Research on the Curving Aragonite Sheets in Clam’s Shell


Article Preview

Molluscan shell possesses excellent strength, stiffness and fracture toughness that are closely related to its exquisite microstructure. SEM observation of a clam’ shell showed that the shell is a kind of bioceramic composite consisting of aragonite and protein layers parallel with the surface of the shell. The observation also showed that the aragonite layers are composed of long and thin aragonite sheets. Many aragonite sheets are of curving shape at the center of the shell. The higher fracture toughness of the shell was analyzed based on the representative model of the curving aragonite sheets and the concept of the maximum pullout force that is related to the fracture toughness of the shell. The analytical result showed that the maximum pullout force of the curving aragonite sheet is larger than that of straight aragonite sheets, which may effectively enhance the fracture toughness of the shell.



Key Engineering Materials (Volumes 361-363)

Main Theme:

Edited by:

Guy Daculsi and Pierre Layrolle




B. Chen et al., "Research on the Curving Aragonite Sheets in Clam’s Shell", Key Engineering Materials, Vols. 361-363, pp. 475-478, 2008

Online since:

November 2007




[1] D. R. Katti, K. S. Katti, J. M. Sopp and M. Sarikaya: Comp. Theo. Poly. Sci. Vol. 11 (2001), p.396.

[2] M. Sarikaya, K. E. Gunnison, M. Yasrebi, D. L. Milius and I. A. Akay: Proc. Amer. Comp. (1989), p.176.

[3] K. P. Chong and D. C. Davis: Mechanics AAM Vol. 28 (1999), p.1.

[4] D. L. Kaplan: Biomaterials Vol. 3 (1998), p.232.

[5] D. Chateigner, C. Hedegaard and H. R. Wenk: Journal Structural Geology Vol. 22 (2000), p.1723.

[6] A. Jackson, J. Vincent and R. Turner: Proc. R. Soc. Lond. Vol. 234 (1988), p.415.

[7] H. Kessler, B. Roberto, L. Robert, T. Kuhn and H. Heuer. Comp. Mater. Sci. Vol. 5 (1996), p.157.

[8] C. A. Wang, Y. Huang, Q. Zan, H. Guo and S. Y. Cai: Materials Science Engineering. C Vol. 11 (2000), p.9.

[9] V. C. Li, Y. Backer and S. Wang: Composites Vol. 21(1990), p.132. 1.

[1] 05.

[1] 1.

[1] 15.

[1] 2.

[1] 25.

[1] 3.

[1] 35 0 2 4 6 8 10 12 Sheet Lengt h Pp/ P0 ρ =14 ρ =16 ρ =18 Fig. 5. Ratio of pullout force vs. sheet length 1.

[1] 1.

[1] 2.

[1] 3.

[1] 4.

[1] 5.

[1] 6 10 12 14 16 18 20 22 Radi us of cur vat ur e Pp/ P0 l =8 l =10 l =12 Fig. 6. Ratio of pullout force vs. radius of curvature.

Fetching data from Crossref.
This may take some time to load.