[1] Song, X., Williams,W. R., Schmidt, L. D., Aris, R., Bifurcation behavior in homogeneous-heterogeneous combustion: II. Computations for stagnation-point flow, Combustion Flame, 84(3-4), 1991, 292-311.
[2] Ikeda, H., Libby, P.A., Williams, F.A., Catalytic combustion of hydrogen-air mixtures in stagnation flows. Combustion Flame, 93, 1993, 138-148,.
[3] Williams,W.R., Stenzel,M.T., Song, X., Schmidt, L.D., Bifurcation behavior in homogeneous-heterogeneous combustion. I. Experimental results over platinum, Combustion Flame, 84, 1991, 277-291.
[4] Kameswaran,P.K., Shaw,S., Sibanda, P., Murthy, P.V.S.N., Homogeneous-heterogeneous reactions in a nanofluid flow due to a porous stretching sheet, Int J Heat Mass Transfer, 57(2), 2013, 465-472.
[5] Hayat, T., Akram,J., Alsaedi, A., Zahir, H., Endoscopy and homogeneousheterogeneous reactions inMHD radiative peristaltic activity of Ree-Eyring fluid, Results in Physics, 8, 2018, 481-488.
[6] Rahman,R. G. A. Khadar, M. M., Megahed, A. M., Melting phenomenon in magnetohydrodynamics steady flow and heat transfer over a moving surface in the presence of thermal radiation, Chin Phys B, 22, 2013, 030202.
[7] Mostafa, A., Mahmoud, A., Heat and mass transfer in stagnation-point flow towards a vertical stretching sheet embedded in a porous medium with variable fluid properties and surface slip velocity. Chem Eng Commun, 200, 2012, 543-62.
[8] Hsiao, K.L., To promote radiation electrical MHD activation energy thermal extrusion manufacturing system efficiency by using Carreau-Nanofluid with parameters control method, Energy, 130, 2017, 486-499.
[9] Hsiao, K.L., Combined Electrical MHD Heat Transfer Thermal Extrusion System Using Maxwell Fluid with Radiative and Viscous Dissipation Effects, Applied Thermal Engineering, doi: 10.1016/j.applthermaleng.2016.08.208.
[10] Hsiao, K.L., Micropolar nanofluid flow with MHD and viscous dissipation effects towards a stretching sheet with multimedia feature, International Journal of Heat and Mass Transfer, 112, 2017, 983-990.
[11] Hsiao, K.L., Stagnation electrical MHD nanofluid mixed convection with slip boundary on a stretching sheet, Applied Thermal Engineering, 98, 2016, 850-861.
[12] Mukhopadhyay, S., Effects of thermal radiation and variable fluid viscosity on stagnation point flow past a porous stretching sheet, Meccanica, 48, 2013, 1717-1730.
[13] Rostami,M., Dinarv, S., Pop, I., Dual solutions for mixed convective stagnation-point flow of an aqueous silica–alumina hybrid nanofluid. Chinese Journal of Physics, 56(5), 2018, 2465-2478.
[14] Akbar, N.S., Nadeem, S., UlHaq, R., Shiwei, Ye, MHD stagnation point flow of Carreau fluid toward a permeable shrinking sheet: Dual solutions, Ain Shams Engineering Journal, 5(4), 2014, 1233-1239.
[15] Elnajjar, E.J., Qasem, M. A., Fathi, M.A., Unsteady flow and heat transfer characteristics of fluid flow over a shrinking permeable infinite long cylinder, Journal of Heat Transfer, 138(9), 2016, 091008.
[16] Mondal, H., Almakki, M., Sibanda, P., Dual solution for three-dimensional MHD nanofluid flow with entropy generation, Journal of Computational Design and Engineering, doi: 10.1016/j.jcde.2019.01.003.
[17] Al Sakkaf, L.Y., Qasem, M.A., Al Khawaja, U.A., A Numerical Algorithm for Solving Higher-Order Nonlinear BVPs with an Application on Fluid Flow over a Shrinking Permeable Infinite Long Cylinder, Complexity, 2018, 2018, 1-11.
[18] RehmanI K,U., Shahzadi, M.Y., Qasem M.A., Mostafa, Z., On heat transfer in the presence of nano-sized particles suspended in a magnetized rotatory flow field, Case Studies in Thermal Engineering, 14, 2019, 100457.
[19]Rehman, K.U., Qasem, M. A., Malik, M. Y., Symmetry analysis on thermally magnetized fluid flow regime with heat source/sink, Case Studies in Thermal Engineering, 14, 2019, 100452.
[20] Vishnu, G. N., Qasem, M.A., SaraAl, F., Shymaa, D., Riga–Plate flow of γ Al2O3-water/ethylene glycol with effective Prandtl number impacts, Heliyon, 5(5), 2019, 01651.
[21] Ganesh, N. V., Qasem M. A., Ali J. C., A numerical investigation of Newtonian fluid flow with buoyancy, thermal slip of order two and entropy generation, Case Studies in Thermal Engineering, 13, 2019, 100376.
[22] Ganesh, N.V., Kameswaran, P. K., Al-Mdallal, Q.M., Hakeem, A. K. A., Ganga, B., Non-Linear thermal radiative marangoni boundary layer flow of gamma Al2O3 nanofluids past a stretching sheet, Journal of Nanofluids, 7(5), 2018, 944-950.
[23] Ganesh, N. V., Qasem M. A., Kameswaran, P. K., Numerical study of MHD effective Prandtl number boundary layer flow of Al2O3 nanofluids past a melting surface, Case Studies in Thermal Engineering, 13, 2019, 100413.
[24] Ganesh, N. V., Hakeem, A. A., Ganga. B., Darcy–Forchheimer flow of hydromagnetic nanofluid over a stretching/shrinking sheet in a thermally stratified porous medium with second order slip, viscous and Ohmic dissipations effects, Ain Shams Engineering Journal, 9(4), 2018, 939-951.
[25] Das, S., Mondal, H., Kundu, P.K., Sibanda, P., Spectral quasilinearization method for Casson fluid with homogeneous-heterogeneous reaction in presence of nonlinear thermal radiation over an exponential stretching sheet, Multidiscipline Modeling in Materials and Structures, 15(2), 2019, 398-417.
[26] Sithole, H.,Mondal, H., Magagul, V.M.,Sibanda, P., Motsa, S., Bivariate spectral local linearisation method (BSLLM) for unsteady MHD micropolar-nanofluids with homogeneous-heterogeneous chemical reactions over a stretching surface, International Journal of Applied and Computational Mathematics, 5, 2019, 5-12
[27] Mondal, H., Mishra, S., Kundu, P.K., Sibanda, P., Entropy generation of variable viscosity and thermal radiation on magneto nanofluid flow with dusty fluid, Journal of Applied and Computational Mechanics, 6(1), 2020, 171-182.
[28] Pal, D., Mondal, S., Mondal,H., Entropy generation on MHD Jeffrey nanofluid over a stretching sheet with nonlinear thermal radiation using spectral quasilinearization Method, International Journal of Ambient Energy, 2019,doi: 10.1080/01430750.2019.1614984.
[29] Wang, C.Y., Stagnation flow towards a shrinking sheet, Int J Non-Linear Mech, 43, 2008, 377-382.
[30] Ishak, A., Lok, Y.Y., Pop, I., Stagnation point flow over a shrinking sheet in a micropolar fluid, Chem Eng Commun, 197, 2010, 1417-1427.
[31] Shaw,S., Kameswaran, P. K., Sibanda, P., Homogeneous-heterogeneous reactions in micropolar fluid flow from a permeable stretching or shrinking sheet in a porous medium, Boundary Value Problems, 77, 2013, 1-10.
[32] Rosali, H., Ishak, A., Pop.I., Micropolar fluid flow towards a stretching/shrinking sheet in a porous medium with suction, Int Commun Heat Mass Transf, 39, 2012, 826-829.
[33] Bhattacharyya, K., Dual solutions in boundary layer stagnation-point flow and mass transfer with chemical reaction past a stretch-ing/shrinking sheet, Int Communications in Heat and Mass Transfer, 38, 2011, 917-922.