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珠江河口水动力一维、二维联解的有限元计算方法
引用本文:龙江,李适宇.珠江河口水动力一维、二维联解的有限元计算方法[J].水动力学研究与进展(A辑),2007,22(4):512-519.
作者姓名:龙江  李适宇
作者单位:中山大学环境科学与工程学院,广州,510275;珠江水利委员会,广州,510611;中山大学环境科学与工程学院,广州,510275
基金项目:致谢:感谢美国资源管理联合股份有限公司(RMA)I.P.King教授的帮助.
摘    要:该文应用有限元联解方法计算珠江河网与河口的整个水动力。仿照四点隐式差分法在每个一维单元内部形成独立的单元方程组,改进RMA有限元软件包实现河网一维数值模拟。借鉴弹性力学年中通过固结杆件与块体的连接结点实现两构件组合计算的思路,设计了珠江河网一维、河口二维水动力联解的有限元法,通过单元矩阵的构建、合并与叠加,形成整体方程组,实现整体求解的连接模式,有效地解决了不同形态流场的模拟问题。应用研究表明:该方法合理,计算结果较理想。

关 键 词:珠江河口  水动力  一维/二维联解  有限元方法  整体计算
文章编号:1000-4874(2007)04-0512-08
修稿时间:2007-02-28

Finite element method combining the 1-D and 2-D hydrodynamic modeling of the Pearl River outlets
LONG Jiang,LI Shi-yu.Finite element method combining the 1-D and 2-D hydrodynamic modeling of the Pearl River outlets[J].Journal of Hydrodynamics,2007,22(4):512-519.
Authors:LONG Jiang  LI Shi-yu
Affiliation:1. Shool of Environmental Science and Engineering, Sun Yat-Sen University, Guangzhou 510275, China; 2. Pearl River Water Resources Commission, Guangzhou 510611, China
Abstract:The combined solution of 1-D and 2-D model with the finite element method has been applied to the calculation of the hydrodynamic situation in the river network and the outlets of the Pearl River.Simulating a Preissmann weighted implicit four-point format,an independent equation group has been developed in each 1-D unit,and RMA finite element software has been revised in order to realize 1-D river network mathematical modeling.The idea in the elasticity that the consolidated bar and block are connected at the junction to calculate jointly with the finite element method,is used as a reference.The finite element method of joining 1-D river network model and 2-D river outlet model is designed and the unit matrix is set up,combined and superimposed before the integral equation is established.In this way the problem of simulating different flow fields is solved. The application study proves that this method is logical and the calculated result is satisfactory.
Keywords:Pearl River outlets  combined solution of 1-D and 2-D model  hydrodynamics  finite element method  integral calculation
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