In this article the constant and the continuous linear boundary elements methods (BEMs) are
given to obtain the numerical solution of the coupled equations in velocity and induced …

A stabilized element-free Galerkin (EFG) method is proposed in this paper for numerical
analysis of the generalized steady MHD duct flow problems at arbitrary and high Hartmann …

In this paper, a brief review of tailored finite point methods (TFPM) is given. The TFPM is a
new approach to construct the numerical solutions of partial differential equations. The …

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

In this paper, the application of the meshless finite point method (FPM) to solve
elastodynamic problems through an explicit velocity–Verlet time integration method is …

The dawn of this new era is marked by a profound shift in how challenging destinations are
approached, as it is now centered around the art of unlocking simpler routes to explore …

This paper explores the possibility of solving the one-dimensional Burgers' equation with a
tailored finite point method (TFPM) based on an explicit stencil along with utilizing the Cole …

Any expedition in designing numerical methods besides aiming at accuracy, also equally
steers for simplicity and ease in implementation. This paper brings in one such algorithm the …

A tailored finite point method, using a minimal machinery algorithm yet utilizing the initial
conditions and local properties of the solution to the hilt, is proposed to serve as a global …

The concern of this manuscript is stabilized finite element simulations of two-dimensional
incompressible and viscous magnetohydrodynamic (MHD) duct flows governed by a …