[1]马孝义,徐秋宁,王文娥.梯形渠道渠底土层水分溶质运移模拟研究[J].水土保持研究,2002,9(02):29-33.
MA Xiao-yi,XU Qiu-ning,WANG Wen-e.Simulation Research on Numerical Model of Water Salt Transport of Trapezoid Canal Bottom[J].Research of Soil and Water Conservation,2002,9(02):29-33.
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《水土保持研究》[ISSN:1005-3409/CN:61-1272/P]
卷:
9
期数:
2002年02期
页码:
29-33
栏目:
出版日期:
1900-01-01
- Title:
-
Simulation Research on Numerical Model of Water Salt Transport of Trapezoid Canal Bottom
- 作者:
-
马孝义, 徐秋宁, 王文娥
-
西北农林科技大学水利与建筑工程学院, 陕西 杨陵 712100
- Author(s):
-
MA Xiao-yi, XU Qiu-ning, WANG Wen-e
-
College of Water Conservancy and Architectural Engineering, Northwest Sci-tech University of Agriculture and Forestry, Yangling 712100, Shaanxi Province, China
-
- 关键词:
-
梯形渠道; 拉普拉斯变换; 有限元法; 水盐运移; 模拟
- Keywords:
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trapezoid canals; hybrid Laplace transform; finite element method; water salt transport; simulation
- 分类号:
-
S152.7
- 摘要:
-
建立了梯形渠道浸水过程中水盐运动数学模型及其定解条件,用混合拉普拉斯变换有限元数值解法,初步分析了其渠道浸水预溶过程渠底土层中水盐运动规律。结果表明:混合拉普拉斯变换有限元法求解梯形渠底土层水分运动和溶质运移过程,计算时间短,精度较高结果稳定,可用于梯形渠底水分运动和溶质运移的模拟。
- Abstract:
-
The mathematical model of the water-salt transport of trapezoid canals bottom soil is established, using the hybrid Laplace transform finite element method, the water salt transport of the trapezoid canals bottom in process of immersion beforehand are analyzed. The results show that hybrid Laplace transform finite element method is robust, reliable, and precise, the method can solve the water salt transport equation of the trapezoid canals.
参考文献/References:
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[2] Liggett.J A, P LF Liu.The boundary integral equation method for porous media flow[M].[s.l.]:Allen and Unwin Winchester Mess, 1983.
[3] Sudicky, E A, Mciaren, R G.The Laplace transform Galerkin technique for larg-scale simulation of mass transport in discrely fractured porous formations[J].Water Resour.Res., 1992, 28(2):499-514.
[4] 任理.混合拉普拉斯变换有限单元法计算, 二维地下水溶质运移问题[J].水利学报, 1997(4):17-25.
[5] G.Hong, U.Hirdes.A method for the numerical inversion of Laplace[J].Journal of Computational and Applied Mathematics.1984, 10:113-132.
[6] 徐士良.Fortran常用算法程序集[M].北京:清华大学出版社, 1991.
更新日期/Last Update:
1900-01-01