Predictions of forming limit diagrams using a rate-dependent polycrystal self-consistent plasticity model

By J. Signorelli, M. Bertinetti, P. A. Turner. 2009

144 citations recorded by the source corpus.

Subfields: Materials Chemistry, Mechanical Engineering, Mechanics of Materials

View Paper: https://www.semanticscholar.org/paper/46abdaadbd7d41974385a14daf997d7d17321db3

How researchers see this paper

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

In Materials Chemistry

1. Peidong Wu
2. Huamiao Wang
3. C. Tomé
4. S. Agnew
5. B. Raeisinia
6. Albert Van Bael
7. K. Chung
8. P. Eyckens

In Mechanical Engineering

1. Peidong Wu
2. C. Tomé
3. Huamiao Wang
4. S. Agnew
5. B. Raeisinia
6. Albert Van Bael
7. K. Chung
8. P. Eyckens

In Mechanics of Materials

1. C. Tomé
2. Albert Van Bael
3. Huamiao Wang
4. Peidong Wu
5. S. Agnew
6. K. Chung
7. P. Eyckens
8. Paul Van Houtte

Citations in the corpus

• Evaluation of self-consistent polycrystal plasticity models for magnesium alloy AZ31B sheet (2010, background): “(1987) and extended by Lebensohn and Tomé (1993, 1994) to account for anisotropy, has been widely used to simulate large strain behavior and texture evolution of HCP polycrystalline Mg under various deformation modes (see e.g., Agnew and Duygulu, 2005; Jain and Agnew, 2007; Neil and Agnew, 2009; Pro”
• Formability of TWIP (twinning induced plasticity) automotive sheets (2011, background): “Recently, formability of materials is sometimes predicted and evaluated through crystal plasticity approaches (Neil and Agnew, 2009; Nakamachi et al., 2002; Signorelli et al., 2009).”
• Marciniak–Kuczynski type modelling of the effect of Through-Thickness Shear on the forming limits of sheet metal (2009, methodology): “In Yao and Cao (2002), mixed isotropic-kinematic material hardening is considered within an MK analysis.”