湖南城市学院学报
湖南城市學院學報
호남성시학원학보
JOURNAL OF HUNAN CITY UNIVERSITY
2003年
3期
87-89
,共3页
曹东波%颜家壬%潘留仙
曹東波%顏傢壬%潘留仙
조동파%안가임%반류선
KdV-Burgers方程%MKdV-Burgers方程%三角函数变换法%吴消元法%精确孤子解
KdV-Burgers方程%MKdV-Burgers方程%三角函數變換法%吳消元法%精確孤子解
KdV-Burgers방정%MKdV-Burgers방정%삼각함수변환법%오소원법%정학고자해
KdV-Burgers equation%MKdV-Burgers equation%Trigonometric function transform method%Wu elimination method%Exact soliton solutions
基于齐次平衡法的思想,用三角函数变换法获得了KdV-Burgers方程和MKdV-Burgers方程的精确孤子解.这种方法还能用来求解更多的非线性数学物理方程或方程组.
基于齊次平衡法的思想,用三角函數變換法穫得瞭KdV-Burgers方程和MKdV-Burgers方程的精確孤子解.這種方法還能用來求解更多的非線性數學物理方程或方程組.
기우제차평형법적사상,용삼각함수변환법획득료KdV-Burgers방정화MKdV-Burgers방정적정학고자해.저충방법환능용래구해경다적비선성수학물리방정혹방정조.
The exact soliton solutions of KdV-Burgers equation and MKdV-Burgers equation are obtained by using trigonometric function transformed method based on the idea of the homogeneous balance method. The method can also be applied to solve more nonlinear mathematical physics equation or equations.
