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Abstract and Applied Analysis
/
2013
/
Article
/
Tab 1
Research Article
A Novel Method for Solving KdV Equation Based on Reproducing Kernel Hilbert Space Method
Table 1
The exact solution of Example
10
for initial condition at
,
.
0.1
0.2
0.3
0.4
0.5
0.6
0.1
1.830273924
1.269479180
0.718402632
0.36141327
0.17121984
0.07882210
0.2
1.922085966
1.423155525
0.839948683
0.43230491
0.20711674
0.09585068
0.3
1.980132581
1.572895466
0.973834722
0.51486639
0.25001974
0.11644607
0.4
2
1.711277572
1.118110335
0.61003999
0.30105415
0.14130164
0.5
1.980132581
1.830273924
1.269479180
0.71840263
0.36141327
0.17121984
0.6
1.922085966
1.922085966
1.423155525
0.83994868
0.43230491
0.20711674