Table 10 Variation in Nusselt number with temperature ratio, thermal radiation and Prandtl number.

From: SOR-Based numerical modeling of hybrid nanofluid flow over a rotating disk with magneto–nonlinear radiation and arrhenius activation energy considering shape factors

\(\varepsilon\)

\(Rd\)

\(\left( {\text{Re}} \right)^{ - 0.5} Nu_{r}\)

\(\Pr\)

\(\left( {\text{Re}} \right)^{ - 0.5} Nu_{r}\)

\(Ec\)

\(\left( {\text{Re}} \right)^{ - 0.5} Nu_{r}\)

0.5

0.1

3.317034

2.2

0.927698

0.5

2.728334

 

0.3

3.924733

3.2

1.283692

1.0

2.723202

 

0.5

4.498376

4.2

1.650691

1.5

2.718071

 

0.7

5.041035

5.2

2.019679

2.0

2.712940

 

0.9

5.555636

6.2

2.388209

2.5

2.707809

0.6

0.1

3.278617

2.2

0.919630

0.5

2.412717

 

0.3

3.795773

3.2

1.271784

1.0

2.408293

 

0.5

4.264733

4.2

1.635021

1.5

2.403869

 

0.7

4.692472

5.2

2.000280

2.0

2.399446

 

0.9

5.084889

6.2

2.365110

2.5

2.395022

0.7

0.1

3.226533

2.2

0.911562

0.5

2.143253

 

0.3

3.629750

3.2

1.259876

1.0

2.139434

 

0.5

3.977436

4.2

1.619349

1.5

2.135615

 

0.7

4.281116

5.2

1.980880

2.0

2.131796

 

0.9

4.549529

6.2

2.342011

2.5

2.127977

0.8

0.1

3.159833

2.2

0.903495

0.5

1.914354

 

0.3

3.430538

3.2

1.247968

1.0

1.911049

 

0.5

3.651106

4.2

1.603667

1.5

1.907744

 

0.7

3.835302

5.2

1.961481

2.0

1.904438

 

0.9

3.992471

6.2

2.318912

2.5

1.901134

0.9

0.1

3.078229

2.2

0.895427

0.5

1.720452

 

0.3

3.205088

3.2

1.236060

1.0

1.717582

 

0.5

3.303917

4.2

1.587985

1.5

1.714713

 

0.7

3.384248

5.2

1.942076

2.0

1.711843

 

0.9

3.451933

6.2

2.295812

2.5

1.708974

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