Validation and/or calibration of distinct element method (DEM) models is usually performed by comparing element test simulation results with the corresponding stress-strain relationships observed in the laboratory [1]. However, such a validation procedure performed at the macroscopic level does not ensure capturing the microscopic particle-level motion [2]. Thus, the reliability of the DEM model may be limited to some stress paths and may not hold when the material response becomes non-uniform for example when shear bands develop. In this study, the validity of the DEM is assessed by comparing the numerical result with experimental data considering both particle-scale behavior (including particle rotations) and macroscopic stress-strain characteristics observed in shearing tests on granular media. Biaxial shearing tests were conducted on bi-disperse granular assemblies composed of around 2700 circular particles under different confining pressures. Particle-level motions were detected by a novel image analysis technique. Particle rotations are observed to be a key mechanism for the deformation of granular materials. The results from this study suggest that to properly calibrate DEM models able to capture the mechanical behavior in a more realistic way particle scale motions observed in laboratory experiments along with macroscopic response are necessary.

Ali, U., Kikumoto, M., Ciantia, M., Cui, Y. (2022). VALIDATION OF DEM USING MACROSCOPIC STRESS-STRAIN BEHAVIOR AND MICROSCOPIC PARTICLE MOTION IN SHEARED GRANULAR ASSEMBLIES. In WCCM-APCOM 2022 - 15th World Congress on Computational Mechanics and 8th Asian Pacific Congress on Computational Mechanics: Pursuing the Infinite Potential of Computational Mechanics. International Centre for Numerical Methods in Engineering, CIMNE.

VALIDATION OF DEM USING MACROSCOPIC STRESS-STRAIN BEHAVIOR AND MICROSCOPIC PARTICLE MOTION IN SHEARED GRANULAR ASSEMBLIES

Ciantia M. O.;
2022

Abstract

Validation and/or calibration of distinct element method (DEM) models is usually performed by comparing element test simulation results with the corresponding stress-strain relationships observed in the laboratory [1]. However, such a validation procedure performed at the macroscopic level does not ensure capturing the microscopic particle-level motion [2]. Thus, the reliability of the DEM model may be limited to some stress paths and may not hold when the material response becomes non-uniform for example when shear bands develop. In this study, the validity of the DEM is assessed by comparing the numerical result with experimental data considering both particle-scale behavior (including particle rotations) and macroscopic stress-strain characteristics observed in shearing tests on granular media. Biaxial shearing tests were conducted on bi-disperse granular assemblies composed of around 2700 circular particles under different confining pressures. Particle-level motions were detected by a novel image analysis technique. Particle rotations are observed to be a key mechanism for the deformation of granular materials. The results from this study suggest that to properly calibrate DEM models able to capture the mechanical behavior in a more realistic way particle scale motions observed in laboratory experiments along with macroscopic response are necessary.
poster + paper
Biaxial shearing; granular material; microscopic mechanism; numerical simulation; particle rotation;
English
15th World Congress on Computational Mechanics and 8th Asian Pacific Congress on Computational Mechanics: Pursuing the Infinite Potential of Computational Mechanics, WCCM-APCOM 2022 - 31 July 2022 through 5 August 2022
2022
WCCM-APCOM 2022 - 15th World Congress on Computational Mechanics and 8th Asian Pacific Congress on Computational Mechanics: Pursuing the Infinite Potential of Computational Mechanics
2022
https://www.wccm2022.org/
none
Ali, U., Kikumoto, M., Ciantia, M., Cui, Y. (2022). VALIDATION OF DEM USING MACROSCOPIC STRESS-STRAIN BEHAVIOR AND MICROSCOPIC PARTICLE MOTION IN SHEARED GRANULAR ASSEMBLIES. In WCCM-APCOM 2022 - 15th World Congress on Computational Mechanics and 8th Asian Pacific Congress on Computational Mechanics: Pursuing the Infinite Potential of Computational Mechanics. International Centre for Numerical Methods in Engineering, CIMNE.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/450603
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