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具绝热指数1的一维非等熵可压流体力学方程组经典解

Global Classical Solutions for 1-D Compressible Fluide with Adiabatic Exponent 1
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摘要 考虑具绝热指数1的一维非等熵可压流体力学方程组的Cauchy问题,在一些合理假设下,得到了其整体经典解存在的一个充分必要条件,这一结果是对已有相关文献的补充和完善. Considering Cauchy problem of 1 - D compressible fluide with adiabatic exponent 1 , under some reasonable assumptions, a sufficient and necessary term is obtained for guaranteeing the global existence of classical solutions, this result is a supplement and a perfecting for the existed related documents.
出处 《华北水利水电学院学报》 2007年第1期100-102,105,共4页 North China Institute of Water Conservancy and Hydroelectric Power
基金 河南省自然科学基金资助项目(0511051700) 河南省教育厅基金资助项目(200510078005)
关键词 可压流体力学方程组 绝热指数 CAUCHY问题 整体经典解 1 -D compressible fluids adiabatic exponent Cauchy problem global classical solutions
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参考文献7

  • 1FLOCH L,XIN Z P.Formation of singularities in periodic solutions to gas dynamics equations[R].Paris:Ecole Polytechnique,Center de Mathées,Preprint,R.I.No.287,1993.
  • 2LI CAZHONG,WANG JIANHUA.Globsl smooth solutions for nondiagonalizable quasilinear hyperbolic systems[J].Acta Math.Sci.,1989,9:297-306.
  • 3LIU FAGUI.Global smooth resolvability for one dimensional nonisentropic gas dynamics systems[J].Nonl.Anal.,1999,34:25-34.
  • 4LIU FAGUI.Cauchy problem for nonisentropic gas dynamics systems[J].AMS/IP,Studies in Advanced Mathematics,1997,3:533-537.
  • 5PENG YUEJUN.Tempe de vie de solutions classiques pour la dynamique des gax[J].C.R.Acad.Sci.,Paris,Serie I.1994,319:451 -454.
  • 6ZHAO YANCHUN.Global smooth solutions for one dimensional gas dynamics[R].Minnesuta:IMA preprint 545,University of Minnesuta,1989.
  • 7LI TATSIEN,YU WENCI.Boundary value problem for quasilinear hyperbolic systems[M].USA:Duke University Mathematics Series V,1985.

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