REFORMULASI DARI SOLUSI 3-SOLITON UNTUK PERSAMAAN KORTEWEG-de VRIES

Mustikaningsih, Dian and Sutimin, Sutimin (2002) REFORMULASI DARI SOLUSI 3-SOLITON UNTUK PERSAMAAN KORTEWEG-de VRIES. JURNAL MATEMATIKA KOMPUTER . ISSN 1410-8518

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Abstract

The solution of 3-soliton for Korteweg-de Vries (KdV) equation can be obtained by the Hirota Method. The reformulation of the 3-soliton solution was represented as the superposition of the solution of each individual soliton. Moreover, the asymptotic form of 3-soliton solution was obtained by limiting of the t parameter. The phase shift of each individual soliton are analysed in detail based its asymptotic form. The results of the analysis shown that the first soliton always have a phase shift called forward, the second soliton have some possibility (there is no phase shift, have a forward phase shift, or have a backward phase shift), and for the third soliton always have a phase shift called backward

Item Type:Article
Uncontrolled Keywords:Soliton, fase, soliter
Subjects:Q Science > QA Mathematics
Divisions:Faculty of Science and Mathematics > Department of Mathematics
ID Code:2931
Deposited By:Mr. Matematika Admin
Deposited On:22 Dec 2009 15:44
Last Modified:22 Dec 2009 15:44

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