Laminar Boundary Layer Flow of Non-Newtonian Power Law Fluid past a Porous Flat Plate

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Dr. B.P. JADHAV

Abstract

Laminar boundary layer flow of non-Newtonian Power law fluid past a Porous flat plate has been considered. The governing equations of continuity and momentum are transformed into ordinary differential equations using similarity transformations. The equation is solved by using method of successive approximations starting with zeroth approximation. For n=1 the results tallies with Corresponding results for Newtonian fluids. Velocity profiles are drawn for different values of parameter n, suction/injection parameter shows the behavior of power law fluids.

Keywords: - Laminar boundary layer, Power law fluids, successive approximations, velocity profiles, suction /injection.

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How to Cite
JADHAV, D. B. (2014). Laminar Boundary Layer Flow of Non-Newtonian Power Law Fluid past a Porous Flat Plate. Journal of Global Research in Mathematical Archives(JGRMA), 1(10), 46–55. Retrieved from https://jgrma.com/index.php/jgrma/article/view/127
Section
Research Paper

References

Blassius (1908):- “Grenzschichten in Flussigkeiten mit kleiner Reibungâ€. Z.Math.u.phys., 56 ,1-36 .

Howarth,L(1949):- On the solution of the laminar boundary layer equations, Proc. Roy.Soc.London,A 164,547-579.

Acrious, A,at. el. (1960):- Momentum and Heat Transfer in laminar boundary layer flow of non- Newtonian fluids past external surfaces.A.I.Ch.E.J.6, 312.

Schowlter,W.R(1960):-The application of power law Pseudo plastic fluids ; similar solutions; A.I.Ch.E.J.6,24.

Jadhav& Wagmode(1988):- Approximate solution of laminar boundary layer flow of power law fluid past flat plate. Jour. Of Ravishankar University, Raipur,vol-1,pp. 185-190.

T.G.Mayers(2011):- The approximate method for boundary layer flow of power law fluid over flat plate. Int. Jour of Heat and Mass transfer

Mohamed Guedda, Zakia Hammouch(2008):- Similarity Flow Solutions of a Non-Newtonian Power-law Fluid. Vol.6, No.3, pp.255-264.

Atolia(2004):- A simple solution of boundary layer flow of power law fluid past a semi infinite plate.

Mahapatra G(1966):-Flow of second order fluid past a porous plate. Ind. Jour. of Pure and Appl.Phys. , 4(40,148-150. [10] Rajvanshi S.C.(1968);-Steady Laminar flow of Visco-elastic fluid through parallel and uniform walls of different permeability. Ind. Jour. of Pure and Appl.Phys. , 6(9),512. A.I.Ch.E.J.

Mishra and Das(1973);- Laminar flow of Second order fluid between rotating porous discs. Ind. Jour. of Phys.,47,453-470. [12] Mathur M.N. et al.(1975):-Genral Plane Coutte flow of polar fluid with suction or injection. Rheologica Acta,14,410-413.

Datta S.K.(1961):-.Laminar flow of non-Newtonian fluid in porous walls. Bull. of Cal. Maths. Soc., 53,1.

Abdel and Khider et al.(1980):-On the solution of boundary layer equations for non-Newtonian electrically conducting power law fluid past a semi infinite porous plate. Bull. of Cal. Maths. Soc. 72,355-358.