Tiong, Wei King and Ong, Chee Tiong and Isa, Mukheta (2006) Twosoliton solutions of the Kadomtsevpetviashvili equation. Jurnal Teknologi (44C). pp. 2332. ISSN 01283790

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Official URL: http://www.penerbit.utm.my/onlinejournal/44/C/JTJU...
Abstract
Several findings on soliton solutions generated by the KadomtsevPetviashvili (KP) equation were discussed in this paper. This equation is a two dimensional of the Kortewegde Vries (KdV) equation. Traditional grouptheoretical approach can generate analytic solution of solitons because KP equation has infinitely many conservation laws. By using Hirota Bilinear method, we show via computer simulation how two solitons solution of KP equation produces triad, quadruplet and a nonresonance structures in soliton interactions
Item Type:  Article 

Additional Information:  C (Sains & Matematik) 
Uncontrolled Keywords:  soliton, Hirota Bilinear method, Kortewegde Vries, KadomtsevPetviashvili equations 
Subjects:  Q Science > QA Mathematics 
Divisions:  Science 
ID Code:  5424 
Deposited By:  Ms Zalinda Shuratman 
Deposited On:  19 Jun 2008 01:00 
Last Modified:  15 Oct 2010 09:05 
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