Mechanics of cellular and other low-density materials
By R. Christensen. 2000
227 citations recorded by the source corpus.
Subfields: Mechanical Engineering, Polymers and Plastics
View Paper: https://www.semanticscholar.org/paper/777bb92998fa7d2527dab0f3776a83e2fae071ca
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Mechanical Engineering
- Damiano Pasini
- Guoliang Huang
- S. Arabnejad
- G. Hu
- Xiaoning Liu
- R. Hutchinson
- Ehsan Masoumi Khalil Abad
- S. A. Khanoki
In Polymers and Plastics
- Damiano Pasini
- Ehsan Masoumi Khalil Abad
- S. Arabnejad
- Hang Xu
- Xiaoning Liu
- Yingjun Wang
- Guoliang Huang
- R. Hutchinson
Citations in the corpus
- Wave propagation characterization and design of two-dimensional elastic chiral metacomposite (2011, background): “The static behavior of the lattice/cellular solids has been intensively studied and fruitful results were found [5–7].”
- The structural performance of the periodic truss (2006, background): “Indeed, in the “dilute limit” of low relative density, the Kagome lattice attains the Hashin-Shtrikman upper bound (Christensen, 2000; Hyun and Torquato, 2002; Torquato et al., 1998). Hutchinson and Fleck (2005) have recently explored the stiffness, strength and actuating properties of the Kagome tr”
- Mechanical properties of lattice materials via asymptotic homogenization and comparison with alternative homogenization methods (2013, background): “Noteworthy contributions in the area of cellular materials are those of Gibson and Ashby [3], Masters and Evans [4], Christensen [5], and Wang and McDowell [6,25], which provide closed-form expressions of the effective mechanical properties.”
- Multiscale isogeometric topology optimization for lattice materials (2017, methodology): “Several theoretical approaches using the notion of Representative Volume Element have been proposed in the literature to calculate the mechanical properties of a lattice [6-9].”
- Fatigue design of lattice materials via computational mechanics: Application to lattices with smooth transitions in cell geometry (2013, methodology): “Theoretical, numerical, and experimental approaches can be used to homogenize the properties of a lattice [2,15,16,42–52].”
- Topology optimization for functionally graded cellular composites with metamaterials by level sets (2018, background): “Moreover, cellular composites are flexible in tailoring specific effective properties by modifying their microscopic configurations rather than the constituent materials [12].”