Simulating Anisotropic Woven Fabric Deformation with a New Particle Model

Textile Research Journal

Volumn 73, Issue 12, 2003, Pages 1091-1099

  Dai, Xiaoqun ^a   li, yi ^a   Zhang, Xin ^a  

^a HONG KONG POLYTECHNIC UNIVERSITY   (Hong Kong)

Author keywords

[No Author keywords available]

Indexed keywords

ANISOTROPY; BENDING (DEFORMATION); COMPACTION; COMPUTER SIMULATION; ELASTICITY; SEPARATION;

ORTHOTROPIC STRUCTURE; WOVEN FABRICS;

FABRICS;

ANISOTROPY; DEFORMATION; FABRIC PROPERTY; MATHEMATICAL ANALYSIS; MODEL; STRUCTURAL ANALYSIS; WOVEN FABRIC;

EID: 0842349351     PISSN: 00405175     EISSN: None     Source Type: Journal    
DOI: 10.1177/004051750307301211     Document Type: Article

References (19)

1. Baraff, D., and Witkin, A., Large Steps in Cloth Simulation, in “Proc. SIGGRAPH'98,” 1998, pp. 43-55.
2. Breen, D.E., House, D.H., and Wozny. M. J., A Particle-Based Model for Simulating the Draping Behavior of Woven Cloth, Textile Res. J. 64(11), 663-685 (1994).
3. Carignan, M., et al., Dressing Animated Synthetic Actors with Complex Deformable Clothes, in “Proc. SIGGRAPH'92,” 1992, pp. 99-104.
4. Cho;, K.J., and Ko, H.S., Stable but Responsible Cloth. ACM Trans. Graphics 21(3), 604-611 (2002).
5. Dias, J.M.S., Gamito. M.N., and Rebordao. J.M., A Discretized Linear Elastic Model for Cloth Buckling and Drape, Textile Res. J. 70(4), 285-297 (2000).
6. Eberhardt, B., Weber, A., and Strasser, W., A Fast, Flexible, Particle-System Model for Cloth Draping. IEEE Comput. Graph. Applica. 16(5), 52-59 (1996).
7. Garner, W., “Textile Laboratory Manual,” National Trade Press, 1951.
8. House, D. H., and Breen. D. E. Eds. “Cloth Modeling and Animation,” A. K. Paters. Ltd., Natick. MA, 2000, pp. 55-77.
9. House. D.H., and Breen. D.E., Representation of Woven Fabrics, “Course Notes of SIGGRAPH'98.” 1998, pp. B1-B17.
10. Imaoka, H., et al., Estimating Method of Textile Fabric Deformation-in the Case of a Two-dimensional Problem. Sen-i Gakkaishi 44(5), 229-237 (1988).
11. Kang, T.J., and Kim, S.M., Development of Three-dimensional Apparel CAD System, Part Two: Prediction of Garment Drape Shape. Int. J. Cloth. Sci. Technol. 12(1), 39-49 (2000).
12. Kawabata, S., “The Standardization and Analysis of Hand Evaluation,” The Textile Machinery Society of Japan, Osaka. 1980.
13. Okabe, H., et al., Three Dimensional Apparel CAD System, Comput. Graph. 26(2), 105-110 (1992).
14. Sakaguchi, Y., and Harada, T., PARTY: Virtual Reality and Dressing Environment, J. Textile Machin. Soc. Jpn. 49(7), 360-368 (1998).
15. Shanahan, W.J., Lloyd, D.W., and Hearle, J.W.S., Characterizing the Elastic Behavior of Textile Fabrics in Complex Deformation. Textile Res. J. 48(4), 495-505 (1978).
16. Terzopoulos, D., and Fleischer. K., Deformable Models. Visual Comput. 4, 306-331 (1988).
17. Terzopoulos, D., et al., Elastically Deformable Models, in “Proc. SIGGRAPH'87.” 1987, pp. 205-214.
18. Thalmann, N.M., Clothing Virtual Actors, “ Course Notes of SIGGRAPH'98.” 1998, pp. D-1-D-26.
19. Volino, P., and Thalmann, N.M., Implementing Fast Cloth Simulation with Collision Response, Comput. Graph. Int., 257-266 (2000).