Table 4 Numerical impacts of skin friction coefficients and heat transfer rate versus \(\beta_{e} , \beta_{i} , H_{s}\) and \(M\) when \(\emptyset_{1} = 0.002,\emptyset_{2} = 0.0075, \lambda = 2.0, \beta_{i} = 0.01, \beta = 0.3, Pr = 206, Ec = 2.2.\)

From: Modeling of three dimensional Prandtl hybrid nano-material over a heated rotating cone involving hall and ion slip currents via finite element procedure

Change in parameters

 

\(\left( {Re} \right)^{\frac{1}{2}} C_{f}\)

\(\left( {Re} \right)^{\frac{1}{2}} C_{g}\)

\(\left( {Re} \right)^{\frac{1}{2}} NU\)

\(M\)

0.0

0.5553481694

1.748625433

0.7829754254

0.3

0.6552943007

1.754302238

0.7237240327

0.6

0.7551674911

1.783088915

0.7161334864

\(\beta_{e}\)

0.0

0.5553328293

1.748062602

0.7831495083

0.4

0.4553404122

1.648160325

0.8830709949

0.8

0.3553430627

1.628288537

0.9830395354

\(H_{s}\)

-1.8

0.5160815058

1.659381887

0.794817722

0.4

0.4011296359

1.518494450

0.674217273

0.8

0.3943834879

1.509256446

0.410370366

\(\beta_{i}\)

0.0

0.5555095192

1.746942157

0.7606163594

0.5

0.4555101361

1.647591937

0.8606106152

1.7

0.3555110713

1.617968095

0.9605989369