A novel centresymmetric honeycomb composite structure

By A. Bezazi, Fabrizio Scarpa, C. Remillat. 2005

145 citations recorded by the source corpus.

Subfields: Civil and Structural Engineering, Mechanical Engineering, Polymers and Plastics

View Paper: https://www.semanticscholar.org/paper/0e765ffd5a5b42c350b29257d770bc475c20ef33

How researchers see this paper

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

In Civil and Structural Engineering

1. Jinsong Leng
2. Yanju Liu
3. Fabrizio Scarpa

In Mechanical Engineering

1. Jinsong Leng
2. Yanju Liu
3. Jian Huang
4. Yuheng Liu
5. Yijin Chen
6. Qiuhua Zhang
7. Fabrizio Scarpa
8. Luigi Gambarotta

In Polymers and Plastics

1. Jinsong Leng
2. Yanju Liu
3. Yuheng Liu
4. Yijin Chen
5. Jian Huang
6. Qiuhua Zhang
7. Fabrizio Scarpa
8. Liwu Liu

Citations in the corpus

• Elasticity of anti-tetrachiral anisotropic lattices (2013, background): “Over-expanded centresymmetric honeycomb configurations with special orthotropic properties can also be developed when varying the cell wall aspect ratio and internal cell angle, always with positive values (Bezazi et al., 2005; Gibson and Ashby, 1997).”
• Review of Auxetic Materials for Sports Applications: Expanding Options in Comfort and Protection (2018, unknown): “Innovations are facilitated by FEM, such as the combination of two auxetic structures within one design (re-entrant hexagon and arrowhead) [137], honeycombs with ribs made of 2-phase composite material [138], the development of curved honeycomb unit cell designs [139], the creation of auxetic honeyc”
• Auxetic mechanical metamaterials (2017, unknown): “In light of these arguments, the re-entrant structures seem to o ff er the perfect balance between structural rigidity and NPR.”
• In-plane elasticity of a novel auxetic honeycomb design (2017, background): “A variety of honeycomb configurations achieving positive/negative/zero Poisson’s ratio have been proposed and investigated with special focus on the in-plane mechanics, flatwise compressive strength and the transverse shear modulus [9-25].”
• Zero Poisson’s ratio cellular structure for two-dimensional morphing applications (2015, unknown): “To overcome these shortcomings, zero Poisson’s ratio (ZPR) honeycombs have been designed and fabricated [26-29], and characterized for morphing skins applications [6, 25, 30-32].”