Two-Dimensional Nonlinear Interaction of Solitary Waves in Shallow Water - Collections | Kyushu University Library

＜departmental bulletin paper＞
Two-Dimensional Nonlinear Interaction of Solitary Waves in Shallow Water

Creator	Author PID L002990 Creator Name 田中, 雅彦 Tanaka, Masahiko タナカ, マサヒコ Affiliation Affiliation Name 九州大学大学院総合理工学府 Interdisciplinary Graduate School of Engineering Science, Kyushu University
	Author PID K000518 Creator Name 辻, 英一 Tsuji, Hidekazu ツジ, ヒデカズ Affiliation Affiliation Name 九州大学応用力学研究所 Research Institute for Applied Mechanics, Kyushu University
	Author PID K001818 Creator Name 及川, 正行 Oikawa, Masayuki オイカワ, マサユキ Affiliation Affiliation Name 九州大学応用力学研究所 Research Institute for Applied Mechanics, Kyushu University
Language	Japanese
Publisher	Research Institute for Applied Mechanics, Kyushu University
Publisher	九州大学応用力学研究所
Date	2010-09
Source Title	Reports of Research Institute for Applied Mechanics, Kyushu University
Vol	139
First Page	95
Last Page	98
Publication Type	Version of Record
Access Rights	open access
JaLC DOI	https://doi.org/10.15017/27091
Abstract	Two-dimensional interaction of solitary waves in shallow water is studied with numerical simulation of a Boussinesq system of equations. Two different types of solution are found according as the inci...dent angle ψ is large or small. The maximal displacement η_max of the surface depends on the angle ψ and the dimensionless amplitude η_0 of initial solitary waves. The value of η_max matches with the analytical result of Kadomtsev-Petviashvili (KP) equation qualitatively as ψ is small, but does not ψ is large.show more

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PISSN	1345-5664
NCID	AA11459359
Record ID	27091
Peer-Reviewed	Unrefereed
Subject Terms	shallow water
	solitary wave
	Boussinesq system of equations
	Kadomtsev-Petviashvili equation
Type	紀要論文
Created Date	2013.08.24
Modified Date	2023.02.27