Non-Spherical Particle Modelling in Fluid Flow Using DEM-CFD Coupling

Tuesday, November 10, 2009: 9:30 AM
Lincoln D (Gaylord Opryland Hotel)

Wai Sam Wong, DEM Solutions Ltd., Edinburgh, United Kingdom
Richard D. LaRoche, DEM Solutions USA Inc., Lebanon, NH

In numerical models, particles are usually simplified and assumed to be spheres. However, particles are typically irregular shaped in many real-life industrial applications, such as sedimentation, mineral processing, agricultural and more. Most of these applications involve modelling of gas-solid flow. Thus, the dynamics of non-spherical particles in fluid is of great interest. Early investigations have been focussing on drag over spheres in fluids. For non-spherical particles, the drag and lift forces will be a function of its orientation against the fluid. Torque on the particles induced by the hydrodynamics forces will need to be included as well.

DEM-CFD coupling model has been an emerging approach in particle-fluid interactions modelling. It has been successfully applied in many gas-solid flow applications, such as pneumatic conveying and fluidised beds. In DEM, a method to utilise spheres to approximate the shapes of non-spherical particles and to model their dynamics is well-established. This method is employed in the leading commercial DEM software, EDEM. However, in gas-solid flow, DEM-CFD calculations of hydrodynamic forces and toques on non-spherical particles are often based on spherical assumptions. There are drag and torque models devised for non-spherical particles tracking in fluid, but these models mainly work well in uniform flow.

In this paper, the hydrodynamic models for non-spherical particles in uniform flow have been implemented. We also propose a simple model that would extend the original model to take into account the velocity gradient around a non-spherical particle in non-uniform flow, e.g. jet acting on part of a cylinder. The model has been validated against an experiment, where a cylinder is dropped into a rectangular fall tube. The model is then applied to an industrial application setup to demonstrate the potential of this model in flow with uniform and non-uniform fields.

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