International Journal of Engineering Mathematics / 2016 / Article / Tab 4

Research Article

Numerical Solution of the Blasius Viscous Flow Problem by Quartic B-Spline Method

Table 4

Comparison of between some numerical results and our results using different values of .

DTM [11] LTNHPM [7] Howarth (RK4)Proposed method

0.00.332060.332060.332060.332060.332060.33206
0.20.331980.331980.331990.331950.331970.33198
0.40.331470.331470.331470.331400.331450.33147
0.60.330080.330080.330080.329970.330050.33008
0.80.327390.327390.327390.327250.327350.32739
1.00.323010.323010.323010.322840.322970.32301
1.20.316590.316590.316590.316410.316540.31659
1.40.307860.307860.307870.307670.307820.30786
1.60.296660.296660.296670.296480.296620.29666
1.80.282930.282930.282930.282760.282890.28293
2.00.266750.266750.266750.266620.266720.26675
2.20.248350.248350.248350.248260.248330.24835
2.40.228090.228090.228090.228050.228080.22809
2.60.206450.206450.206460.206470.206460.20645
2.80.184010.184010.184010.184080.184020.18401
3.00.161360.161360.161360.161480.161390.16136
3.20.139130.139130.139130.139280.139170.13913
3.40.117880.117880.117880.118050.117920.11788
3.60.098090.098090.098090.098270.098130.09809
3.80.080130.080140.080130.080300.080170.08013
4.00.064230.064360.064240.064380.064270.06423
4.20.050520.051310.050520.050640.050550.05052
4.40.038970.043600.038970.039060.038990.03897
4.60.029480.054460.029480.029540.029500.02948
4.80.021870.146720.021870.021900.021880.02187
5.00.015910.598210.015910.015910.015910.01591

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