Multi-chain digital element analysis in textile mechanics

Composites Science and Technology

Volumn 64, Issue 2, 2004, Pages 239-244

  Zhou, Guangming ^a   Sun, Xuekun ^a   Wang, Youqi ^a  

^a Sunflower Networking Group   (United States)

Author keywords

A. Fabrics textile; A. Textile composites; C. Finite element analysis (FEA); Digital element analysis; E. Braiding

Indexed keywords

BOUNDARY CONDITIONS; DEFORMATION; STIFFNESS; TEXTILES;

MULTI CHAIN DIGITAL ELEMENT ANALYSIS;

COMPOSITE MATERIALS;

ANALYSIS; BRAIDING; DIGITAL METHOD; FIBER REINFORCED COMPOSITE; FINITE ELEMENT ANALYSIS; MECHANICAL PROPERTY;

EID: 0347382731     PISSN: 02663538     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0266-3538(03)00258-6     Document Type: Article

References (18)

1. Wang Y.Q. Sun X.K. Digital element simulation of textile processes Journal of Composites Science and Technology 63 2001 311-319
2. Wang YQ, Sun XK. Determining the geometry of textile preforms using finite element analysis. In: 15th Annual Technical Conference for Composites. American Society of Composites: 2000. p. 485-492.
3. Robertson R.E. Hsiue H.S. Sickafus E.N. Yeh G.S.Y. Fiber rearrangements during the modeling of continuous fibre composites part I: flat cloth to a hemisphere Polymer Composites 2 1981 26-36
4. Sharma SB, Potluri P, Porat I. Moulding analysis of 3-D woven composite preforms: mapping algorithms. In: ICCM-12, Paris. 1999.
5. Mark C. Taylor H.M. The fitting of woven cloths to surfaces J Textile Inst. 47 1956 477-488
6. Long A.C. Rudd C.D. Blagdon M. Smith P. Characterizing the processing and performance of aligned reinforcements during preform manufacture Composites Part A 27 1997 247-253
7. Laroche D. Vu-Khanh T. Forming of woven fabrics J Composite Materials 28 1994 1825-1839
8. Bulusu A, Chen J. Modeling the unit cell geometry of twill weavefabrics during shear deformation. In: 15th Annual Technical Conference for Composites. American Society of Composites; 2000. p. 66-75.
9. Long AC, Souter BJ, Robitaille F. A fabric mechanics approach to draping of woven and non-crimp reinforcements. 15th Annual Technical Conference for Composites. American Society of Composites; 2000. p. 76-83.
10. Kawabata S. Non linear mechanics of woven and knitted materials. In: Chou TW, Ko FK editors. Textile Structural Composites. Elsevier; 1989. p. 67-116.
11. De Luca P, Lefebure P, Pickett AK, Vodermayer AM, Werner W. The numerical simulation of some press forming of continuous fiber reinforced thermoplastics. In: 28th International SAMPE Technical Conference. 1996.
12. Prodromous A.G. Chen J. On the relationship between shear angle and wrinkling of textile composite performs Composite Part A 28 1997 491-503
13. Li W. On the structural mechanics of 3-D braided preforms for composites. PhD thesis, North Carolina State University; 1990.
14. Chen L. Tao X.M. Choy C.L. On the microstructure of three-dimensional braided performs Journal of Composites Science and Technology 59 1999 391-404
15. Li W. Hammad M. Shiekh A.E. Structural analysis of 3-D braided preforms for composites Journal of Textile Institute 81 1990 491-514
16. Ko FK. Three dimensional fabrics for composites- an introduction to the magnaweave structure. In: Proceedings ICCM-4, Japan Soc. Composite Materials. Tokyo; 1984. p. 1609-1617.
17. Wang Y.Q. Wang A.S.D. On the topological yarn structure in 3-D rectangular and tubular braided performs Journal of Composites Science and Technology 51 1994 575-586
18. Wang Y.Q. Wang A.S.D. Geometric mapping of yarn structures in 3-D braided composites due to shape change Journal of Composites Science and Technology 53 1995 359-370