本文研究了构造了广义Kd V方程和广义KP-Burgers方程等几种广义非线性发展方程的新解的问题.利用三种辅助方程及其新解,获得了广义Kd V方程和广义KP-Burgers方程等几种广义非线性发展方程的新解.这些解由双曲余割函数、双曲正切函数、双曲正割函数、双曲余切函数和余割函数组成.
In this paper,we study the problem of constructing the new solutions of the generalized Kd V equation,the generalized KP-Burgers equation and some other kinds of generalized nonlinear evolution equations.By using three kinds of auxiliary equations and their new solutions,the new solutions of generalized Kd V equation,generalized KP-Burgers equation and some other kinds of generalized nonlinear evolution equations are constructed.These solutions are consisting of hyperbolic cosecant function,hyperbolic tangent function,hyperbolic secant function,hyperbolic cotangent function and cosecant function.