On continuum modelling of dense inelastic granular flows of relevance for high shear granulation
Journal article, 2016

This article investigates a number of possible formulations of a continuum description for modelling dense inelastic granular flows. The revised Enskog theory (RET) for expressing the granular temperature and formulation of transport coefficients has been used within the continuum framework. The framework assumes particles as inelastic spheres and can describe a granular system at a wide range of volume fractions. The transport coefficients depend on the volume fraction through a modified expression for the radial distribution function. The proposed radial distribution function is based on previous studies on the behaviour of the shear viscosity in which an earlier divergence of the latter compared to the other transport coefficients has been demonstrated for sheared dense granular systems. Our results show that the newly developed radial distribution function maintains the ability of RET to predict the occurrence of instabilities in a homogeneous cooling granular gas. The introduced function also improves predictions for the velocity and volume fraction profiles in a Couette cell dense shear flow. Thus the proposed formulation shows promising features in terms of improving predictions for volume fractions relevant in high shear granulators. We have also observed that a different formulation may be needed for the densest regions.

Cooling granular gas

Inelastic

Dense granular flow

Continuum modelling

Radial distribution function

Couette cell

Author

Per Abrahamsson

Chalmers, Chemistry and Chemical Engineering, Chemical Technology, Chemical Environmental Science

Srdjan Sasic

Chalmers, Applied Mechanics, Fluid Dynamics

Anders Rasmuson

Chalmers, Chemistry and Chemical Engineering, Chemical Technology, Chemical Environmental Science

Powder Technology

0032-5910 (ISSN)

Vol. 294 323-329

Areas of Advance

Production

Subject Categories

Chemical Engineering

Fluid Mechanics and Acoustics

DOI

10.1016/j.powtec.2016.02.051

More information

Created

10/7/2017