Research Article
On the Use of Recursive Evaluation of Derivatives and Padé Approximation to Solve the Blasius Problem
Table 2
Padé approximants compared.
| | Present | |
Ahmad and Albarakati [11] |
| 12 | 0.463256776 | 2 | 0.463257 | 24 | 0.468060891 | 4 | 0.468061 | 36 | 0.468956035 | 6 | 0.468956 | 48 | 0.469256787 | 8 | 0.468997 | 60 | 0.469390186 | 10 | 0.469025 | 72 | 0.469459891 | 12 | 0.469051 | 84 | 0.469500493 | 14 | 0.469075 | 96 | 0.469526045 | 16 | 0.469097 | 108 | 0.469543087 | 18 | 0.469118 | 120 | 0.469554976 | 20 | 0.469124 | 132 | 0.469563577 | 22 | 0.469977 | 138 | 0.469567005 | 23 | 0.474672 | 144 | 0.469569990 | 24 | Unavailable |
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