Abstract and Applied Analysis / 2014 / Article / Tab 6

Research Article

An Efficient Approach to Numerical Study of the MRLW Equation with B-Spline Collocation Method

Table 6

Comparison of the invariants for the interaction of two solitary waves with results from [30] with , in the region .

Present method [30]
CPU Time

0 11.4676 14.6292 22.8803 11.4677 14.6291 22.8806
2 11.4678 14.6282 22.8812 0.209 s 11.4677 14.6292 22.8807
4 11.4679 14.6282 22.8812 0.413 s 11.4677 14.6292 22.8807
6 11.4681 14.6181 22.8914 1.101 s 11.4677 14.6295 22.8806
8 11.4675 14.1393 23.3702 1.219 s 11.4677 14.6451 22.8454
10 11.4674 14.0502 23.4592 1.421 s 11.4677 14.5963 22.8913
12 11.4685 14.6817 22.8278 2.027 s 11.4677 14.6287 22.8814
14 11.4687 14.6649 22.8446 2.228 s 11.4677 14.6295 22.8807
16 11.4688 14.6459 22.8635 2.432 s 11.4677 14.6294 22.8808
18 11.4690 14.6370 22.8725 3.004 s 11.4677 14.6293 22.8809
20 11.4691 14.6331 22.8763 3.239 s 11.4677 14.6292 22.8809
20 [6] 11.4677 14.6299 22.8806
20 [34] 11.4677 14.5830 22.6965
20 [35] MQ 11.4676 14.5830 22.6965
20 [35] IMQ 11.4676 14.5830 22.6965
20 [35] IQ 11.4676 14.5830 22.6965
20 [35] GA 11.4676 14.5830 22.6965
20 [35] TPS 11.4677 14.5824 22.6942
20 [36] 11.4691 14.6331 22.8764