References
[2]. Bathe, K. J. (1996). Finite Element Procedures. New
Jersey: Prentice Hall.
[3]. Brewster, M. Q. (1992). Thermal Radiative Transfer and
Properties. John Wiley & Sons.
[5]. Chaudhary, R. C., & Jain, P. (2006). Unsteady free
convection boundary-layer flow past an impulsively started
vertical surface with Newtonian heating. Romanian Journal
of Physics, 51(9/10), 911.
[6]. Cowling, T. G. (1957). Magnetohydrodynamics. New
York: Interscience Publishers.
[8].
Hussanan, A., Ismail, Z., Khan, I., Hussein, A. G., &
Shafie, S. (2014). Unsteady boundary layer MHD free
convection flow in a porous medium with constant mass
diffusion and Newtonian heating. The European Physical
Journal Plus, 129(3), 46.
[13]. Maguna, A. N., & Mutua, N. M. (2013). Hall current
effects on free convection flow and mass transfer past
semi-infinite vertical flat plate. International Journal of
Mathematics and Statistics Studies, 1(4), 1-22.
[16]. Mebine, P., & Adigio, E. M. (2011). Effects of thermal radiation on transient MHD free convection flow over a
vertical surface embedded in a porous medium with
periodic boundary temperature. Mathematica Aetern, 1,
245-261.
[20]. Pop, I. (1971). The effect of Hall currents on hydro
magnetic flow near an accelerated plate. Journal of
Mathematical and Physical Sciences, 5, 375-379.
[22]. Rajesh, V., & Varma, S. V. K. (2010). Radiation effects
on MHD flow through a porous medium with variable
temperature or variable mass diffusion. Journal of Applied
Mathematics and Mechanics, 6(1), 39-57.
[24]. Rajput, U. S., & Kumar, G. (2017). Radiation effect on
MHD flow past an inclined plate with variable temperature
and mass diffusion. International Journal of Applied
Science and Engineering, 14(3), 171-183.
[25]. Rajput, U. S., & Kumar, S. (2012). Radiation effects on
MHD flow through porous media past an impulsively started vertical oscillating plate with variable mass diffusion. ARPN
Journal of Engineering and Applied Science, 7, 108-113.
[26]. Raptis, A., & Perdikis, C. (1999). Radiation and free
convection flow past a moving plate. Applied Mechanics
and Engineering, 4(4), 817-821.
[28]. Reddy, J. N. (1984). An introduction to the finite
element method. New York. McGraw Hill.