Symmetry Reductions of Two-Dimensional Variable Coefficient Burgers Equation

被引：0
作者：
ZHANG Xiao-Ling
LI Biao Department of Applied Mathematics. Dalian University of Technology
机构：
来源：
Communications in Theoretical Physics | 2005年 / 43卷 / 05期
关键词：
variable coefficient Burgers equation; symmetry reduction;
D O I：
暂无
中图分类号：
O411.1 [数学物理方法];
学科分类号：
0701 ; 070104 ;
摘要：
By use of a direct method, we discuss symmletries and reductions of the two-dimensional Burgers equa-tion with variable coefficient (VCBurgers). Five types of symmetry-reducing VCBurgers to (1+1)-dimensional partialdifferential equation and three types of symmetry reducing VCBurgers to ordinary differential equation are obtained.
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页码：861 / 866
页数：6
相关论文
共 20 条
  • [11] W. X. Ma. Journal of Physics A Mathematical and General . 1993
  • [12] S. Y. Lou,X. Y. Tang,J. Lin. Journal of Mathematical Physics . 2000
  • [13] F. Schwarz. Journal of Physics A Mathematical and General . 1987
  • [14] X. Y. Tang,S. Y. Lou. Communications in Theoretical Physics . 2002
  • [15] Z B Li,M L Wang. J Phys.A . 1993
  • [16] Chinese Physics Letter . 2002
  • [17] G.M.Webb,F.P.Zank. Journal of Physics A Mathematical and General . 1990
  • [18] P.A.Clarkson. Journal of Physics A Mathematical and General . 1989
  • [19] F. Gungor. Journal of Physics A Mathematical and General . 2001
  • [20] Apphed Mathematical Sciences. G. W. Bluman,S. Kumei. Springer-Verlag . 1989
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