Flow of Reiner–Philippoff fluid over a stretching sheet with variable thickness
Journal of the Brazilian Society of Mechanical Sciences and Engineering, 2017•Springer
The characteristics of flow of Reiner–Philippoff fluid over a nonlinearly stretching sheet with
variable thickness are investigated in this article. The similarity solution of associated
boundary layer equation is obtained to examine the effects of non-uniform surface on the
flow of Reiner–Philippoff fluid. It is worth mentioning that the skin friction is decreasing with
non-uniform surface parameter. Furthermore, skin friction is an increasing function of
Bingham number for dilatant fluid, a decreasing function for pseudo-plastic, and a constant …
variable thickness are investigated in this article. The similarity solution of associated
boundary layer equation is obtained to examine the effects of non-uniform surface on the
flow of Reiner–Philippoff fluid. It is worth mentioning that the skin friction is decreasing with
non-uniform surface parameter. Furthermore, skin friction is an increasing function of
Bingham number for dilatant fluid, a decreasing function for pseudo-plastic, and a constant …
Abstract
The characteristics of flow of Reiner–Philippoff fluid over a nonlinearly stretching sheet with variable thickness are investigated in this article. The similarity solution of associated boundary layer equation is obtained to examine the effects of non-uniform surface on the flow of Reiner–Philippoff fluid. It is worth mentioning that the skin friction is decreasing with non-uniform surface parameter. Furthermore, skin friction is an increasing function of Bingham number for dilatant fluid, a decreasing function for pseudo-plastic, and a constant function for viscous fluid.
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