In this study, the famous fractional generalized coupled cubic nonlinear Schrödinger–KdV
equations arising in many domains of physics and engineering such as depicting the …

In this work, the general algebraic method is proposed for finding some solutions of a
conformable fractional coupled nonlinear Schrödinger equation with variable coefficients …

This work presents a reliable algorithm to obtain approximate analytical solutions for a
strongly coupled system of singularly perturbed convection–diffusion problems, which …

This paper presents a 2D curvilinear beam finite element model focusing the interest on its
use for non-linear analysis caused by very large displacements, addressed with the Update …

A brand-new hygro-thermo-mechanical bending model of the inhomogeneous concave and
convex composite circular plates having varying thickness undergoing large deformation …

Emerging manufacturing technologies, including 3D printing and additive layer
manufacturing, offer scope for making slender heterogeneous structures with complex …

In this paper, the homotopy analysis method (HAM) is employed to solve the dynamical
behavior of nutrient density, fish population and mussel population in a fish farm with the …

This paper aims to extend the applications of the projected fractional improved Adomian
Decomposition method (fIADM) to the fractional order new coupled Korteweg-de Vries …

In this paper, the geometrically exact beam theory (GEBT) and blade element momentum
theory (BEMT) are used to establish the aeroelastic coupling model for analyzing the …

The so-called``small denominator problem''was a fundamental problem of dynamics, as
pointed out by Poincar\'{e}. Small denominators appear most commonly in perturbative …