On design of multi-functional microstructural materials

By J. Cadman, Shiwei Zhou, Yuhang Chen, Qing Li. Journal of Materials Science, 2012

227 citations recorded by the source corpus.

Subfields: Computational Theory and Mathematics, Mechanical Engineering, Mechanics of Materials

View Paper: https://www.semanticscholar.org/paper/bbf78274c3c96a7f7e6c69566ecfa461e00d571d

How researchers see this paper

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

In Computational Theory and Mathematics

1. Hao Li
2. Zhen Luo
3. Liang Gao
4. Paul D. Walker
5. Yi Min Xie
6. Shiwei Zhou
7. J. Kato
8. Kenjiro Terada

In Mechanical Engineering

1. Milan Brandt
2. M. Qian
3. Liang Gao
4. Martin Leary
5. Zhen Luo
6. Yi Min Xie
7. Kenjiro Terada
8. Luigi Gambarotta

In Mechanics of Materials

1. Zhen Luo
2. Shiwei Zhou
3. Hao Li
4. Yi Min Xie
5. Liang Gao
6. Paul D. Walker
7. Shanqing Xu
8. Martin Leary

Citations in the corpus

• Design of manufacturable 3D extremal elastic microstructure (2014, unknown): “A thorough review of microstructure design by topology optimization is given by Cadman et al. (2012).”
• Homogenization of periodic hexa- and tetrachiral cellular solids (2014, background): “The design of auxetic materials is mostly addressed to periodic cellular composites (Cadman et al., 2013) through the analysis and optimization of periodic manufacturable cells (Andreassen et al., 2014, Xu et al., 1999).”
• Multiscale structural topology optimization with an approximate constitutive model for local material microstructure (2015, unknown): “Introduction Existing researches of topology optimization focus mainly on monoscale designs, either designing homogeneous structures [1], or designing materials for expected effective performance [2].”
• Topology optimization for functionally graded cellular composites with metamaterials by level sets (2018, methodology): “In these papers, the numerical homogenization method has been widely used to evaluate the effective FGM properties, when the material properties are subject to small variations [23, 24].”
• Micro‐macro concurrent topology optimization for nonlinear solids with a decoupling multiscale analysis (2018, methodology): “The procedure of this 2-scale sensitivity analysis can be summarized as follows: In the equilibrium state at the final loading step of a macrostructural analysis, (1) apply the macroscopic displacement gradient H̃(X) (= FM(X) − 1) at each integration point of the macroscopic FE model to the unit cel”