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Reply to "Comment on 'Flow of wet granular materials: A numerical study' "
Saeed Khamseh1, Jean-Noël Roux1, François Chevoir1
1Université Paris-Est, Laboratoire Navier, 2 Allée Kepler, 77420 Champs-sur-Marne, France.
Physical Review. E
|January 20, 2018
Summary
A simple approach to quasistatic shear strength, while convenient for estimating cohesion, overestimates material strength. An effective stress model, though more accurate, may fail in highly cohesive states.
Area of Science:
- Physics
- Materials Science
- Granular Mechanics
Background:
- Capillary cohesion significantly enhances the quasistatic shear strength of granular materials.
- Previous work utilized a simplified approach to model this enhancement.
- The role of capillary shear stress in effective stress models was not fully accounted for.
Purpose of the Study:
- To address criticisms regarding the simplified model for capillary cohesion's effect on shear strength.
- To evaluate the accuracy and limitations of the simplified approach versus an effective stress model.
- To investigate the predictive capabilities of the effective stress assumption in various material states.
Main Methods:
- Analysis of quasistatic shear strength in granular materials.
- Comparison of a simplified cohesion model with an effective stress approach.
- Evaluation of model performance across different material states, particularly cohesion-dominated ones.
Main Results:
- The simplified approach provides a convenient estimate of Mohr-Coulomb cohesion, related to coordination number, but can err by ~25% in shear strength.
- An effective stress approach, incorporating capillary shear stress, offers quantitatively correct predictions of yield stress.
- The effective stress assumption, while successful in certain states, is predicted to fail in strongly cohesion-dominated scenarios.
Conclusions:
- While the simplified model offers a useful approximation for cohesion, its accuracy in predicting shear strength is limited.
- The effective stress model provides a more accurate prediction of yield stress by accounting for capillary shear stress.
- Further research is needed to refine models for strongly cohesive granular materials where the effective stress assumption may break down.