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

Table 3

Comparison of the numerical results against the SHAM approximate solutions for $F^{\prime \prime }(1)$ when $\alpha =-1$ with $\mathrm{Re}=10$ and $\hslash =-1$ for different values of $N$.

$N$	0th order	1st order	2nd order	3rd order	4th order	Numerical
10	−2.7059921	−2.7064302	−2.7064302	−2.7064302	−2.7064302	−2.7060557
15	−2.7056141	−2.7060549	−2.7060550	−2.7060549	−2.7060549	−2.7060557
20	−2.7056150	−2.7060556	−2.7060557	−2.7060557	−2.7060557	−2.7060557
30	−2.7056150	−2.7060556	−2.7060557	−2.7060557	−2.7060557	−2.7060557
40	−2.7056150	−2.7060556	−2.7060557	−2.7060557	−2.7060557	−2.7060557
60	−2.7056150	−2.7060556	−2.7060557	−2.7060557	−2.7060557	−2.7060557