In this research, we aim to propose a new fractional model for human liver involving Caputo–
Fabrizio derivative with the exponential kernel. Concerning the new model, the existence of …

In this endeavour, Bernstein wavelet and Euler methods are used to solve a nonlinear
fractional predator-prey biological model of two species. The theoretical results with their …

A finite difference scheme which depends on a new approximation based on an extended
cubic B-spline for the second order derivative is used to calculate the numerical outcomes of …

Non-Newtonian fluids have extensive range of applications in the field of industries like
plastics processing, manufacturing of electronic devices, lubrication flows, medicine and …

In this paper, variation of temperature and velocity in the x-direction and the angular velocity
of the nanofluids flow through triangular and rectangular and chamfer fins are investigated in …

Background. The study of nanofluid gains interest of researchers because of its uses in
treatment of cancer, wound treatment, fuel reserves, and elevating the particles in the …

The (3+ 1)‐dimensional Vakhnenko–Parkes mathematical model has a wide range of
applications in science and engineering. In this paper, the model studied is investigated and …

This analysis investigates the occurrence of super nonlinear waves (SNWs) in a two-
component electron-ion plasma containing Maxwell distributed electrons. The effect of Mach …

Heat transfer improvement of heat sinks is very interesting in many applications including
electronic devices cooling. In this study, the influence of rotational angle of splitters attached …

This study investigates the boundary stresses prescribed by the traction boundary condition
on an incompressible magnetohydrodynamic Jeffery-Hamel flow of viscous fluid. The …