1) peaked wave solutions
孤立尖波解
1.
In this paper the qualitative analysis methods of dynamical system are used to investigate the peaked wave solutions of Degasperis-Procesi equation.
利用动力系统的定性分析理论对D egasperis-P rocesi方程的孤立尖波解进行了研究。
2) peaked solitary wave solution
尖孤立波解
1.
This paper investigates the peaked solitary wave solutions to the generalized forms of the Camassa-Holm equation and the Degasperis-Processi equation.
研究了Camassa-Holm方程和Degasperis-Processi方程广义形式的尖孤立波解。
2.
On the basis of the Camassa-Holm equation,the paper discusses the characteristics of a nonlinear shallow water wave equation,and its peaked solitary wave,solution,proves the orbital stabitity of peaked solitary wave solution for generalized Camassa-Holm equation with some ideas in functional analysis.
由非线性浅水波动方程Camassa-Holm方程的广义形式出发,研究了该方程及其尖孤立波解的特性,运用泛函分析中的思想证明了广义Camassa-Holm方程的尖孤立波解是轨道稳定的。
4) Peakons
尖孤立子解
5) solitary wave solutions
孤立波解
1.
Periodic wave solutions and solitary wave solutions to (2+1)-dimensional KdV equation;
(2+1)维KdV方程的周期波解和孤立波解
2.
Exact solitary wave solutions of the coupled K d V equations;
一个耦合KdV方程组的精确孤立波解
3.
New solitary wave solutions for (n+1) dimensional Klein-Gordon-Schrdinger equations;
(n+1)维Klein-Gordon-Schrdinger方程组新的孤立波解
6) Solitary wave solution
孤立波解
1.
Compacton solution and solitary wave solution for a class of nonlinear intensity Boussinesq equation;
一类非线性强度Boussinesq方程的Compacton解和孤立波解
2.
Exact solitary wave solutions for the Gross-Piteavskii equation with time-dependent linear potential;
含时线性势Gross-Piteavskii方程的孤立波解
3.
The solitary wave solutions with varying velocity for the (3+1)-dimensional variable-coefficients ZK equation;
变系数(3+1)维ZK方程的变速孤立波解
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