Two-dimensional unsaturated flow in irregularly shaped regions using a finite volume method
β Scribed by G. P. Tsakiris; J. V. Soulis; C. V. Bellos
- Publisher
- Springer Netherlands
- Year
- 1991
- Tongue
- English
- Weight
- 466 KB
- Volume
- 6
- Category
- Article
- ISSN
- 0169-3913
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β¦ Synopsis
To describe the two-dimensional flow of water in unsaturated soil, the governing equation is solved on a mesh constructed from small area elements. A transformation is introduced with which these possibly distorted rectangular elements of the physical plane are mapped into computational squares. Thus, irregularly shaped regions, which present difficulties when attempting to describe their geometry on an orthogonal computational mesh, can be more easily modelled. Using this methodology, here called the finite volume method, numerical results are obtained showing the ability of the method to describe transient unsaturated flow.
π SIMILAR VOLUMES
## Abstract This paper applies the finiteβvolume method to computations of steady flows of viscous and viscoelastic incompressible fluids in complex two and threeβdimensional geometries. The materials adopted in the study obey different constitutive laws: Newtonian, purely viscous CarreauβYasuda as
staggered grids [8]. The major drawback in these schemes is from the staggered grid allocation. Using different grids A finite-volume/Newton's method is presented for solving the incompressible heat flow problem in an inclined enclosure with an for different variables has made the staggered grid apu