Gravity-driven laminar film flow of power-law fluids along vertical walls
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Non-similar mathematical and dynamical analysis of Cross nano-materials over a gravitationally effected surface
2023, Ain Shams Engineering JournalCitation Excerpt :The power-law fluid model [1] has acquired widespread popularity in these simulations. The viscous forces dominant region equations for generalized Newtonian fluid(GNF) flow were thoroughly examined in [2–6]. The flow and heat transport of a power-law fluid across a moving surface were explored in [7,8].
Similarity solutions to the MHD boundary layer equations with a negative parameter for power-law fluids
2019, Computers and Mathematics with ApplicationsJets of three-phase power-law fluids and foam jet mixing in gypsum slurry
2018, Construction and Building MaterialsCitation Excerpt :It should be emphasized that shear-thinning power-law submerged jets reveal significant differences from their Newtonian counterparts, as well as from the other inelastic non-Newtonian fluid jets, e.g. the yield-stress Bingham fluid jets [16]. Moreover, submerged power-law fluid jets also reveal significant differences from the corresponding non-Newtonian wall-jets and the other jet-like flows restricted by walls, e.g. the coating flows and the impingement jets [17–31]. Note also that the questions of interest in relation to submerged jets of power-law fluids are radically different from those related to free-surface jets of power-law fluids [32–37].
Laminar film condensation of pseudo-plastic non-Newtonian fluid with variable thermal conductivity on an isothermal vertical plate
2016, International Journal of Heat and Mass TransferCitation Excerpt :Sylvester et al. [14] also measured the film thickness as a function of the volumetric flow rate, but they primarily focused on the onset of rippling on the film surface and the characteristics of wavy film. In addition, some theoretical analysis of the power-law fluid film have been done by means of integral method or similarity analysis [15–22]. In most of the classical works, the authors only take into account the power-law kinematic viscosity in momentum equations of non-Newtonian fluids and still treat the thermal conductivity as a constant.
Mixed convection heat transfer in power law fluids over a moving conveyor along an inclined plate
2015, International Journal of Heat and Mass TransferConvex solutions of a general similarity boundary layer equation for power-law fluids
2010, Journal of Mathematical Analysis and Applications