Finite element modelling of the vibrational behaviour of the human femur using CT-based individualized geometrical and material properties

Couteau, Béatrice; Hobatho, Marie-Christine; Darmana, Robert; Brignola, Jean-Claude; Arlaud, Jean-Yves

Affiliations

¹INSERM U305, Biomécanique, Centre Hospitalier Hôtel Dieu, 31052 Toulouse, France

²EUROS, ZE Athelia III, 13600 La Ciotat, France

Abstract and keywords

Frequency analysis of long bones has been investigated as a tool to assess bone quality or integrity. The objective of the present paper was to develop a three-dimensional finite element model of a fresh human femur with geometrical and mechanical properties derived from quantitative computer tomography images. This model was then exercised and the results were compared to those obtained from a technique. The percent relative error between the numerically and experimentally derived results was found about 4%. Finally, the influence of mechanical properties on the resonant spectre was studied. The results exhibit the limitations of the vibrational technique to detect slight material changes

Keywords: Vibration; Modal analysis; Finite element model; Femur; CT number

Links

DOI: 10.1016/S0021-9290(98)00018-9

PubMed: 9672093

WoS: 000074502700012

History

Revised: 1998-01-8

Cited Works (1)

Year	Entry
1995	Rho JY, Hobatho MC, Ashman RB. Relations of mechanical properties to density and CT numbers in human bone. Med Eng Phys. July 1995;17(5):347-355.

Cited By (10)

Year	Entry
2000	Couteau B, Payan Y, Lavallée S. The mesh-matching algorithm: an automatic 3d mesh generator for finite element structures. J Biomech. August 2000;33(8):1005-1009.
2002	Taylor WR, Roland E, Ploeg H, Hertig D, Klabunde R, Warner MD, Hobatho MC, Rakotomanana L, Clift SE. Determination of orthotropic bone elastic constants using FEA and modal analysis. J Biomech. June 2002;35(6):767-773.
2003	Wirtz DC, Pandorf T, Portheine F, Radermacher K, Schiffers N, Prescher A, Weichert D, Niethard FU. Concept and development of an orthotropic FE model of the proximal femur. J Biomech. February 2003;36(2):289-293.
2020	Blondel M, Abidine Y, Assemat P, Palierne S, Swider P. Identification of effective elastic modulus using modal analysis: application to canine cancellous bone. J Biomech. September 18, 2020;110:109972.
2006	Peng L, Bai J, Zeng X, Zhou Y. Comparison of isotropic and orthotropic material property assignments on femoral finite element models under two loading conditions. Med Eng Phys. April 2006;28(3):227-233.
2016	Haider IT. An Investigation on the Influence of Stumbling Loads on Femoral Fracture Risk, Using a Novel Gradient Enhanced Quasibrittle Finite Element Model [PhD thesis]. Carleton University; 2016.
2018	Zimmermann Y. Développement d'une modélisation par éléments finis pour caractérisation non destructive de la biomécanique osseuse à partir d'images MICRO-CT [Master's thesis]. École polytechnique de Montréal; December 2018.
2009	Galibarov PE. Stochastic Failure Modelling of Total Hip Replacement [PhD thesis]. Trinity College Dublin; October 2009.
2002	Beardsley CL. Development of Quantitative Measures for Bone Comminution Severity [PhD thesis]. University of Iowa; May 2002.
2002	Hwang I-K. Biomechanical Analysis of Wrist Impact Loading During Fall Arrests: Experimental and Computer Simulation Study [PhD thesis]. University of Wisconsin – Milwaukee; December 2002.