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二维潮流数学模型的四边形等参单元法 被引量:6

A METHOD OF QUANDRILATERAL ISOPARAMETER ELEMENTS IN 2-D TIDAL CURRENTS MODELING
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摘要 本文在有限差分和有限元法的基础上,采用四边形等参单元,对在河海域进行了潮流数学模型计算,计算表明:该方法既能较好地拟合边界,又可减少网格划分等前期工作,所得结果与实测资料基本一致。 Based on the combination of finite difference method and finite element method, the isoparameter quadrilateral elements are adopted in the mathematical modeling of tidal flow for Zhanghe sea region. The quadrilateral grids can well fit the complicated boundaries of coastal engineering, and the quantity of grids can be decreased. The method developed in this paper is of good stability and convergency. It is more convenient when the local grids have to be densified. The verification of calculations shows that the velocities and directions of tidal currents in the model are in good agreement with those measured in this sea region.
出处 《海洋工程》 CSCD 北大核心 1995年第2期47-53,共7页 The Ocean Engineering
关键词 潮流 数学模型 有限元 有限差分 四边形网格 等参单元 Tidal currents Mathematical model Finite element method Finite difference method Quadrilateral grids Isoparameter element
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参考文献2

  • 1刘智,林秉南,何少苓.三角形网格在二维不恒定流计算中的应用[J]水利学报,1987(09).
  • 2赵士清.长江口潮流的一种数值模式[J]海洋与湖沼,1985(01).

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