Brownian motion and thermophoresis effects on unsteady stagnation point flow of Eyring-Powell nanofluid: a Galerkin approach

Z H Khan,M Usman,T Zubair,M Hamid,R U Haq

Table 1. Comparison of the results achieved from the Galerkin method for $f^{\prime\prime} \left(0\right)$ and $\theta ^{\prime} \left(0\right)$ in the case of assisting flow when ${\rm{\Lambda }}=Nt=Nb=M=A={\lambda }_{f}=R={\lambda }_{\theta }=0$ and for various values of the Prandtl number.

[16] [17] Galerkin approach Pr $f^{\prime\prime} \left(0\right)$ $\theta ^{\prime} \left(0\right)$ $f^{\prime\prime} \left(0\right)$ $\theta ^{\prime} \left(0\right)$ $f^{\prime\prime} \left(0\right)$ $\theta ^{\prime} \left(0\right)$ 0.72 0.3645 1.0931 0.364 49 1.093 31 0.364 49 1.093 11 6.8 0.1804 3.2902 0.180 42 3.289 57 0.180 42 3.289 57 20 0.1175 5.6230 0.117 50 5.620 14 0.117 50 5.620 14 40 0.0873 7.9463 0.087 24 7.938 31 0.087 24 7.938 32 60 0.0729 9.7327 0.072 84 9.718 01 0.072 84 9.717 99 80 0.0640 11.2413 0.063 94 11.218 75 0.063 94 11.218 76 100 0.0578 12.5726 0.057 73 12.541 13 0.057 73 12.541 15