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The hydrodynamic flow of a thin liquid film on a rotating disk was first modelled by Emslie et al. [1].
Ma and Hwang [8] considered the combined effects of centrifugation, surface roughness and air shear on the flow of a thin spinning liquid film.
We consider the flow of a thin liquid film over a spinning disc in the presence of an electric field.
The paper presents an analytical study which describes the laminar accelerating flow of a thin film along an inclined wall.
We examine the flow of a thin liquid film over a spinning disc in the presence of dilute insoluble surfactant.
The entrainment and flow of a thin film of liquid on a vertically rotating disc partially immersed in a liquid bath has been investigated experimentally and modelled numerically.
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The axial flow of an evaporating thin liquid film through a V-shaped microgroove with an appreciable inclination angle and varying evaporative heat flux is theoretically investigated.
Israel-Cookey et al. [3] investigated the problem of MHD free convection and oscillating flow of an optically thin fluid bounded by two horizontal porous parallel walls with a periodic wall temperature.
A previous prediction that a near-wall region of reduced velocity can occur for pipe flow of a shear-thinning power-law liquid when EDLs are overlapping and surface charge density is elevated is confirmed for a Carreau liquid.
In this present article, we are interested to study the flow and development of a thin nanoliquid film over a rotating disk.
A deeper understanding of this methodology and its limitations is gained through a series of numerical simulations of the incompressible flow around a thin flat plate of infinite wingspan at small incidences.
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