Graded conventional-auxetic Kirigami sandwich structures: Flatwise compression and edgewise loading

By Yangqing Hou, R. Neville, Fabrizio Scarpa, C. Remillat, B. Gu, Massimo Ruzzene. 2014

227 citations recorded by the source corpus.

Subfields: Mechanical Engineering, Polymers and Plastics

View Paper: https://www.semanticscholar.org/paper/1f040b3e3ae7fa8a8f628ed534345eee7b15dffe

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

1. Phuong N. U. Tran
2. Tuan Duc Ngo
3. Yi Min Xie
4. X. Ren
5. Raj Das
6. Chulho Yang
7. Mihir Sen
8. Bill Goodwine

In Polymers and Plastics

1. Chulho Yang
2. Tuan Duc Ngo
3. Phuong N. U. Tran
4. X. Ren
5. Gabriele Imbalzano
6. Yi Min Xie
7. H. Vora
8. Raj Das

Citations in the corpus

• Dynamic behaviour of auxetic gradient composite hexagonal honeycombs (2016, unknown): “Always in terms of energy absorption under dynamic loading, graded auxetic-conventional honeycombs produced with Kirigami (Origami plus cuts) techniques have exhibit significant absorption properties under edgewise loading, with different deformation mechanisms occurring whether the loaded side of t”
• Auxetic metamaterials and structures: a review (2018, methodology): “Utilising Kirigami techniques, Hou et al [116] manufactured and investigated graded conventional/auxetic honeycomb structures and found that graded core configuration composed of dual conventional-NPR cellular structure showed interesting capabilities regarding flatwise compression and edgewise load”
• Review of Auxetic Materials for Sports Applications: Expanding Options in Comfort and Protection (2018, unknown): “Composite sandwich structures employing discretely gradient honeycombs have a higher compressive modulus and are stronger than conventional sandwich structures [41].”
• Behavior of auxetic structures under compression and impact forces (2017, background): “Hou et al manufactured such honeycombs, with combined hexagonal and re-entrant geometries, for experimental investigation by flatwise compression [5].”
• A review of origami applications in mechanical engineering (2016, methodology): “Kirigami has inspired a new graded conventional or auxetic honeycomb core with higher density-averaged properties, including compressive modulus and strength.(6) To produce complex geometries capable of achieving an auxetic honeycomb core, kirigami has been used to create a cellular tessellation wit”