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
Microscopic approach of powder compaction using finite element method
โ Scribed by K. Mori; R. Kuzime
- Publisher
- Elsevier Science
- Year
- 2002
- Tongue
- English
- Weight
- 547 KB
- Volume
- 44
- Category
- Article
- ISSN
- 0020-7403
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โฆ Synopsis
An approach for simulating microscopic densiรฟcation behaviour of powder particles in compaction using a รฟnite 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 รฟnite element method for a porous metal. The รฟnite element mesh is generated by connecting the centres of the particles in contact. It is assumed that the รฟnite elements are porous metals having an average relative density calculated from the volumes of the powder and pore inside the element. The elements are classiรฟed into the triangular and quadrilateral ones used in the conventional รฟnite element methods and a linear one for the simple compression. The accuracy of the sti ness for plastic deformation of the particles is improved by applying the รฟnite element method. The calculated plastic deformation of powder particles in plane-strain compaction is compared with that for a model experiment using aluminium rods.
๐ SIMILAR VOLUMES
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 pro
Finite element method (FEM) simulations of pharmaceutical tablet compaction using a Drucker-Prager Cap (DPC) model are presented in which material properties are relative density (solid fraction) dependent. Results from the solid fraction dependent model are compared to those from a constant propert