References
1. Choi, S.U.S. \Enhancing thermal conductivity of
uids
with nanoparticles", Dev. Appl. Non-Newtonian
Flows, 231, pp. 99-105 (1995).
2. Xuan, Y. and Li, Q. \Heat transfer enhancement of
nano
uids", Int. J. Heat Fluid Flow, 21, pp. 58-64
(2000).
3. Tiwari, R. and Das, M. \Heat transfer augmentation in
a two-sided lid-driven dierentially heated square cavity
utilizing nano
uids", Int. J. Heat Mass Transfer,
50, pp. 2002-2018 (2007).
4. Ahmad, S., Rohni, A., and Pop, I. \Blasius and
Sakiadis problems in nano
uids", Acta Mech, 218, pp.
195-204 (2011).
5. Tangthieng, C., Finlayson, B., Maulbetsch, J., and
Cader, T. \Heat transfer enhancement in ferro
uids
subjected to steady magnetic elds", J. Magn. Magn.
Mater, 201, pp. 252-255 (1999).
6. Kuncser, V., Schinteie, G., Sahoo, B., Keune, W.,
Bica, D., Vekas, L., and Filoti, G. \Magnetic interactions
in water based ferro
uids studied by Mossbauer
spectroscopy", J. Phys.: Condens. Matter, 19(1), pp.
016205-016221 (2007).
7. Li, M., Shi, H., and Zhu, L. \Boundary layer velocity
distribution of two special ferromagnetic
uid", Proc.
Eng., 31, pp. 166-169 (2012).
8. Khan, W.A., Khan, Z.H., and Haq, R.U. \Flow and
heat transfer of ferro
uids over a
at plate with
uniform heat
ux", Eur. Phys. J. Plus, 130(86), 10
pages (2015).
9. Sheremet, M.A., Pop, I., and Rosca, N.C. \Magnetic
eld eect on the unsteady natural convection in a
wavy-walled cavity lled with a nano
uid: Buongiorno's
mathematical model", J. Taiwan Institute
Chemical Engineers, 61, pp. 211-222 (2016).
10. Bondareva, N.S., Sheremet, M.A., and Pop, I. \Magnetic
eld eect on the unsteady natural convection in
a right-angle trapezoidal cavity lled with a nano
uid:
Buongiorno's mathematical model", Int. J. Numerical
Methods Heat Fluid Flow, 25, pp. 1924-1946 (2015).
11. Rosca, A.V. and Pop, I. \Flow and heat transfer over
a vertical permeable stretching/shrinking sheet with a
second order slip", Int. J. Heat Mass Transfer, 60, pp.
355-364 (2013).
N. Ramli et al./Scientia Iranica, Transactions B: Mechanical Engineering 25 (2018) 2186{2197 2197
12. Weidman, P.D., Kubitschek, D.G., and Davis, A.M.J.
\The eect of transpiration on self-similar boundary
layer
ow over moving surfaces", Int. J. Engng. Sci.,
44, pp. 730-737 (2006).
13. Harris, S.D., Ingham, D.B., and Pop, I. \Mixed convection
boundary-layer
ow near the stagnation point on a
vertical surface in a porous medium: Brinkman model
with slip", Transport Porous Media, 77, pp. 267-285
(2009).
14. Cortell, R. \Numerical solutions of the classical Blasius
at-plate problem", Appl. Math. Comput., 170, pp.
706-710 (2005).
15. Yazdi, M., Abdullah, S., Hashim, I., and Sopian,
K. \Eects of viscous dissipation on the slip MHD
ow and heat transfer past a permeable surface with
convective boundary conditions", Energies, 4, pp.
2273-2294 (2011).