Dynamics in fractional order systems has been discussed extensively for presenting a
possible guidance in the field of applied mathematics and interdisciplinary science. Within …

Stoke's second problem is a well-known classical boundary layer (BL) issue involving the
time-dependent shear flow of viscous fluid about a flat porous plate in the magnetic field …

This article is proposed to investigate the analytical solutions of Stokes second problem with
nanofluids in presence of magnetic field embedded in porous medium. A model of …

The use of contour flood plots and color digital movies is investigated for teaching fluid
mechanics, heat transfer, and mass transfer at the first‐year graduate student level. The …

Some unsteady motions of incompressible upper-convected Maxwell (UCM) fluids with
exponential dependence of viscosity on the pressure are analytically studied. The fluid …

In this short paper we consider the unsteady flows of fluids with pressure dependent
viscosities when the effect of gravity has to be taken into account. Such a situation presents …

Steady-state, isothermal, Poiseuille flows in straight channels and circular tubes of weakly
compressible Newtonian fluids are considered. The major assumption is that both the mass …

In this work, we use the Green–Naghdi theory of thermomechanics of continua to derive a
linear theory of MHD thermoelectric fluid with fractional order of heat transfer. This theory …

In this paper, we investigate the linear stability of a gravity-driven fluid with pressure-
dependent viscosity flowing down an inclined plane. The linear stability analysis is …

In this article, the Poiseuille and Couette flows subject to tangent hyperbolic fluid model with
variable pressure dependent viscosities through porous medium have been analyzed …