期刊文献+

一类燃烧模型方程组的整体经典解

Classical Solutions for A Class of Combustion Model Equations
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摘要 燃烧模型是拟线性双曲方程组中一类重要的物理模型.考虑燃烧模型方程组的Cauchy问题,利用特征线和局部经典解延拓的方法证明了经典解的整体存在性. Combustion model is an important physical model in quasilinear hyperbolic equations.Cauchy problem for combustion model equations,was considered and the global existence of classical solutions was proved by using the method of characteristics and local extension of classical solution.
出处 《华北水利水电学院学报》 2010年第2期94-95,共2页 North China Institute of Water Conservancy and Hydroelectric Power
基金 河南省基础前沿研究项目(082300410230) 教育厅自然可持续基金项目(2008A110011)
关键词 燃烧模型方程组 CAUCHY问题 经典解 combustion model equations Cauchy problem classical solution
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参考文献6

  • 1Majda A.A qualitative model for dynamic combustion[J].SIAM J Appl Math,1981,41:70-93.
  • 2Ying Longan,Teng Zhenhuan.Riemann problem for a reacting and convection hyperbolic systems[J].J Appro Theory & Appl,1984(1):95-122.
  • 3Li Tong.On the riemann problem for a combustion model[J].SIAM J Math Anal,1993,24(1):59-75.
  • 4Teng Zhenhuan,Ying Longan.Riemann problem for hyperbolic combustion equations[J].China of Ann Math,1985 (6A):13-22.
  • 5李才中,刘法贵.燃烧模型方程组柯西问题的整体光滑解及其奇性形成[J].成都科技大学学报,1992(2):21-28. 被引量:1
  • 6Liu Fagui.Cauchy problem for quasilinear hyperblolic systems[M].Zhengzhou:Yellow River Conservancy Press,2006:12-14.

二级参考文献3

  • 1Ying Longan,数学年刊.A,1986年,7卷,315页
  • 2Ying Longan,数学年刊.A,1985年,6卷,13页
  • 3Ying Longan,Journal of Approximation Theory and its Applications,1984年,1期,95页

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