rotational System
The dynamic analysis of complex mechanical systems often requires the application of
advanced mathematical techniques. In this study, we present a variation iteration-based …
advanced mathematical techniques. In this study, we present a variation iteration-based …
The Homotopy Perturbation Method for Electrically Actuated Microbeams in Mems Systems Subjected to Van Der Waals Force and Multiwalled Carbon Nanotubes
This paper presents a summary of a study that uses the Aboodh transformation and
homotopy perturbation approach to analyze the behavior of electrically actuated …
homotopy perturbation approach to analyze the behavior of electrically actuated …