An approach for simulating microscopic densiΓΏcation behaviour of powder particles in compaction using a ΓΏnite element method is proposed. In this method, the contacts between powder particles during the compaction are detected, and plastic deformation of the particles is calculated by the ΓΏnite elem
Study of cold powder compaction by using the discrete element method
β Scribed by J.-F. Jerier; B. Hathong; V. Richefeu; B. Chareyre; D. Imbault; F.-V. Donze; P. Doremus
- Publisher
- Elsevier Science
- Year
- 2011
- Tongue
- English
- Weight
- 893 KB
- Volume
- 208
- Category
- Article
- ISSN
- 0032-5910
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β¦ Synopsis
The discrete element method (DEM), based on a soft-sphere approach, is commonly used to simulate powder compaction. With these simulations a new macroscopic constitutive relation can be formulated. It is able to de-scribe accurately the constitutive material of powders during the cold compaction process. However, the force-law used in the classical DEM formulation does not reproduce correctly the stress evolution during the high density compaction of powder. To overcome this limitation at a relative density of about 0.85, the high density model is used. This contact model can reproduce incompressibility effects in granular media by implementing the local solid fraction into the DEM software, using Voronoi cells. The first DEM simulations using the open-source YADE software show a fairly good agreement with the multi-particle finite element simulations and experimental results.
π SIMILAR VOLUMES
The effect of microscopic rotation of powder particles in compaction is included in the rigid-plastic finite element method on the basis of the Cosserat continuum theory. In the Cosserat continuum theory, couple stress induced from the microscopic rotation is introduced, and the equilibrium equation
The discrete element method (DEM) is often used as the "gold standard" for comparison to continuum-level theories and/or coarse-grained models of granular material flows due to its derivation from first-principal constructs, like contact mechanics. Despite its prevalence, the method is most often va