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条带上的Boussinesq方程的稳态解 被引量:1

Autonomous Solutions to the Boussinesq Equations on a Strip
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摘要 找显式解一直是理想流体方程领域中受关注的工作。鉴于柱体上的Euler方程与二维条带上的Boussinesq方程相似,采用分离变量法研究了平面条带形区域上的Boussinesq方程组,在水平与垂直条带区域上找到Boussinesq方程的一些显式稳态解。 Finding explicit solutions has always been a focus of attention in the field of ideal fluid equations. Since the Euler equation of the cylinder is similar to the Boussinesq equation of the two-dimensional strip, the set of Boussinesq equations of the flat striped area is studied, with some explicit steady-state solutions to Boussinesq equations of the horizontal and vertical bands found using the method of separation of variables.
作者 黄娟丽 邓大文 HUANG Juanli;DENG Dawen(School of Mathematics and Computational Science,Xiangtan University,Xiangtan 411105,Hunan,China)
出处 《咸阳师范学院学报》 2021年第2期9-14,共6页 Journal of Xianyang Normal University
关键词 BOUSSINESQ方程 显式解 条带区域 分离变量 Boussinesq equations explicit solutions strip domain separation of variables
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