The analyses of the calendering processes using Oldroyd 8-constant fluid model with the
non-linear slip condition effects are discussed in this paper. To model the flow equations for …

Prokaryote propulsion is bewilderingly diverse. Many bacteria swim through the fluid
medium by rotating a long helical flagellum driven by a rotary motor, some have helical …

Bacteria which do not have organelles of motility, such as flagella, adopt gliding as a mode
of locomotion. In gliding motility bacterium moves under its own power by secreting a layer …

Calendering is the process in which molten material is dragged through the nip region to
produce a film or sheet. By nip region, we mean the area between two corotating rolls. Here …

Here incompressible flow of non-Newtonian fluid (Carreau-Yasuda fluid) is addressed over
a stretchable sheet. Porous medium is considered. Chemical reaction is accounted at the …

This article discusses the mixed convection flow of a non-Newtonian FENE-P polymeric fluid
past a Riga plate and examines how the Lorentz force responds to temperature and …

In this paper, a non-isothermal study of the calendering processes is presented using
Carreau–Yasuda model along with nonlinear slip condition introduced at the upper roll …

The heat exchangers, chemical reactors, cooling/heating systems and haemodialysis are
specific areas due to which Graetz thermal problem is considered as fundamental flow in the …

This paper numerically solves the third-order fluid flow during calendering with slip condition
at the rolls. The basic equations are transformed into dimensionless forms and simplified by …

This theoretical analysis reports on the non-isothermal calendering process of micropolar-
Casson fluid and studies the viscoplastic and microrotation effects by utilizing the lubrication …