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典型文献
Rogue waves of a(3+1)-dimensional BKP equation
文献摘要:
We investigate certain rogue waves of a(3+1)-dimensional BKP equation via the Kadomtsev-Petviashili hierarchy reduction method.We obtain semi-rational solutions in the determinant form,which contain two special interactions:(i)one lump develops from a kink soliton and then fuses into the other kink one;(ii)a line rogue wave arises from the segment between two kink solitons and then disappears quickly.We find that such a lump or line rogue wave only survives in a short time and localizes in both space and time,which performs like a rogue wave.Furthermore,the higher-order semi-rational solutions describing the interaction between two lumps(one line rogue wave)and three kink solitons are presented.
文献关键词:
作者姓名:
Yu-Qiang Yuan;Xiao-Yu Wu;Zhong Du
作者机构:
Department of Mathematics,China University of Mining and Technology(Beijing),Beijing 100083,China;School of Science,Beijing Forestry University,Beijing 100083,China;Department of Mathematics and Physics,North China Electric Power University,Baoding 071003,China
引用格式:
[1]Yu-Qiang Yuan;Xiao-Yu Wu;Zhong Du-.Rogue waves of a(3+1)-dimensional BKP equation)[J].中国物理B(英文版),2022(12):248-253
A类:
Rogue,BKP,Petviashili,survives
B类:
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AB值:
0.493585
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