Modeling the effect of twinning and detwinning during strain-path changes of magnesium alloy AZ31

By G. Proust, C. Tomé, A. Jain, S. Agnew. 2009

575 citations recorded by the source corpus.

Subfields: Biomaterials, Materials Chemistry, Mechanical Engineering

View Paper: https://www.semanticscholar.org/paper/c5bcf3ff8d1f70a335db499bb7f233b1aa830280

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Biomaterials

1. C. Tomé
2. Irene J. Beyerlein
3. Jian Wang
4. Peidong Wu
5. Huamiao Wang
6. Somnath Ghosh
7. Jiahao Cheng
8. Marko Knezevic

In Materials Chemistry

1. C. Tomé
2. Irene J. Beyerlein
3. Marko Knezevic
4. Jian Wang
5. Rodney J. McCabe
6. Jiahao Cheng
7. Peidong Wu
8. Huamiao Wang

In Mechanical Engineering

1. C. Tomé
2. Irene J. Beyerlein
3. Peidong Wu
4. Jian Wang
5. Huamiao Wang
6. Jiahao Cheng
7. Marko Knezevic
8. Somnath Ghosh

Citations in the corpus

• Modeling mechanical response and texture evolution of α-uranium as a function of strain rate and temperature using polycrystal plasticity (2013, methodology): “The twin transformation is modeled using a version of the Composite Grain (CG) model in which matrix and twin are treated as uncoupled lamellae (Proust et al., 2009) instead of enforcing continuity conditions across the twin-matrix interface (Proust et al., 2007).”
• Integration of self-consistent polycrystal plasticity with dislocation density based hardening laws within an implicit finite element framework: Application to low-symmetry metals (2013, background): “…will concentrate on extending the hardening law to include effects such as reverse dislocation motion (Kitayama et al., in press) and de-twinning (Proust et al., 2008), which are important to account for by the model to be able to perform full-scale performance evaluations of uranium components…”
• A crystal plasticity model for hexagonal close packed (HCP) crystals including twinning and de-twinning mechanisms (2013, methodology): “The predicted twin volume fraction is in agreement with the experimental observations (Proust et al., 2009; Oppedal et al., 2012).”
• Stochastic modeling of twin nucleation in polycrystals: An application in hexagonal close-packed metals (2014, background): “Most models depend on a simple deterministic critical resolved shear stress (CRSS) based law for describing nucleation and subsequent propagation of twins (Salem et al., 2005; Proust et al., 2007; Proust et al., 2009; Abdolvand et al., 2011).”