A dual homogenization and finite element approach for material characterization of textile composites

By Xiongqi Peng, Jian Cao. 2002

190 citations recorded by the source corpus.

Subfields: Civil and Structural Engineering, Mechanics of Materials, Polymers and Plastics

View Paper: https://www.semanticscholar.org/paper/098d20460eb610b3a338eae3c0ee833dad67749e

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. P. Boisse
2. Xiongqi Peng
3. Jian Cao
4. P. Xue
5. Damiano Pasini
6. Hang Xu
7. B. Zouari
8. Yingjun Wang

In Mechanics of Materials

1. P. Boisse
2. Xiongqi Peng
3. Jian Cao
4. P. Xue
5. Damiano Pasini
6. Hang Xu
7. Yingjun Wang
8. Julie Chen

In Polymers and Plastics

1. P. Boisse
2. Xiongqi Peng
3. Jian Cao
4. P. Xue
5. Damiano Pasini
6. B. Zouari
7. Hang Xu
8. Yingjun Wang

Citations in the corpus

• A simplified rate dependent model of forming and wrinkling of pre-impregnated woven composites (2007, unknown): “Predictive approaches based on analysing the mechanics of woven textiles at a unit cell level have also been proposed [15,16].”
• A continuum mechanics-based non-orthogonal constitutive model for woven composite fabrics (2005, methodology): “To circumvent the difficulties involved in the purely numerical approach and to capture the anisotropic material behavior of woven composite fabrics during forming, a nonorthogonal constitutive model is developed in this paper under the same material characterization framework as in Peng and Cao [ 1”
• A non-orthogonal constitutive model for characterizing woven composites (2003, methodology): “Therefore, numerical biaxial tests were performed to obtain D11 and D12: As presented in our previous work [ 21 ], the woven architecture can be modeled by a unit cell in the FEM analysis.”
• Multiscale isogeometric topology optimization for lattice materials (2017, methodology): “Since AH has neither limitation on the unit cell topology nor on the range of relative density, it has been widely used to calculate the properties of heterogeneous periodic materials [15-17].”
• Experimental and numerical analysis on normalization of picture frame tests for composite materials (2004, methodology): “The equivalent material properties for the shell elements are obtained from a material characterization approach proposed by the authors in [ 14 ,15].”
• Importance of in-plane shear rigidity in finite element analyses of woven fabric composite preforming (2006, background): “An other way to determine the local behaviour of the unit woven cell consists in computing the response of this unit cell submitted to different elementary loadings [39– 41,23].”