Mixed Convection on the Stagnation Point Flow Toward a Vertical, Continuously Stretching Sheet

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Boundary layer flow and heat transfer over a stretching sheet with Newtonian heating (2010, methodology): “(7) and (8) to a first-order system, write the difference equations using central differences, linearize the resulting algebraic equations by Newton’s method, and write them in the matrix-vector form, solve the linear system by the block triadiagonal elimination technique (see Ishak et al. (2008a,b)”
MHD effects on heat transfer over stretching sheet embedded in porous medium with variable viscosity, viscous dissipation and heat source/sink (2014, unknown): “[7–9], Mahapatra et al.”
MHD stagnation-point flow towards a stretching sheet with prescribed surface heat flux (2009, methodology): “…be obtained by integrating (8) with respect to η and applying the appropriate boundary conditions (9), which gives: (17) In fact, n = -1 is only possible for the prescribed surface temperature case, and it represents stretching surface subject to an adiabatic situation (Ishak et al. 2007, 2008d).”