DEM investigation of strength and critical state behaviours of sand under axisymmetric stress paths with different shearing modes

Min yi Zhu, Guo bin Gong*, Xue Zhang, Jun Xia, Charles K.S. Moy, Stephen Wilkinson

*Corresponding author for this work

Research output: Contribution to journalArticlepeer-review

2 Citations (Scopus)

Abstract

This paper investigates the strength and critical state (CS) behaviours of sand under axisymmetric stress paths with different shearing modes using discrete element method (DEM). The stress paths include axial compression (AC) and axial extension (AE), and the shearing modes include conventional triaxial (CT) mode and constant mean pressure (CP) mode. A series of dense and loose sand samples are generated for this purpose with confining pressures ranging from 100 kPa to 900 kPa. The CS is achieved for all samples after an axial strain (absolute value) of about 45%. The CS value of deviator stress is unique and independent of the initial packing densities for the samples with a given confining pressure, but the unique deviator stress under AC is generally larger than that under AE. The CS values of the stress ratio are independent of the shearing modes and the confining pressures, but are dependent on the stress paths. The CS friction angle for a given confining pressure is found to be unique and independent of the shearing modes, stress paths and initial packing densities, indicating that Mohr-Coulomb criterion (for axisymmetric conditions, equivalent to Matsuoka criterion) is an appropriate CS strength criterion. The CS value of void ratio is independent of the initial packing densities for a given confining pressure and shearing mode under a given stress path. The differences among the CS values of the mechanical coordination number are found to be attributed to changes in the effective mean pressures.

Original languageEnglish
Pages (from-to)1964-1980
Number of pages17
JournalJournal of Central South University
Volume30
Issue number6
DOIs
Publication statusPublished - Jun 2023

Keywords

  • axisymmetric stress path
  • critical state
  • discrete element method
  • failure criterion
  • sand
  • shearing mode

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