|
|||||
|
|
Consistent Riccati expansion for finding interaction solutions of (2+1)‐dimensional modified dispersive water‐wave system |
|
| Authors: | Jinfu Liang Xun Wang |
| Abstract: | A consistent Riccati expansion (CRE) is proposed to solve the (2+1)‐dimensional modified dispersive water‐wave (MDWW) system. It is proved that the MDWW system is CRE solvable. Furthermore, new exact interaction solutions, namely, soliton‐trigonometric waves, trigonometric waves‐soliton, soliton‐cosine periodic waves, and soliton‐cnoidal waves are explicitly derived. |
| Keywords: | consistent Riccati expansion soliton‐cnoidal wave solution soliton‐trigonometric wave solution (2+1)‐dimensional MDWW system |