References
References
- Kaya , D . 2004 . A numerical simulation of solitary-wave solutions of the generalized long-wave equation . Applied Mathematics and Computation , 149 ( 3 ) : 833 – 841 .
- Kaya , D and El-Sayed , SM . 2003 . An application of the decomposition method for the generalized KdV and RLW equations . Chaos, Solitons and Fractals , 17 : 869 – 877 .
- Gardner , LRT , Gardner , G and Geyikli , T . 1994 . The boundary forced MKdV equation . Journal of Computational Physics , 11 : 5 – 12 .
- Raslan KR 1999 Numerical methods for partial differential equations PhD thesis, Al-Azhar University Cairo Egypt
- Raslan , KR . 2004 . A computational method for the equal width equation . International Journal of Computer Mathematics , 81 ( 1 ) : 63 – 72 .
- Zaki , SI . 2000 . A least-squares finite element scheme for the EW equation . Computational Methods in Applied Mechanics and Engineering , 189 : 587 – 594 .
- Zaki , SI . Solitary waves induced by the boundary forced EW equation . Computational Methods in Applied Mechanics and Engineering , 190 4881 – 4887 .
- Peregrine , DH . 1966 . Calculations of the development of an undular bore . Journal of Fluid Mechanics , 25 : 321 – 330 .
- Peregrine , DH . 1967 . Long waves on a Beach . Journal of Fluid Mechanics , 27 : 815 – 827 .
- Benjamin , TB , Bona , JL and Mahony , JJ . 1972 . Model equations for waves in nonlinear dispersive systems . Philosophical Transactions of the Royal Society of London , 227 : 47 – 48 .
- Bona JL Pritchard WG Scott LR 1983 A comparison of solutions of two model equations for long waves In: Norman R. Lebovitz (Ed.) Fluid Dynamics in Astrophysics and Geophysics. Lectures in Applied Mathematics, pp. 235–267
- Bona , JL , Pritchard , WG and Scott , LR . 1981 . An evaluation for water waves . Philosophical Transactions of the Royal Society of London , A302 : 457 – 510 .
- Gardner , LRT and Gardner , GA . 1992 . Solitary waves of the equal width wave equation . Journal of Computational Physics , 101 : 218 – 223 .
- Zaki , SI . 2000 . Solitary wave interactions for the modified equal width equation . Computer Physics Communications , 126 : 219 – 231 .