Table 8 Sensitivity analysis with A = 0 and all combination of magnetic parameter and suction parameter for skin friction coefficients \(C_{fr} Re_{r}^{1/2}\) , \(C_{{g\theta^{*} }} Re_{r}^{1/2}\) and the local Nusselt number \(\;Nu_{r} Re_{r}^{ - 1/2}\) is presented.

B

C

Sensitivity

\(\frac{{\partial {\text{(C}}_{{{\text{fr}}}} {\text{Re}}_{r}^{1/2} )}}{\partial A}\)

\(\frac{{\partial {\text{(C}}_{{{\text{fr}}}} {\text{Re}}_{r}^{1/2} )}}{\partial B}\)

\(\frac{{\partial {\text{(C}}_{{{\text{fr}}}} {\text{Re}}_{r}^{1/2} )}}{\partial B}\)

\(\frac{{\partial {\text{(C}}_{{{\text{g}}\theta }} {\text{Re}}_{r}^{1/2} )}}{\partial A}\)

\(\frac{{\partial {\text{(C}}_{{{\text{g}}\theta }} {\text{Re}}_{r}^{1/2} )}}{\partial B}\)

\(\frac{{\partial {\text{(C}}_{{{\text{g}}\theta }} {\text{Re}}_{r}^{1/2} )}}{\partial C}\)

\(\frac{{\partial {\text{(N}}_{{{\text{u}}_{{\text{r}}} }} {\text{Re}}_{r}^{1/2} )}}{\partial A}\)

\(\frac{{\partial {\text{(N}}_{{{\text{u}}_{{\text{r}}} }} {\text{Re}}_{r}^{1/2} )}}{\partial B}\)

\(\frac{{\partial {\text{(N}}_{{{\text{u}}_{{\text{r}}} }} {\text{Re}}_{r}^{1/2} )}}{\partial C}\)