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DOI10.1016/j.advwatres.2020.103642
Unsaturated flow in a packing of swelling particles; a grain-scale model
Sweijen T.; Hassanizadeh S.M.; Chareyre B.
发表日期2020
ISSN0309-1708
卷号142
英文摘要In this work, a grain-scale modelling technique is introduced for the simulation of unsaturated flow in deforming and swelling granular materials. To do so, a pore-scale model for unsaturated flow is coupled to the discrete element method (DEM). It is assumed that initially a dry packing of particles is quickly invaded by a liquid and becomes fully saturated. Particles start absorbing the liquid and this causes a rearrangement of particles, entrance of air into the packing, and a redistribution of the liquid (i.e. unsaturated flow). Flow was computed using a scheme of implicit pressure solver and explicit saturation update (IMPES), whilst particle movement was modelled using DEM. Simulations are continued until the packing is dry again. This is the first time that such a pore-scale model has been developed. We have used the model to investigate unsaturated flow during drying of a bed of swelling particles. Results indicated that the characteristic time scales of unsaturated flow and water absorption determine the swelling behaviour of the particle packing. © 2020
关键词Finite difference methodGranular materialsLiquidsWater absorptionCharacteristic timeGrain-scale modelModelling techniquesParticle movementParticle packingsPore-scale modelSwelling behaviourUnsaturated flowsSwellingabsorptioncomputer simulationdiscrete element methodgranular mediumnumerical modelswellingunsaturated flow
语种英语
来源机构Advances in Water Resources
文献类型期刊论文
条目标识符http://gcip.llas.ac.cn/handle/2XKMVOVA/131766
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GB/T 7714
Sweijen T.,Hassanizadeh S.M.,Chareyre B.. Unsaturated flow in a packing of swelling particles; a grain-scale model[J]. Advances in Water Resources,2020,142.
APA Sweijen T.,Hassanizadeh S.M.,&Chareyre B..(2020).Unsaturated flow in a packing of swelling particles; a grain-scale model.,142.
MLA Sweijen T.,et al."Unsaturated flow in a packing of swelling particles; a grain-scale model".142(2020).
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