The Multisoliton Solutions of the KP Equation with Self-consistent Sources

Shu-fang Deng; Deng-yuan Chen; Da-jun Zhang

doi:10.1143/jpsj.72.2184

Journal of the Physical Society of Japan

Online ISSN : 1347-4073
Print ISSN : 0031-9015
ISSN-L : 0031-9015

The Multisoliton Solutions of the KP Equation with Self-consistent Sources

Shu-fang Deng, Deng-yuan Chen, Da-jun Zhang

Author information

Keywords: KP equation with self-consistent sources, Hirota’s method, Wronskian technique, coincidence

JOURNAL RESTRICTED ACCESS

2003 Volume 72 Issue 9 Pages 2184-2192

DOI https://doi.org/10.1143/jpsj.72.2184

Details

Abstract

The KP equation with self-consistent sources is derived through the linear problem of the KP system. The multisoliton solutions for the KP equation with self-consistent sources are obtained by using Hirota method and Wronskian technique. The coincidence of these solutions is shown by direct computation.

Content from these authors

This article cannot obtain the latest cited-by information.

Favorites & Alerts

Corresponding author

Register with J-STAGE for free!