Numerical study of the mechanical behaviour of textile structures

International Journal of Clothing Science and Technology

Volumn 13, Issue , 2001, Pages 166-175

  Tarfaoui, Mostapha ^a   Akesbi, Samir ^a  

^a UNIVERSITÉ DE HAUTE ALSACE   (France)

Author keywords

Finite element; Numerical methods; Stress analysis; Textiles

Indexed keywords

DEFORMATION; FABRIC PROPERTY; MATHEMATICAL ANALYSIS; MECHANICAL PROPERTY; STRUCTURAL ANALYSIS;

EID: 0034829496     PISSN: 09556222     EISSN: 17585953     Source Type: Journal    
DOI: 10.1108/EUM0000000005780     Document Type: Article

References (7)

1. De Jong, S. and Postle, R. (1977a), “An energy analysis of woven fabric mechanics by means of optimal-control theory. Part I: Tensile properties”, Journal of Textile Institute, Vol. 68, pp.350-61.
2. De Jong, S. and Postle, R. (1977b), “An energy analysis of woven fabric mechanics by means of optimal-control theory. Part II: Pure-bending properties”, Journal of Textile Institute, Vol.68, pp. 362-9.
3. De Jong, S. and Postle, R. (1977c), “An introduction to the study of fabric mechanics using energy methods”, Textile Institute and Industry, Vol. 15, pp. 376-9.
4. De Jong, S. and Postle, R. (1978), “A general energy analysis of fabric mechanics using optimal-control theory”, Textile Research Journal, Vol. 48, pp. 127-35.
5. Kawabata, S., Niwa, M. and Kawai, H. (1973), “The finite deformation theory of plain weaves fabric. Part I: The biaxial-deformation theory”, Journal of Textile Institute, Vol. 64, pp. 21-46.
6. Pierce, F.T. (1937), “The geometry of cloth structure”, Journal of Textile Institute, Vol. 28, pp. 45-96.
7. Postle, R. and De Jong, S. (1981), “The rheology of woven and knitted fabrics. Part I: Fabric geometry and force methods of analysis applied to fabric mechanics”, Journal of Textile Machinery of Japan, Vol. 34 No. 5, p. 264