EngineeringMaterials ScienceFluid DynamicsFluid MechanicsRheologyBoundary Layer FlowBoundary LayersBoundary-layer TheoryFlow BehaviorFluid PropertiesViscous FlowBoundary Layer ThicknessCurvatureSilicon CarbideSkin FrictionVelocityViscosityViscosity EffectsViscous Effects
which is independent of curvature effect. This also shows that the skin friction is neither affected by the elasticity of the liquid nor by the viscosity. Table 1 shows the effect of the elasticity of the fluid on the flowfield for different values of 77, R, and Rc*. When R is —2, the axial velocity is independent of the elasticity of the fluid. It is interesting to note that when R is greater than —2 (for example, —1), the velocity is damped, with the increase in elastic parameter, whereas, for values of R less than —2, the velocity increases with the elastic parameter. Being negative as R increases, the boundary-layer thickness decreases. These results agree with the corresponding results obtained by Mishra.
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Modern Developments in Fluid Dynamics
L. M. Milne-Thomson, S. Goldstein · The Mathematical Gazette · 1939 · 1.6K citations
Engineering, Mathematics, Physics +14