Table 5 Evaluation of \(- \theta^{\prime}\left( 0 \right)\) with varied Prandtl number, \(\phi = 0\), \(\phi_{hnf} = 0\), \(\lambda = 0\), \({\Upsilon } = 0\), \(M = 0\), \(N_{r} = 0\), \(E_{c} = 0\),\(S = 0\) and \(B_{i} = 0\).

From: RETRACTED ARTICLE: A brief comparative examination of tangent hyperbolic hybrid nanofluid through a extending surface: numerical Keller–Box scheme

\(Pr\)

Ref.56

Ref.57

Ref.58

Ref.59

Present

72 × 10–2

08,086 × 10–4

08,086 × 10–4

080,863,135 × 10–8

080,876,122 × 10–8

080,876,181 × 10–8

1 × 100

1 × 100

1 × 100

1 × 100

1 × 100

1 × 100

3 × 100

19,237 × 10–4

19,236 × 10–4

192,368,259 × 10–8

192,357,431 × 10–8

192,357,420 × 10–8

7 × 100

30,723 × 10–4

30,722 × 10–4

307,225,021 × 10–8

307,314,679 × 10–8

307,314,651 × 10–8

10 × 100

37,207 × 10–4

37,006 × 10–4

372,067,390 × 10–8

372,055,436 × 10–8

372,055,429 × 10–8