Identyfikatory
Warianty tytułu
Języki publikacji
Abstrakty
In the present study, we have investigated entropy generation on a magnetohydrodynamic fluid flow and heat transfer over a stretching cylinder with a porous medium in slip flow regime. A uniform heat source and radiation is also considered. Similarity transformation has been applied for making an ordinary differential equation from nonlinear governing partial differential equations. The numerical solution for the set of nonlinear ordinary differential equations has been obtained by using the fourth-order Runge-Kutta scheme together with the shooting method. The effects of pertinent parameters such as the magnetic field parameter, permeability parameter, slip parameter, Prandtl number and radiation parameter on the fluid velocity distribution, temperature distribution, entropy generation and Bejan number are discussed graphically.
Rocznik
Tom
Strony
413--428
Opis fizyczny
Bibliogr. 34 poz., wykr.
Twórcy
autor
- Department of Mathematics and Statistics Manipal University Jaipur Jaipur-303007, INDIA
autor
- Department of Mathematics and Statistics Manipal University Jaipur Jaipur-303007, INDIA
Bibliografia
- [1] Lin H.T. and Shih Y.P. (1980): Laminar boundary layer heat transfer along static and moving cylinders. – J. Chin. Inst. Eng., vol.3, pp.73–79.
- [2] Lin H.T. and Shih Y.P. (1981): Buoyancy effects on the laminar boundary layer heat transfer along vertically moving cylinders. J. Chin. Inst. Eng., vol.4, pp.47–51.
- [3] Wang C.Y. (1988): Fluid flow due to a stretching cylinder. – Phys. Fluids, vol.31, pp.466–468.
- [4] Burde HI. (1989): On the motion of fluid near stretching circular cylinder. – PMM USSR vol.53, pp.271–273.
- [5] Ishak A. and Nazar R. (2009): Laminar boundary layer flow along a stretching cylinder. – Eur. J. Sci. Res., vol.36, pp.22–29.
- [6] Bachok N. and Ishak A. (2010): Flow and heat transfer over a stretching cylinder with prescribed surface heat flux. – Malaysian J. Math. Sci., vol.4, pp.159–169.
- [7] Sparrow E.M. and Gregg J.L. (1956): Laminar free convection heat transfer from the outer surface of a vertical circular cylinder. – ASME J. Heat Transfer, vol.78, pp.1823–1829.
- [8] Chamkha A.J. and Quadri M.M.A. (2001): Heat and mass transfer from a permeable cylinder in a porous medium with magnetic field and heat generation=absorption effects. – Numer. Heat Transfer, Part A., vol.40, pp.387–401.
- [9] Saeid N.H. (2006): Analysis of free convection about a horizontal cylinder in a porous media using a thermal non-equilibrium model. – Int. Commu. Heat MassTrans., vol.33, pp.158–165.
- [10] Nguyen H.D., Paik S. and Douglass R.W. (1996): Unsteady mixed convection about a rotating circular cylinder with small fluctuations in the free-stream velocity. – Int. J. Heat Mass Transfer, vol.39, pp.511–525.
- [11] Gang F.T., Ji Z., Fang Z.Y. and Hua T. (2008): Unsteady viscous flow over an expanding stretching cylinder. – Chin. Phys. Lett., vol.124, No.28, pp.707–710.
- [12] Wang C.Y. and Ng C.O. (2011): Slip flow due to a stretching cylinder. – Int. J. Non-Linear Mechanics, vol.46, pp.1191–1194.
- [13] Mukhopadhyay S. (2011): Chemically reactive solute transfer in a boundary layer slip flow along a stretching cylinder. – Int. J. Chem. Sci. Eng, vol.5, pp.385–391.
- [14] Chauhan D.S., Rastogi P. and Agrawal R. (2012): Magnetohydrodynamic slip flow and heat transfer in a porous medium along a stretching cylinder: Homotopy Analysis Method. Numerical heat transfer, Part A: Application: Int. J. Comp. Method., vol.62, No.2, pp.136-157.
- [15] Chauhan D.S., Rastogi P. and Agrawal R. (2014): Magnetohydrodynamic flow and heat transfer in a porous medium along a stretching cylinder with radiation: Homotopy Analysis Method. – Afrika Matematika, vol.25, No.1, pp.115–134.
- [16] Jain S. and Parmar A. (2017): Radiation effect on MHD williamson fluid flow over stretching cylinder through porous medium with heat source. – Lect. Notes Mech. Engg., Springer, pp.61–78.
- [17] Jain S. and Bohra S. (2016): Radiation effects in flow through porous medium over a rotating disk with variable fluid properties. – Adv. Math. Phys., vol.2016, pp.1–12.
- [18] Jain S. and Bohra S. (2017): Hall current and radiation effects on unsteady MHD squeezing nanofluid flow in a rotating channel with lower stretching permeable wall. – Lect. Notes Mech. Engg., Springer, pp.127–141.
- [19] Abbas Z., Majeed A. and Javed T. (2013): Thermal radiation effects on MHD flow over a stretching cylinder in a porous medium. – Heat Transf. Res., vol.44, No.8, pp.703–718.
- [20] Jain S. and Chaudhary R. (2017): Combined effects of sunction/injection on MHD boundary Layer flow of nanofluid over horizontal permeable cylinder with radiation. – J. Advanced Research in Dynamical and Control System, vol.11, pp.88–98.
- [21] Jain S. and Chaudhary R. (2017): Soret and Dufour effects on MHD fluid flow due to moving permeable cylinder with radiation. – Globaland Stochastic Analysis, pp.75–84.
- [22] Abel M.S., Nandeppanavar M.M. and Malkhed M.B. (2010): Hydromagnetic boundary layer flow and heat transfer in viscoelastic fluid over a continuously moving permeable stretching surface with non-uniform heat source/sink embedded in fluid-saturated porous medium. – Chem. Eng. Commun., vol.197, pp.633–655.
- [23] Chamkha A.J. (2011): Heat and mass transfer from MHD flow over a moving permeable cylinder with heatgeneration or absorption and chemical reaction. – Commu. Numerical Analysis, Article ID cna-00109, 20 pages doi: 10.5899/2011/cna-00109.
- [24] Manjunatha P.T., Gireesha B.J. and•Prasannakumara B.C. (2015):Effect of radiation on flow and heat transfer of MHD dusty fluid over a stretching cylinder embedded in a porous medium in presence of heat source. – Int. J. Appl. Comput. Math, vol.2015, pp.1–18.
- [25] Bejan A. (1982): Entropy generation through heat fluid flow. – 2nd ed. New York: Wiley.
- [26] Makinde O.D. and Beg O.A. (2010): On inherent irreversibility in a reactive hydromagnetic channel flow. – J. Thermal Sci., vol.19, pp.72–79.
- [27] Jain S., Kumar V. and Bohra S. (2015): Entropygeneration in pressure gradient assisted Couette flow in porous medium with different thermal boundary conditions. – Int. J. Energy and Tech., vol.7, pp.40–48.
- [28] Jain S., Kumar V. and Bohra S. (2017): Entropy generation for MHD radiative compressible fluid flow in a channel partially filled with porous medium. – Global and Stochastic Analysis, pp.13–31.
- [29] Bak A.H. and Heilen W.N. (1999): Entropy generation due to laminar natural convection over a heated rotating cylinder. – Int. J. Heat Mass Transfer, vol.42, pp.4225–4233.
- [30] Yilbas B.S. (2001): Entropy analysis of concentric annuli with rotating outer cylinder. – Int. J. Energy, vol.1, pp.60–66.
- [31] Butt A.S. and Ali A. (2013): Effects of magnetic field on entropy generation in flow and heat transfer due to radially stretching surface. – Chin. Phys. Lett., vol.30, pp.024701–24704.
- [32] Munawar S., Mehmood A. and Ali A. (2012):Thermal analysis of the flow over an oscillatory stretching cylinder. – Phys. Scr., vol.86, pp.65401–65412.
- [33] Butt A.S. and Ali A. (2014):Entropy analysis of magnetohydrodynamic flow and heat transfer due to a stretching cylinder. – J. Taiwan Inst. Chemical Engineers, vol.45, pp.780–786.
- [34] Paoletti S., Rispoli F. and Sciubba E. (1989): Calculation of exegetic losses in compact heat exchanger passages. – ASME AES, vol.10, pp.21–29.
Uwagi
PL
Opracowanie rekordu w ramach umowy 509/P-DUN/2018 ze środków MNiSW przeznaczonych na działalność upowszechniającą naukę (2018)
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-546d3c97-8ea0-4fa3-afea-a2b755d7613b