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组合KdV方程的显式精确解   总被引:41,自引:0,他引:41       下载免费PDF全文
借助计算机代数系统Mathematica,利用双曲函数法找到了组合KdV方程(Combined KdV Equation)的精确孤立波解,包括钟型孤立波解和扭结型孤立波解.在此基础上又对双曲函数法的思想进行了推广,从而获得了其更多的显式精确解,包括间断型激波解和指数函数型解.这种方法也适用于求解其他非线性发展方程(组).  相似文献
2.
KdV-Burgers方程的孤波解   总被引:40,自引:5,他引:35       下载免费PDF全文
吕克璞  石玉仁  段文山  赵金保 《物理学报》2001,50(11):2073-2076
对双曲函数法进行了深入探讨,推广了该方法的某些使用条件,借助计算机代数系统Mathe matica,进一步获得了KdV-Burgers方程的两组扭状孤波解.  相似文献
3.
By using an improved hyperbola function method, several types of exact travelling wave solutions to a coupled nonlinear evolution equation are obtained, which include kink-shaped soliton solutions, bell-shaped soliton solutions, envelop solitary wave solutions, and new solitary waves. The method can be applied to other nonlinear evolution equations in mathematical physics.  相似文献
4.
Based on a new intermediate transformation, a variable-coefficient hyperbola function method is proposed.Being concise and straightforward, it is applied to the (2 1)-dimensional variable-coefficient Broer Kaup system. As a result, several new families of exact soliton-like solutions are obtained, besides the travelling wave. When imposing some conditions on them, the new exact solitary wave solutions of the (2 1)-dimensional Broer-Kaup system are given. The method can be applied to other variable-coefficient nonlinear evolution equations in mathematical physics.  相似文献
5.
An extended hyperbola function method is proposed to construct exact solitary wave solutions to nonlinear wave equation based upon a coupled Riccati equation. It is shown that more new solitary wave solutions can be found by this new method, which include kink-shaped soliton solutions, bell-shaped soliton solutions and new solitary wave.The new method can be applied to other nonlinear equations in mathematical physics.  相似文献
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