Elastic Property Analysis of 3-D Braided Composites

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Periodical:

Key Engineering Materials (Volumes 243-244)

Edited by:

Mamtimin Geni and Masanori Kikuchi

Pages:

463-468

Citation:

B. Wang et al., "Elastic Property Analysis of 3-D Braided Composites", Key Engineering Materials, Vols. 243-244, pp. 463-468, 2003

Online since:

July 2003

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[1] F.K. Ko: Composite Materials: Testing and Design(Seventh Conference), ASTM STP 893(1986), p.392.

[2] C.L. Ma, J.M. Yang, T.W. Chou: Composite Materials: Testing and Designing (Seventh Conference), ASTM STP893(1986), p.404.

[3] J.M. Yang, C. L Ma, Chou T W: Journal of Composite Materials, Vol. 20(1986), p.472.

[4] H.Y. Sun, X. Qiao: Composite Science and Technology, Vol. 57(1997), p.623.

[5] D.L. Wu: Composite Science and Technology, Vol. 56(1996), p.1.

[6] L. Chen, X.M. Tao, C.L. Choy: Composite Science and Technology, Vol. 59(1999), p.391.

[7] L. Chen, X.M. Tao, C.L. Choy: Composite Science and Technology, Vol. 59(1999), p.2383 Fig. 8 Poisson ratio vs. number of inner unit cells 0 5 10 15 20.

59.

60.

61.

62.

63.

64.

65 poisson ratio number of inner unit cells mu12h mu13h mu12w mu13w 0 5 10 15 20.

3120.

3125.

3130.

3135.

3140.

3145.

3150.

3155 Poisson ratio number of inner unit cells nu23h nu23w.

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