| Summary: | The study is focusing on the steady boundary layer flow, heat and mass transfer passing
through stretching/shrinking sheet immersed in nanofluid in the presence of the second
order slip velocity and thermal convective at the boundary. The governing partial differential equations are converted into ordinary differential equations by applying the similarity
variables before being solved computationally using bvp4c function in Matlab software.
The results of skin friction, heat transfer as well as mass transfer coefficient on the governing parameter such as the first order slip parameter, the second order slip parameter, Biot
number, Brownian motion parameter and thermopherosis parameter are shown graphically
in the discussion. The dual solutions exist in all range of stretching and shrinking parameter. Therefore the stability analysis is performed and concluded that the first solution is
stable and physically relevant while the second solution acts in opposite way.
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