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带扰动项的Hasegawa-Mima方程的H^m(m≥3)解的存在性及解的正则性

Existence of the Solution——H^m(m≥3) and Its Regularity for the Perturbed Hasegawa Mima Equation
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摘要 Hasegawa—Mima方程是研究漂移波和湍流漂移波的模型。给出带扰动项的Hase-gawa—Mima方程的解的存在性及解的正则性,主要利用了带扰动项的Hasegawa—Mima方程的H2解的存在性和高阶导数的先验估计来得到高阶解的存在性,并给出了解的正则性。 The Hasegawa Mima equation is a nonlinear model to investigate drift waves and drift-wave turbulence. In this paper, the existence of the solution and its regularity for the perturbed Hasegawa Mima equation are presented. We make use of the existence of the H^2 solution of Hasegawa-Mima equation and a prioris estimates of the higher order derivative to derive the higher order solution, and show the regularity of the solution.
作者 彭雪
出处 《广州城市职业学院学报》 2008年第2期69-72,共4页 Journal Of Guangzhou City Polytechnic
关键词 HASEGAWA-MIMA方程 正则性 高阶导数. Hasegawa--Mima equation regularity higher order derivative
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参考文献4

  • 1Pazy A.Semigroups of Linear Operators and Applications to Partial Differential Equation[]..1983
  • 2Aman H.Ordinary differential equations:an introduction to nonlinear analysis[]..1990
  • 3Rainer Grauer.An energy estimate for a perturbed Hasegawa-Mima equation[].Nonlinearity.1998
  • 4Guo B,Yongqian Han.Existence and uniqueness of global solution of the Hasegawa-Mima equation[].Journal of Mathematical Physics.2004

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