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Updated: Jan 20, 2026

Fragmenting Bulk Hydrogels and Processing into Granular Hydrogels for Biomedical Applications
Published on: May 17, 2022
Erodible, granular beds are fragile
Diego Berzi1, James T Jenkins, Patrick Richard
1Department of Civil and Environmental Engineering, Politecnico di Milano, 20133 Milano, Italy. diego.berzi@polimi.it.
Researchers used discrete-element simulations to define erodible beds in geophysical flows. They found that while contact chains form and break, the bed
Area of Science:
- Geophysics
- Granular physics
- Fluid dynamics
Background:
- Geophysical flows often involve granular transport over erodible beds made of the same particles.
- Understanding these erodible beds is crucial for setting boundary conditions in continuum models.
- Rigorous definitions and constitutive relations for erodible beds are currently lacking.
Purpose of the Study:
- To investigate the transition to an erodible bed state in granular flows.
- To define the characteristics of erodible beds using discrete-element simulations.
- To compare the mechanical properties of erodible beds to shear jamming phenomena.
Main Methods:
- Utilized discrete-element simulations (DES) to model granular flow over an erodible substrate.
- Analyzed the formation and breaking of contact chains within the granular bed.
- Investigated the role of solid volume fraction and collisional flow on bed stability.
Main Results:
- Identified a critical solid volume fraction marking the transition to an erodible bed state.
- Observed intense, intermittent formation and breaking of contact chains at this transition.
- Found that the bulk stiffness of the erodible bed is three orders of magnitude lower than in shear jamming due to insufficient contact network stability.
Conclusions:
- Discrete-element simulations provide a framework for defining erodible beds in geophysical flows.
- The transition to an erodible bed is characterized by dynamic contact networks.
- Erodible beds exhibit significantly lower bulk stiffness compared to shear-jammed states, impacting flow dynamics and continuum model boundary conditions.
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