广西工学院学报
廣西工學院學報
엄서공학원학보
JOURNAL OF GUANGXI UNIVERSITY OF TECHNOLOGY
2012年
3期
15-19
,共5页
(1+1)维高阶复Swift-Hohenberg方程%(G′/G)-展开法%精确解
(1+1)維高階複Swift-Hohenberg方程%(G′/G)-展開法%精確解
(1+1)유고계복Swift-Hohenberg방정%(G′/G)-전개법%정학해
(1 +1 )-dimensional high order complex Swift-Hohenberg equation%(G/G)-expansion method%exactsolution
非线性方程的求解一直是数学及物理学科中的一类重要问题,尤其是关于非线性方程精确解的研究,研究利用（G′/G）-展开法寻找高阶非线性复系数Swift-Hohenberg方程的精确解,通过（G′/G）-展开法取得了高阶非线性复系数Swift-Hohenberg方程的更具一般形式的精确解.
非線性方程的求解一直是數學及物理學科中的一類重要問題,尤其是關于非線性方程精確解的研究,研究利用（G′/G）-展開法尋找高階非線性複繫數Swift-Hohenberg方程的精確解,通過（G′/G）-展開法取得瞭高階非線性複繫數Swift-Hohenberg方程的更具一般形式的精確解.
비선성방정적구해일직시수학급물이학과중적일류중요문제,우기시관우비선성방정정학해적연구,연구이용（G′/G）-전개법심조고계비선성복계수Swift-Hohenberg방정적정학해,통과（G′/G）-전개법취득료고계비선성복계수Swift-Hohenberg방정적경구일반형식적정학해.
Abstract: Solving nonlinear equations is a class of important problem in mathematics and physics, especially studying the exact solutions of nonlinear equations. The new exact solutions of the high-order nonlinear Swift-Hohenberg equation are sought by using(G/G)-expansion method in this paper. Some more generalized formsolutions of the high-order Swift-Hohenberg equation are obtained by using(G/G )-expansion method.
