摘要
Kundu方程是广义复Ginzburg-Laudau方程的一个重要的特例,它在物理和力学中都有广泛应用.通过辅助方程法研究带五阶非线性项的Kundu方程,取得了该方程的Jacobi椭圆函数类解、孤子波解、单周期函数解等.
The Kundu equation is an important special case of the generalized complex Ginzberg-Laudau equation, which is used in physics and mechanics widely. In this paper, the Kunda equation with fifth order nonlinear term is studied by using the auxiliary equationmethod. Jacobian elliptic function solutions, soliton wave solutions and single periodic function solutions are obtained. The Jacobi ellipticfunction solutions have not been found in the previous literatures.
出处
《广西科技师范学院学报》
2017年第5期116-121,共6页
Journal of Guangxi Science & Technology Normal University
基金
广西自然科学基金项目(2014GXNSFAA118023)
广西教育厅科研课题项目(2013YB178)
