Group Analysis Method of 3D Braided Composites Elastic Properties

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Abstract:

The matrix representation of space point group is used in transferring the elastic matrix of the braided yarn based on the symmetries of braided composites representative volume element (RVE) meso-geometrical structure. The off-axis elastic matrixes of the whole braided yarns of the RVE are deduced. With a use of meso-mechanical model based on the mixture rule, the yarn segments off-axis elastic matrixes in the RVE and matrixs one are summed with weight; Equivalent elastic matrix of 3D braided composites was deduced. Equivalent engineering elastic constants are achieved in the end. The model can be applied in 2D braided composites mechanical analysis if its geometry is satisfied to the symmetries corresponding to plain point group.

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Advanced Materials Research (Volumes 838-841)

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364-369

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November 2013

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© 2014 Trans Tech Publications Ltd. All Rights Reserved

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[1] Pang B J, Du S Y, Wu P L. Journal of harbin institute of technology. 1999, 31(3), 51-55.

Google Scholar

[2] Ko F K. Philadelphia: American Society for Testing Material, 1986: 392- 403.

Google Scholar

[3] Yau S S, Chou T W, Ko F K. Composites, 1986, 17 (3): 227- 232.

Google Scholar

[4] Surya R K, Abdel A. Journal of Composite Materials, 1996, 30 (8): 885- 905.

Google Scholar

[5] Ma C. L., Yang J. M, Chou T W. Philadelphia: American Society for Testing Material, 1986: 404- 421.

Google Scholar

[6] Yang J. M., Ma C. L., Chou T. W. Compos. Mater. 1986, 20 (5): 472~484.

Google Scholar

[7] Wu D L, Hao Z P. Journal of Astronautics, 1993, (3) : 13-16.

Google Scholar

[8] Chen L, Li J L, Li X M. Journal of Tianjin Polytechnic University, 2003, 22(2): 1-5.

Google Scholar

[9] Liu Z G, Lu M, Mai H C. Journal of Beijing University of Aeronautics and Astronautics, 2000, 2 (26): 182- 185.

Google Scholar

[10] Bohong Gu. Composite Structures. 2004, 64: 235-241.

Google Scholar

[11] Tang Z. X., Postle R. Composite Structures, 2001, 51: 451- 457.

Google Scholar

[12] Feng W, Ma W S. Chinese Science Bulletin, 2005, 50(21): 2529-2533.

Google Scholar

[13] Ma w s, Feng w. Journal of University of Science and Technology Beijing, 2007, 29(2): 226-231.

Google Scholar

[14] Tao X M, Xian X J, Gao G X. Textile structural composites Science Press,2001: 232-247.

Google Scholar

[15] Kyosev Y, Brucken A, Tillmanns A. et al. Proceedings of the 9th International Conference on Textile Composites - TEXCOMP9: Recent Advances in Textile Composites, Newark, DE, United states, 2008: 255-263.

Google Scholar

[16] Wen W D, Shao J, Cui H T et al. Journal of Aerospace Power, 2009, 24(11): 2514-2520.

Google Scholar