摘要
Boussinesq-Burgers方程是孤立子理论中的一个重要的方程,在物理学中有许多应用。本文构造出Boussinesq-Burgers方程的一个新的达布变换。利用这个达布变换,在符号计算软件Maple的帮助下,可以得到该方程新的孤子解。
Boussinesq-Burgers equation is a significant equation in soliton theory. There are many applications in physics. In this paper, we construct a new Darboux transformation for the Boussinesq-Burgers equation. By means of this Darboux transformation and with the aid of symbolic computation software, many new solitary solutions are obtained.
出处
《唐山师范学院学报》
2015年第2期10-12,共3页
Journal of Tangshan Normal University
