The coupled viscous Burgers' equations have been an interesting and hot topic in
mathematics and physics for a long time, and they have been solved by many methods. In …

This work aims to construct exact solutions for the space-time fractional (2+ 1)-dimensional
dispersive longwave (DLW) equation and approximate long water wave equation (ALW) …

This paper proposes two numerical approaches for solving the coupled nonlinear time-
fractional Burgers' equations with initial or boundary conditions on the interval 0, L 0,L. The …

The research of algebraic gravity solitary waves is an advanced field which has important
practical and theoretical value in physical, oceanography, aerology and etc. By calculation …

Purpose The purpose of this study is to analyze the two-dimensional blood flow in the artery
slant from the axis at an angle with mild stenosis under the joint effects of the electro …

In this paper, a new method is suggested and implemented to find an analytical approximate
solution for a non‐Newtonian viscoelastic fluid flow on the turbine disk, used to cool the …

In this study, a new scheme is suggested to find the analytical approximating solutions for a
two-dimensional transient natural convection in a horizontal cylindrical concentric annulus …

In literature, there are three simplest methods of solving Einstein's field equations,
namely,(a) assuming conformally flat spacetime,(b) using conformal killing vector and (c) …

In this investigation, a new approach is proposed to study blood flow through a stenotic
artery under the impact of electro-osmosis and several other main parameters. The new …

In this paper, the analytic solution of one-dimensional heat conduction equation is obtained
by means of new homotopy perturbation method. This method is effectively applied to obtain …