Table 3 Validation in view of numerical behavior for flow rates and temperature gradient when \(\emptyset_{1} = \emptyset_{2} = 0.0, \beta_{e} = 0.0, \alpha = 2.0, \beta_{i} = 0.0, \beta = 0.2, Pr = 0.7, Ec = 0.0,H_{s} = 0.0.\)

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

\(\lambda\)

Present work

Malik et al.54

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

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

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

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

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

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

0.0

0.6330341643

0.6153201962

0.4295412140

1.0253

0.6153

0.4295

1.0

2.2006812241

0.8492300251

0.6128301282

2.2007

0.8492

0.6121

10

8.5982303219

1.3993024924

1.009332492

8.5041

1.3990

1.0097

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