A Novel Numerical Technique for Two-Dimensional Laminar Flow between Two Moving Porous Walls

Table 4

Comparison of the numerical results against the SHAM approximate solutions for $F^{\prime \prime }(1)$ when $\mathrm{Re}=2$ with $N=60$ and $\hslash =-1$ for different values of $\alpha$.

$\alpha$	1st order	2nd order	3rd order	4th order	Numerical
−2.5	−4.5258487	−4.5258506	−4.5258505	−4.5258505	−4.5258505
−2.0	−4.1673848	−4.1673892	−4.1673892	−4.1673892	−4.1673892
−1.5	−3.8209704	−3.8209740	−3.8209740	−3.8209740	−3.8209740
−1.0	−3.4873966	−3.4873982	−3.4873982	−3.4873982	−3.4873982
−0.5	−3.1674332	−3.1674334	−3.1674334	−3.1674334	−3.1674334
0.0	−2.8618116	−2.8618116	−2.8618116	−2.8618116	−2.8618116
0.5	−2.5712067	−2.5712055	−2.5712055	−2.5712055	−2.5712056
1.0	−2.2962176	−2.2962075	−2.2962076	−2.2962076	−2.2962076
1.5	−2.0373492	−2.0373088	−2.0373092	−2.0373092	−2.0373092
2.0	−1.7949940	−1.7948795	−1.7948810	−1.7948810	−1.7948810
2.5	−1.5694172	−1.5691503	−1.5691557	−1.5691556	−1.5691556