工程数学学报
工程數學學報
공정수학학보
CHINESE JOURNAL OF ENGINEERING MATHEMATICS
2005年
1期
187-190
,共4页
Brusselator反应扩散模型%双曲函数法%吴代数消元法%奇性孤波解%周期解
Brusselator反應擴散模型%雙麯函數法%吳代數消元法%奇性孤波解%週期解
Brusselator반응확산모형%쌍곡함수법%오대수소원법%기성고파해%주기해
Brusselator reaction model%hyperbola function method%Wu-elimination method%singular solitary wave solutions%periodic solutions
运用双曲函数法和吴方法,我们获得了Brusselator反应扩散模型新的显式精确行波解.这些解包括了新的奇性孤波解,同期解和有理函数解.这个方法也可用于求解其它的非线性偏微分方程.
運用雙麯函數法和吳方法,我們穫得瞭Brusselator反應擴散模型新的顯式精確行波解.這些解包括瞭新的奇性孤波解,同期解和有理函數解.這箇方法也可用于求解其它的非線性偏微分方程.
운용쌍곡함수법화오방법,아문획득료Brusselator반응확산모형신적현식정학행파해.저사해포괄료신적기성고파해,동기해화유리함수해.저개방법야가용우구해기타적비선성편미분방정.
By using hyperbola function and Wu-elimination method, some new explicit and exact travelling wave solutions for the Brusselator reaction diffusion are obtained and includingnew singular solitary wave solutions, periodic solutions and rational function solutions. Themethod can solve other nonlinear partial differential equations.
