Table 4 Computational values of \(Sh{\text{Re}}_{x}^{ - 0.5}\) for several values of \(N_{t} ,N_{b} ,K_{2} ,S_{c}\) when \(\beta = \omega = Ha = \lambda = \delta_{v} = 0.5,Pr = 2,K_{1} = 0.6D = H = 0.1,\delta_{T} = 0.3,\gamma = 0.7,K = 1 = E,n = 0.1.\)

From: Impact of Newtonian heating and Fourier and Fick’s laws on a magnetohydrodynamic dusty Casson nanofluid flow with variable heat source/sink over a stretching cylinder

\(N_{t}\)

\(N_{b}\)

\(K_{2}\)

\(S_{c}\)

\(- Sh{\text{Re}}_{x}^{ - 0.5}\)

0.4

0.1

0.6

0.9

1.3723983

0.8

   

1.4531997

1.2

   

1.5603562

 

0.3

  

1.3249224

 

0.6

  

1.3289993

 

0.9

  

1.3358140

  

0.4

 

1.2902609

  

0.7

 

1.3079720

  

1

 

1.3269492

   

1

1.3725206

   

1.2

1.4589388

   

1.4

1.5399508

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