A Zoomable and Adaptable Hidden Fine-Mesh Approach to Solving Advection- Dispersion Equations-Reference-Cited by-同舟云学术

A Zoomable and Adaptable Hidden Fine-Mesh Approach to Solving Advection- Dispersion Equations

Published:1988 Issue: Volume: Page:69-74
ISSN:0167-5648
Container-title:Vol. 2 Numerical Methods for Transport and Hydrologic Processes
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Author:

Yeh G.T.

Publisher

Elsevier

Reference5 articles.

1. Computer Prediction of Subsurface Radionuclide Transport -An Adaptive Numerical Method., NUREG/CR-3076;Neuman,1983

2. Computer Model of Two-Dimensional Solute Transport and Dispersion in Groundwater;Konikow,1978

3. Simulation of microbial growth dynamics coupled to nutrient and oxygen transport in porous media;Molz;Water Resour. Res.,1986

4. Yeh, G. T. and Tripathi, V. S. (1987), A Lagrangian Eulerian approach to modeling hydrogeochemical transport of multi-component systems, in Proc. International Conference on Groundwater Contaminant: Use of Models in Decision-Making in the European Year of Environment, Amsterdam, The Netherlands, October 26-29, 1987.

5. Oscillation limits for weighted residual methods applied to convective diffusion equations;Jensen;International Journal for Numerical Methods in Engineering,1980

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1. THE NUMERICAL METHOD FOR SATURATED-UNSATURATED FLUIDDENSITY-DEPENDENT GROUNDWATER FLOW WITH MASS TRANSPORT;Doboku Gakkai Ronbunshu;1995-03-21

2. Benchmarks for the transport equation: The convection-diffusion forum and beyond;Quantitative Skill Assessment for Coastal Ocean Models;1995

3. Solution of the advection-diffusion equation using the spline function and finite elements;Communications in Numerical Methods in Engineering;1993-03

4. 10.5917/jagh1987.33.265;Journal of Groundwater Hydrology;1991