Femoral neck fracture prediction by anisotropic yield criteria
DOI:
https://doi.org/10.13052/EJCM.18.33-41Keywords:
3D- reconstruction, finite element model, anisotropic yield behaviourAbstract
The fracture risk due to osteoporosis, is undertaken with Dual-Energy X-ray Absorptiometry (DEXA) which is an average of bone mineral density measurement, without taking into account the bone structure. The objective of this study was an experimental test to solicit the human proximal femurs by a physiological configuration (one leg stance phase of walking). For this, transversely isotropic finite element models were developed from CT scan acquisition. The failure load assessment was insured by anisotropic yield behaviour criteria based on distortion energy criterion (Hill’s criterion) and taking into account the difference between tension and compression yield properties (Tsai–Wu’s criterion). The results found in this study showed the significance part of anisotropic yield behaviour of bone on proximal femur.
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References
Bell K. L., Garrahan N., Kneissel M., Loveridge N., Grau E., Stanton M., Reeve J., “Cortical
and Cancellous Bone in the Human Femoral Neck: Evaluation of an Interactive Image
Analysis System”, Bone, vol. 19, n° 5, November 1996, p. 541-548.
Bessho M., Ohnishi I., Matsuyama J., Matsumoto T., Imai K., Nakamura K., “Prediction of
strength and strain of the proximal femur by a CT-based finite element method”, Journal
of Biomechanics, vol. 40, n° 8, 2007, p. 1745-1753.
Black J., Hastings G., Handbook of Biomaterial properties, Chapman et Hall, London, 1998.
Brown T.D., Ferguson A.B.J., “Mechanical property distributions in the cancellous bone of
the human proximal femur”, Acta Orthopaedica Scandinavica, vol. 51, 1980, p. 429-437.
Cezayirlioglu H., Bahniuk E., Davy D. T., Heiple K. G., “Anisotropic yield behavior of bone
under combined axial force and torque”, Journal of Biomechanics, vol. 18, 1985, p. 61-69.
CT2FEM: Copyright (c) 1996 Laboratorio di Tecnologia Medica of Istituti Ortopedici
Rizzoli, Bologna – Italy.
Hajjar R.R., and Kamel H. K., “Osteoporosis for the Home Care Physician, Part 1: Etiology
and Current Diagnostic Strategies”, Journal of the American Medical Directors
Association, vol. 5, n° 3, May-June 2004, p. 192-196.
Huiskes R., Janssen J.D., Slooff, T.J., “A detail comparison of experimental and theoretical stressanalyses
of a human femur”, Mechanical properties of Bone, vol. 45, 1981, p. 211-234.
Katz J.L., Meunier A., “The elastic anisotropy of bone”, Journal of Biomechanics, vol. 20,
, p. 1063-1070.
Keyak J. H., Rossi S. A., “Prediction of femoral fracture load using finite element models: an
examination of stress-and strain-based failure theories”, Journal of Biomechanics, vol. 33,
, p. 209-214.
Keyak J. H., Kaneko, T. S., Tehranzadeh J., Skinner H.B., “Predicting proximal femoral
strength using structural engineering models”, Clin Orthop Relat Res, 2005, p. 219-28.
Lochmüller E.M., Groll O., Kuhn V., Eckstein F., “Mechanical strength of the proximal
femur as predicted from geometric and densitometric bone properties at the lower limb
versus the distal radius”, Bone, vol. 30, 2002, p. 207-216.
Lotz J.C., Cheal E.J., Hayes W.C., “Fracture prediction for the proximal femur using finite
element models: Part I — Linear analysis”, J. Biomech Eng, vol. 60, 1991, p. 113-353.
Lotz J.C., Cheal E.J., Hayes W.C., “Fracture prediction for the proximal femur using finite
element models: Part II — Nonlinear analysis”, J. Biomech Eng, vol. 5, 1991, p. 113-361.
Pithioux M., Lois de comportement et modèles de rupture des os long. Thèse de doctorat,
Université d’Aix Marseille II, 2000.
Taylor W.R., Roland E., Ploeg H., Hertig D., Klabunde R., Warner M.D., Hobatho M.C.,
Rakotomanana L., Clift S.E., “Determination of orthotropic bone elastic constants using
FEA and modal analysis”, J. Biomech , vol. 35, 2002, p.767-773.
Yoshida H., Faust A., Wilckens J., Kitagawa M., Fetto J., Chao E.Y., “Three-dimensional
dynamic hip contact area and pressure distribution during activities of daily living”, J.
Biomech, vol. 39, 2005, p. 1996 - 2004. 24.