September 2005, Volume 16, Issue 9, pp 803-806
Elastic anisotropy of bone and dentitional tissues
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The calculation of the scalar compressive and shear anisotropy factors developed for single crystal refractory compounds has been adapted to the anisotropic elastic stiffness coefficients determined by a number of ultrasonic measurements of bone based on transverse isotropic symmetry. Later, this work was extended to include the ultrasonic measurements of bone based on orthotropic symmetry. Recently, the five transverse isotropic elastic constants for both wet and dry human dentin were determined using resonant ultrasound spectroscopy. The five transverse isotropic elastic constants for wet bovine enamel and dentin had been calculated based on modeling of ultrasonic wave propagation measurements and related data in the literature. The scalar compressive and shear anisotropy factors have been calculated from both these sets of data and are compared with a representative set from those published previously for both human and bovine bone and both fluoro- and hydroxyl-apatites.
D. H. CHUNG and W. R. BUESSEM, in “Anisotropy in Single-Crystal Refractory Compounds,” edited by F. W. Vahldiek and S. A. Mersol (Plenum Press, New York, 1968) Vol. 2, p. 217.
J. L. KATZ and A. MEUNIER, J. Mater. Sci.: Mater. in Med. 1 (1990) 1.CrossRef
R. F. S. HEARMON, in “An Introduction to Applied Anisotropic Elasticity” (Oxford University Press, Oxford. 1961).
J. L. KATZ and K. UKRAINCIK, ibid. 4 (1971) 221.CrossRef
W. C. VAN BUSKIRK, S. C COWIN and R. N. WARD, J. Biomech. Engng. 103 (1981) 67.
J. L. KATZ, S. LIPSON, H. S. YOON, R. MAHARIDGE, A. MEUNIER and P. CHRISTEL, Calc. Tiss. Inter. 36 (1984) S31.
S. B. LANG, Science 165 (1969) 287.PubMed
S. B. LANG, IEEE Trans. Bio-Med. Engng. 17 (1970) 101.
J. L. KATZ, Bulletin de la Societe Chimique de France (In English) 4 (1985) 514.
W. C. VAN BUSKIRK and R. B. ASHMAN, in “Mechanical Properties of Bone,” edited by S. Cowin (ASME, New York, 1981) p. 131.
J. H. KINNEY, J. A. POPLE, G. W. MARSHALL and S. J. MARSHALL, Calc. Tiss. Inter. 69 (2001) 31.CrossRef
I. V. KNETS, Polymer Mech (trans, from Mekhanika Polymerov) 13 (1978) 434.
- Elastic anisotropy of bone and dentitional tissues
Journal of Materials Science: Materials in Medicine
Volume 16, Issue 9 , pp 803-806
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- 1. Department of Oral Biology, School of Dentistry, University of Missouri-Kansas City-Center for Research on Interfacial Structure and Properties (UMKC-CRISP), Kansas City, Missouri, USA
- 2. Division of Civil & Mechanical Engineering, School of Computing & Engineering, University of Missouri-Kansas City, Kansas City, Missouri, USA
- 4. Department of Mechanical Engineering, University of Kansas, Lawrence, Kansas, USA