Table 3.

Skin friction coefficient, Local Nusselt number and Sherwood number variation at $M=0.5,k=0.5,N=0.5,\lambda =0.1,{\theta }_w=1.2\text{and}Pr=15$.

$Nr$	$Sr$	$Df$	$Sc$	$Kr$	$H$	$\gamma$	$\left(1+\frac{1}{\gamma }\right)f^{\prime \prime }\left(0\right)$	$-\left(1+Nr{\theta }_w^3\right){\theta }^{\prime }\left(0\right)$	$-C^{\prime }\left(0\right)$
0.1	2	1	0.22	2	0.5	0.5	−2.848999	1.914061	0.209640
0.2							−2.849485	2.238677	0.197827
0.3							−2.849979	2.576070	0.185602
	2.1						−2.848036	1.862667	0.202047
	2.2						−2.847093	1.813360	0.195549
		1.1					−2.849751	1.886852	0.220177
		1.2					−2.850454	1.8598425	0.2313255
			0.3				−2.851298	1.818272	0.212163
			0.4				−2.853238	1.702633	0.176421
				2.1			−2.850023	1.947644	0.219386
				2.2			−2.851018	1.9808965	0.228800
					0.6		−2.850075	2.015436	0.1753032
					0.7		−2.850955	2.111142	0.142445
						0.6	−2.683765	1.919038	0.207416
						0.7	−2.559448	1.923065	0.205632