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Maxwell-Cattaneo方程组的非标准问题的衰减界

The Decay Bounds for the Nonstandard Problems of Maxwell-Cattaneo Equations
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摘要 主要研究当温度和热量流满足非标准初始条件时的Maxwell-Cattaneo方程组.通过一些微分不等式,在参数的适当的范围上,结合非标准的初始条件,证明了温度和热量流的指数衰减界可由数据项确定.同时我们也推出了一个特例的解的指数衰减界. The Maxwell - Cattaneo equations were studied where the temperature and the heat flux satisfy a non - standard condition which prescribes a combination of their values initially. By mean of differential inequalities, the exponential decay bounds for the temperature and the heat flux were determined in terms of data for a range of parameter values. Also, decay bound for the solution was obtained for a special case.
作者 李远飞
机构地区 广东商学院华商学院会计系
出处 《佳木斯大学学报（自然科学版）》 CAS 2010年第3期445-448,共4页 Journal of Jiamusi University：Natural Science Edition
关键词 Maxwell-Cattaneo方程组 非标准问题 衰减界 Maxwell -Cattaneo equations nonstandard problems the decay bounds
分类号 O411 [理学—理论物理]
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参考文献8

  • 1Morro.A,Payne.L.E,and Straughan.B.Decay,Growth,Continuous Dependence and Uniqueness Results in Generalized Heat Conduction Themories[J].Appl,Anal,1990,(38),231 -243.
  • 2Payne.L.E,Schaefer.P.Wand Song.J.C.Some NonstandardProblem in Generalized Heat Conduction[J].Z.angew.Math.Phyt,2005 (56),931 -941.
  • 3Ames.K.A,Payne.L.E and Schaefer.P.W,Energy and Puintwise Bounds in Some Nonstandard Parabolic Problems[J].Pro.Roy.Soc.Edinbargh Sect.A 2004,(134),1 -9.
  • 4Ames.K.A,Payne.L.E and Schaefer,P.W.On a Nonstandard Problem for Heat Condution in a Cylinder[J].Appl,Anal,2004,(83),125-133.
  • 5Quintanilla.R and Straughan.B.Energy Bounds for Some Nonstandard Problnn in Thermoelasticity[J 1.Pro.R.Soc.A,2005(461),1147-1162.
  • 6Payne,L,E.and Schaofer,P.W.Energy Bounds for Some Nonstandard Problems in Partial Differential Equations[J].J.math,And,APPL,2002 (273),75 -92.
  • 7Payne.L.E,Schaefer.P.W and Song.J.C.Some Nonstandard Problems in Generalized Heat Conduction[J].Z.Angew.Math.Phys.2005 (56) 931-941.
  • 8Payne.L.E,Schaefer.P.W and Song.J.C.Some Nonstandard Problems in Viccus Flow[J].Math.Methods Appl,Sci,2004,(27),2045-2053.
佳木斯大学学报（自然科学版）
2010年 第3期

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