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Exact N-envelope-soliton solutions of the Hirota equation

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Exact N-envelope-soliton solutions of the Hirota equation

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Title: Exact N-envelope-soliton solutions of the Hirota equation
Author: Shu, Jian Jun
Copyright year: 2003
Abstract: We discuss some properties of the soliton equations of the type ∂u/∂t = S[u, ū], where S is a nonlinear operator differential in x, and present the additivity theorems of the class of the soliton equations. On using the theorems, we can construct a new soliton equation through two soliton equations with similar properties. Meanwhile, exact N-envelope-soliton solutions of the Hirota equation are derived through the trace method.
Subject: DRNTU::Engineering::Mathematics and analysis.
Type: Journal Article
Series/ Journal Title: Optica applicata
School: School of Mechanical and Aerospace Engineering

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