Table 10 Sensitivity of \({Re}_{x}^{-1/2}{Sh}_{x}\) with response variables setting \({S}_{r}=0\).

From: Statistical analysis for heat transfer optimization of magnetohydrodynamics trihybrid nanofluid over a convectively heated Riga surface

\(\phi\)

\({E}_{A}\)

\(\frac{\partial \left({Re}_{x}^{-1/2}{Sh}_{x}\right)}{\partial {S}_{r}}\)

\(\frac{\partial \left({Re}_{x}^{-1/2}{Sh}_{x}\right)}{\partial \phi }\)

\(\frac{\partial \left({Re}_{x}^{-1/2}{Sh}_{x}\right)}{\partial {E}_{A}}\)

\(-1\)

\(-1\)

0.1023

\(-\) 0.1470

0.1234

 

0

0.1835

\(-\) 0.1580

0.1365

 

1

0.1233

\(-\) 0.1438

0.1420

0

\(-1\)

0.1744

0.1688

0.1639

 

0

0.1306

0.1357

0.1359

 

1

0.1825

0.1656

0.1740

1

\(-1\)

0.1744

0.1890

0.1424

 

0

0.1445

0.1096

0.1742

 

1

0.1439

0.1495

0.1706