2018 AIChE Annual Meeting
(143g) Numerical and Experimental Studies of Granular Materials in the Quasi-Static Regime
Authors
Among all the methodologies available for the measurement of granular materials' flow properties; the shear test is a preferred method due to the relative simplicity of its procedure [2]. In this test, the granular material is subjected to a given applied normal pressure (normal stress s) and the stress needed to generate shear (shear stress t ) leading to either compaction or dilation of the granular bed is evaluated. In this study, the shear cell apparatus of an automated powder rheometer (FT4 powder rheometer), developed by Freeman Technology Ltd. (Castlemorton Common, Worcestershire, UK), is used in order to generate experimental shear test data (s versus t) obtained with dry monodisperse spherical glass beads (0.5mm diameter). We also perform the discrete element method (DEM) simulations of simple shear flows of glass beads in a periodic domain by applying Leeds-Edwards boundary conditions [3,4]. In these simulations, the particle-particle friction coefficient is a lump parameter, which is calibrated using the shear test data. This will serve as a base case for the modelling of the shear response of cohesive particles.
Once the DEM simulation is calibrated and validated, constitutive models for particles stresses will be proposed in order to simulate granular flows in industrial-scale applications. These proposed models will be revisited by undertaking further experimental studies of granular materials with variable morphological properties (size and shape) and moisture content.
[1] F. J. Muzzio, A. Alexander, C. Goodridge, E. Shen, and T. Shinbrot, âSolids mixing part A: fundamentals of solids mixing,â Handb. Ind. Mix. Sci. Pract., pp. 887â985, 2004.
[2] Y. Wang, S. Koynov, B. J. Glasser, and F. J. Muzzio, âA method to analyze shear cell data of powders measured under different initial consolidation stresses,â Powder Technol., vol. 294, no. Supplement C, pp. 105â112, Jun. 2016.
[3] S. Khamseh, J.-N. Roux, and F. Chevoir, âFlow of wet granular materials: A numerical study,â Phys. Rev. E Stat. Nonlin. Soft Matter Phys., vol. 92, no. 2, p. 022201, Aug. 2015.
[4] M. Badetti, A. Fall, F. Chevoir, and J.-N. Roux, âShear strength of wet granular materials: macroscopic cohesion and effective stress,â SciRate, Feb. 2018.