E. Olevsky—contributing editor
Evolution of Defects During Sintering: Discrete Element Simulations
Article first published online: 10 JUN 2009
© 2009 The American Ceramic Society
Journal of the American Ceramic Society
Volume 92, Issue 7, pages 1435–1441, July 2009
How to Cite
Martin, C. L., Camacho-Montes, H., Olmos, L., Bouvard, D. and Bordia, R. K. (2009), Evolution of Defects During Sintering: Discrete Element Simulations. Journal of the American Ceramic Society, 92: 1435–1441. doi: 10.1111/j.1551-2916.2009.03014.x
Presented at the International Conference Sintering 2008, November 16–20, 2008, San Diego, USA.
H.C.M. acknowledges the financial support of CONACYT for the grant J 47552 Y during his sabbatical stay at Grenoble-INP. R.K.B. would like to thank the Alexander von Humboldt-Stiftung (Research Award for Senior Scientists to R.K.B.) for partial financial support for this work.
- Issue published online: 26 JUN 2009
- Article first published online: 10 JUN 2009
- Manuscript No. 25487. Received November 12, 2008; approved January 27, 2009.
We use discrete element method (DEM) simulations to study the evolution of defects during sintering. In DEM, the particulate nature of the sintering powder is taken explicitly into account because each particle is modeled as a discrete entity interacting with its neighbors. This allows to treat naturally the gain or the loss of contacts between particles, and to explicitly take particle rearrangement into account. These effects are particularly important when looking for the nucleation, growth or healing of local heterogeneities such as defects. We first study the evolution of a crack (generated, e.g., during ejection or drying processes) when no geometrical constraint is imposed. We then investigate how constrained sintering between two parallel planes may lead to crack initiation and growth. We show that the extent of interparticle rearrangement plays a major role in the evolution of the crack under such conditions. The main conclusion of these simulations is that some geometrical constraint is necessary for a defect to grow into a crack and that the presence of an initial defect is not a necessary condition to initiate cracks.