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Figure/Table detail
Interactions of Lump and Solitons to Generalized (2+1)-Dimensional Ito Systems*
Xuan Du,Sen-Yue Lou
Communications in Theoretical Physics
, 2019, 71(
6
): 633-639. DOI:
10.1088/0253-6102/71/6/633
Fig.2
(Color online) The evolution plot of the interaction of the lump and a stripe soliton with parameters selections in Eqs. (23) and (24) at times (a) $t=-8$, (b) $t=-1$, (c) $t=0$ and (d) $t=5$ respectively.
Other figure/table from this article
Fig.1
(Color online) The exhibition of the lump solution to $(2+1)$-dimensional Ito equation. (a) shows the lump structure at $t=0$. (b) is the projective density plot of $u$ at $t=0$. (c) shows the lump solution is moving along the straight line with a constant speed at different $t=-60$, $t=0$, and $t=60$. (d) shows the wave height in $y=0$ for $t=0$ in red, $t=-5$ in green, and $t=5$ in the blue.
Fig.3
(Color online) The evolution plot of the interaction of the lump and a pair of stripe solitons with parameters selections in Eq. (23) and (24) at times (a) $t=-6$, (b) $t=-2$, (c) $t=0$ and (d) $t=2$ (e) $t=8$.