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带扰动项的Hasegawa-Mima方程的H^2周期解的存在性

Existence of the periodic solution 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.本文利用Schauder不动点定理证明了带扰动项的Hasegawa-Mima方程的H2周期解的存在性及其整体解的唯一性. The Hasegawa-Mima equation is a nonlinear model to investigate drift waves and drift-wave turbulence. In the article, we establish the existence of the periodic solution for the perturbed Hasegawa-Mima equation. We employ mainly the Schauder fixed point theorem to obtain the existence of the 1 solution. At last we prove the uniqueness of the solution.
作者 华柳斌 彭雪
出处 《周口师范学院学报》 CAS 2007年第2期22-25,共4页 Journal of Zhoukou Normal University
关键词 Hasegawa—Mima方程 周期解 SCHAUDER不动点定理 Hasegawa-Mima equation periodic Schauder fixed point theorem.
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参考文献5

  • 1Liang Y M,Diamond P, Wang X H,et al. A two-nonlinearity model of dissipative drift wave turbulence Phys[J]. Fluids ,1993,B5:1128-39.
  • 2彭雪.带扰动项的Hasegawa—Mima方程的解的存在性.华南理工大学研究生学报,2006,(2):78-78.
  • 3Aman H. Ordinary differential equations:an introduction to nonlinear analysis[M]. Berlin.. Walter de Gruyter, 1990.
  • 4Rainer Grauer. An energy estimate for a perturbed Hasegawa-Mima equation[J]. Nonlinearity, 1998 (11) :659 -666.
  • 5Guo B,Yongqian Han. Existence and uniqueness of global solution of the Hasegawa-Mima equation[J]. J. Math. Phys,2004,45(4) :732 - 737.

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