References
[1]. Al-Badawi, Y. M. & Duwairi, H. M. (2010). MHD
natural convection with Joule and viscous heating effects in iso-flux
porous
medium-filled enclosures, Appl. Math. Mech. -Engl. Ed., Vol. 31(9),
pp.1105–1112, DOI 10.1007/s10483-010-1346-6.
[2]. Rudra, Kt. Deka, & Bhaben Ch. Neog. (2009).
Unsteady natural convection flow past an accelerated vertical plate in a
thermally stratified fluid, Theoret. Appl. Mech., Vol. 36(4), pp.261-274.
[3]. Narahari, M. & Yunus Nayan, M. (2011). Free
convection flow past an impulsively started infinite vertical plate with
Newtonian heating in the presence of thermal radiation and mass
diffusion, Turkish J. Eng. Env. Sci., Vol. 35, pp.187 – 198.
[4]. Sengupta, S. & Ahmed N. (2014). MHD free
convective chemically reactive flow of a dissipative fluid with thermal
diffusion, fluctuating wall temperature and concentrations in velocity
slip regime, Int. J. of Appl. Math and Mech., Vol. 10 (4),
pp.27-54.
(4), pp.1–8.
[5]. Nandkeolyar, R., Seth, G. S., Makinde, O. D.,
Sibanda, P. & Ansari, M. S. ( 2013). Unsteady hydromagnetic natural
convection flow of a dusty fluid past an impulsively moving vertical
plate with ramped temperature in the presence of
thermal radiation, ASME-Journal of Applied Mechanics, Vol. 80, No. 6,
Article ID 061003, 9 pages,
[6]. Miraj, M., Alim, M. A. & Mamun, M. A. H. (
2010). Effect of Radiation on Natural Convection Flow on a Sphere in
Presence
of Heat Generation, International communications in heat and mass
transfer, Vol. 37, No. 6, pp.660-665.
[7]. Anajali Devi, S. P. & Ganga, B. (2009). Effects
of Viscous and Joules dissipation on MHD flow, heat and mass transfer
past
a stretching porous surface embedded in a porous medium, Nonlinear
Analysis: Modelling and Control, Vol. 14(3), pp.303-
314.
[8]. Jha, B.K. & Apere, C.A. (2011). Magneto
hydrodynamic Free Convective Couette Flow with Suction and Injection.
Journal of Heat Transfer, Vol. 133(9), pp.214-219.
[9]. Raja Shekar, M. N. & Karunakar Reddy, S. (2012).
Heat and Mass Transfer past a Continuously Moving Porous Boundary in
the Presence of a Magnetic Field, International Journal of Computer
Applications, Vol. 39, No.12, pp.13-16.
[10]. Sun, Z., Guo, M., Vleugels, J., van der Biest, O.
& Blanpain, B. (2010). Strong magnetic field induced segregation and
self-assembly of micrometer sized non- magnetic particles, Progress In
Electromagnetics Research B, Vol. 23, pp.199-214.
[11]. Raja Shekar, M. N. & Karunakar Reddy, S.
(2012). Heat and Mass Transfer past a Continuously Moving Porous Boundary
in the Presence of a Magnetic Field, International Journal of Computer
Applications, Vol. 39, No.12, pp.13-16.
[12]. Seddeek, M. A. (2002). Effects of radiation and
variable viscosity on a MHD free convection flow past a semi-infinite
flat
plate with an aligned magnetic field in the case of unsteady flow,
International Journal of Heat and Mass Transfer, Vol.45,
pp.931-935.
[13]. Krishna, P. M., Sandeep, N. & Sugunamma, V.
(2014). Effects of radiation and chemical reaction on MHD convective
flow over a permeable stretching surface with suction and heat
generation, Walailak Journal of Science and Technology,
Vol. 11, No. 12, pp.141-148.
[14]. Kandasamy, R., Hayat, T. & Obaidat, S. (2011).
Group theory transformation for Soret and Dufour effects on free
convective heat and mass transfer with thermophoresis and chemical
reaction over a porous stretching surface in the
presence of heat source/sink, Nucl. Eng. Des., Vol. 241, No.6,
pp.2155–2161.
[15]. Ravikumar, V. Raju, M.C. Varma, S.V.K. &
Chamkha, A.J. (2013). MHD double diffusive and chemically reactive flow
through porous medium bounded by two vertical plates, International
Journal of Energy & Technology, Vol.5
[16]. Joneidi, A.A., Domairry, G. & Babaelahi, M.
(2010). Analytical treatment of MHD free convective flow and mass
transfer
over a stretching sheet with chemical reaction, J. Taiwan Inst. Chem.
Eng., Vol. 41, No.1, pp.35–43.
[17]. Sahin, A. (2010). Influence of chemical reaction
on transient MHD free convection flow over a vertical plate in slip-flow
regime, Emirates Journal for Engineering Research, Vol.15(1), pp.25 -34.
[18]. Chamkha, A.J., Mohamed, R.A., & Ahmed, S.E.
(2011). Unsteady MHD natural convection from a heated vertical
porous plate in a micropolar fluid with Joule heating, chemical reaction
and radiation effects, Meccanica, Vol.46, pp.390-
399.
[19]. Mohamed, R.A., Osman, A-N.A. & Abo-Dahab, S.M.
(2013). Unsteady MHD double-diffusive convection boundarylayer
flow past a radiate hot vertical surface in porous media in the presence
of chemical reaction and heat sink,
Meccanica, Vol. 48, pp.931-936.
[20]. Rajput, U. S. & Kumar, S. (2012). Radiation
effects on MHD flow past an impulsively started vertical plate with
variable
heat and mass transfer, Int. J. of Appl. Math. and Mech., Vol. 8(1),
pp.66-85.
[21]. Rajput, U. S. & Kumar, S. (2011). Combined
effects of rotation and radiation on MHD flow past an impulsively started
vertical plate with variable temperature, International Journal of
Mathematical Analysis, Vol. 5, No. 24, pp.1155–1163.
[22]. Vijayalakshmi, A. R. (2010). Radiation effects on
free-convection flow past an impulsively started vertical plate in a
rotating fluid, Theoretical and Applied Mechanics, Vol. 37, No. 2,
pp.79–95.
[23]. Muthucumaraswamy R. & Janakiraman. (2006). MHD
and Radiation effects on moving isothermal vertical plate with
variable mass diffusion, Theoret. Appl. Mech., Vol.33(1), pp.17-29.
[24]. Ahmedsahin & Tridip, K.K. (2010). Thermal
radiation and magneto hydrodynamics effects on heat and Mass transfer
chemically reacting fluid with periodic suction, International Journal of
Applied mathematics, Vol. 23 (5), pp.778-789.
[25]. Dulal Pal & Babulal Talukdar. (2010).
Perturbation analysis of unsteady magneto hydrodynamic convective heat
and
mass transfer in a boundary layer slip flow past a vertical permeable
plate with thermal radiation and chemical reaction,
CNSNS, pp.1813-1830.
[26]. Umamaheswar, M., Varma, S. V. K. & Raju, M. C.
(2013). Unsteady MHD Free Convective Visco-Elastic Fluid Flow
Bounded by an Infinite Inclined Porous Plate in the Presence of Heat
Source, Viscous Dissipation and Ohmic Heating,
International Journal of Advanced Science and Technology, Vol.61, pp.39-
52.
[27]. Sandeep, N. & Sugunamma, V. (2013). Effect of
inclined magnetic field on unsteady free convective flow of dissipative
fluid past a vertical plate, World Applied Sciences Journal, Vol. 22, No.
7, pp.975–984.
[28]. Seshaiah B., Varma, S.V.K. & Raju, M.C. (2013).
Induced magnetic field effects on free convective flow of radiative,
dissipative fluid past a porous plate with temperature gradient heat
source, International Journal of Engineering Science
and Technology (IJEST), Vol. 5. No.07, pp.1397-1412, ISSN: 0975-5462.
[29]. Ahmed, S. (2012). Mathematical model of induced
magnetic field with viscous/magnetic dissipation bounded by a
porous vertical plate in the presence of radiation, International Journal
of Mathematic and Mechanics, Vol. 8 (1), pp.86-
104.
[30]. Pal, D. & Talukdar, B. (2011). Combined effects
of Joule heating and chemical reaction on unsteady magneto
hydrodynamic mixed convection of a viscous dissipating fluid over a
vertical plate in porous media with thermal radiation,
Math. Comput. Modelling, Vol. 54, No.11, pp.3016–3036.
[31]. Zahan, I. & Samad, M.A. (2013). Radiative heat
and mass transfer of an MHD free convection flow along a stretching
sheet with chemical reaction, heat generation and viscous dissipation,
Dhaka Univ. J. Sci., Vol.61(1), pp.27-34.
[32]. Abdul Hamid, R., Arifin, N.M. & Nazar, R.
(2013). Effects of Radiation, Joule Heating and Viscous Dissipation on
MHD
Marangoni Convection over a Flat Surface with Suction and Injection,
World Applied Sciences Journal, Vol.21, pp.933- 938.
[33]. Miraj, M., Alim, M. A. & Mamun, M. A. H. (
2010). Effect of Radiation on Natural Convection Flow on a Sphere in
Presence
of Heat Generation, International communications in heat and mass
transfer, Vol. 37, No. 6, pp.660-665.
[34]. Parand, K., Delafkar, Z., Rad, J. A. & Kazem,
S. (2012). Numerical Study on Wall Temperature and Surface Heat Flux
Natural Convection Equations Arising in Porous Media by Rational Legendre
Collocation Approach, International Journal of
Nonlinear Science, Vol.13, No.1, pp.39-50.
[35]. Cheng, C.Y. (2009). Soret and Dufour effects on
natural convection heat and mass transfer from a vertical cone in a
porous medium. Int. Commun. Heat. Mass. Transf., Vol.36.
pp.1020–1024.
[36]. Ahn H. S. (2007). Mass (Heat) Transfer Downstream
of Blockages with Round and Elongated Holes in a Rectangular
Channel, Transactions of ASME, Journal of Heat Transfer, Vol. 129,
pp.1676-1680.
[37]. Wang Liangbi, (2008). Tube Transverse Pitch Effect
on Heat/Mass Transfer Chacteristics of Flat Tube Bank Fin Mounted
with Vortex Generators, Journal of Heat Transfer, (ASME), Vol. 130,
pp.064502-1-3.
[38]. Mojtaba Balaj, Ehsan Roohi, Hassan Akhlaghi, &
Rho Shin Myong. (2014). Investigation of convective heat transfer
through constant wall heat flux micro/nano channels using DSMC,
International Journal of Heat and Mass Transfer, Vol. 71,
pp.633–638.
[39]. Sethuraman Eashwar. (2009). Mass/Heat Transfer in
Rotating smooth, High Aspect Ratio (4:1) Coolant Channels With
Curved Walls, Journal of Turbomachinery (ASME), Vol. 131, pp 0210021.
[40]. Vikas Chander. & Kitab Singh. (2014).
Experimental study of dryout heat flux and mass transfer coefficient
effect on a
Single Horizontal Copper tube of an Evaporative Tubular Heat Dissipator,
International Journal of Latest Trends in Engineering
and Technology (IJLTET), Vol. 3, Issue 4, pp.372-337.
[41]. Ogulu, A., & Makinde, O. D. (2009). Unsteady
hydromagnetic free convection flow of a dissipative and radiating fluid
past a vertical plate with constant heat flux. Chem. Eng. Comm., Vol.196,
pp.454–462.
[42]. Chien-Hsiung Lee, Lih-Wu Hourng and Kuo-Wei Lin
(2012). Mathematical model predicting the critical heat flux of
nuclear reactors, Journal of Computer Science, Vol.8 (12), pp.1996-2007
[43]. Sohouli, A.R., Famouri, M., Kimiaeifar, A. &
Domairry, G.(2010). Application of homotopy analysis method for natural
convection of Darcian fluid about a vertical full cone embedded in pours
media prescribed surface heat flux, Commun.
Nonlinear. Sci. Numer. Simulat., Vol. 15, pp.1691–1699.
[44]. Sharma, P. R. & Gurminder Singh. (2010).
Effects of variable thermal conductivity, viscous dissipation on steady
MHD
natural convection flow of low Prandtl fluid on an inclined porous plate
with Ohmic heating, Meccanica, Vol.45, pp.
237–247.
[45]. Singh, A. K. & Gorla, R. S. R. (2009). Free
convective heat and mass transfer with Hall current, Joule heating and
thermal
diffusion, Heat and Mass Transfer, Vol.45, pp. 1341-1349.
[46]. Umamaheswar, M. Varma, S. V. K. & Raju, M. C.
(2013). Unsteady MHD free convective visco-elastic fluid flow bounded
by an infinite inclined porous plate in the presence of heat source,
viscous dissipation and ohmic heating, International
Journal of Advanced Science and Technology, Vol. 61, pp. 39-52.
[47]. Bermudez, A., Munoz-Sola, R. & Vazquez, R.
(2010). Analysis of two stationary magneto hydrodynamics systems of
equations including Joule heating, J. Math. Anal. Appl., Vol.368,
pp.444–468.
[48]. Alam, M.S., Rahman, M.M. & Sattar, M.A. (2009).
On the effectiveness of viscous dissipation and Joule heating on
steady Magnetohydrodynamic heat and mass transfer flow over an inclined
radiate isothermal permeable surface in the
presence of thermophoresis, Commun Nonlinear Sci Numer Simulat, Vol. 14,
pp. 2132–2143.
[49]. Bikash Sahoo. (2009). Effects of partial slip,
viscous dissipation and Joule heating on Von Karman flow and heat
transfer
of an electrically conducting non-Newtonian fluid, Commun Nonlinear Sci
Numer Simulat, Vol.14, pp. 2982–2998.
[50]. Raju, K.V.S., Sudhakar Reddy, T., Raju, M.C., Satya
Narayana P.V. & Venkataramana, S. (2014). MHD convective flow
through porous medium in a horizontal channel with insulated and
impermeable bottom wall in the presence of viscous
dissipation and Joule heating, Ain Shams Engineering Journal, Vol.5,
pp.543–551.
