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Article Dans Une Revue Geomechanics for Energy and the Environment Année : 2022

Internal erosion by suffusion on cohesionless gap-graded soils: Model and sensibility analysis

Résumé

Cohesionless gap-graded soils are susceptible to volumetric internal erosion, also called suffusion, under the action of seepage flow through the porous material. More precisely, during suffusion three processes simultaneously take place: detachment, transport and possible filtration of the fine particles. This paper proposes a new relationship to describe the development of suffusion based on the energy approach. The proposed relationship is a power law that relates the volumetric cumulative eroded mass with the volumetric cumulative energy dissipated by the flow. This law requires three material parameters: the erosion resistance index and the maximum volumetric cumulative energy that both characterize the fully-eroded state; and a smoothing time that controls the suffusion kinetics. The first two parameters are being measured from a series of experimental tests performed in oedometric conditions. The experimental program was set up to study suffusion development on three different soils and along three seepage lengths. The erosion resistance index was found to be insensitive to the seepage length. On the other hand, the maximum volumetric cumulative energy tends to increase with the seepage length. This increase is being attributed to the transport and filtration phenomena. The cumulative eroded mass predicted by the energy-based relationship compares reasonably well with the experimental data, by fitting for each test a fixed smoothing time. To improve our physical understanding of the suffusion kinetics, a relationship between the smoothing time and the hydraulic diffusion time is postulated in accordance with experimental observations. Such hypothesis improves the cumulative eroded mass predictions.
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Dates et versions

hal-04167914 , version 1 (21-07-2023)

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Rachel Gelet, Didier Marot. Internal erosion by suffusion on cohesionless gap-graded soils: Model and sensibility analysis. Geomechanics for Energy and the Environment, 2022, 31, pp.100313. ⟨10.1016/j.gete.2022.100313⟩. ⟨hal-04167914⟩
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