Consideration of multiple load cases is critical in modelling orthotropic bone adaptation in the femur
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Author(s)
Geraldes, DM
Modenese, L
Phillips, ATM
Type
Journal Article
Abstract
Functional adaptation of the femur has been
investigated in several studies by embedding bone remodelling
algorithms in finite element (FE) models, with simpli-
fications often made to the representation of bone’s material
symmetry and mechanical environment. An orthotropic
strain-driven adaptation algorithm is proposed in order to
predict the femur’s volumetric material property distribution
and directionality of its internal structures within a continuum.
The algorithm was applied to a FE model of the femur,
with muscles, ligaments and joints included explicitly. Multiple
load cases representing distinct frames of two activities
of daily living (walking and stair climbing) were considered.
It is hypothesised that low shear moduli occur in areas
of bone that are simply loaded and high shear moduli in
areas subjected to complex loading conditions. In addition,
it is investigated whether material properties of different
femoral regions are stimulated by different activities. The loading and boundary conditions were considered to provide
a physiological mechanical environment. The resulting
volumetric material property distribution and directionalities
agreed with ex vivo imaging data for the whole femur.
Regions where non-orthogonal trabecular crossing has been
documented coincided with higher values of predicted shear
moduli. The topological influence of the different activities
modelled was analysed. The influence of stair climbing on
the properties of the femoral neck region is highlighted. It is
recommended that multiple load cases should be considered
when modelling bone adaptation. The orthotropic model of
the complete femur is released with this study.
investigated in several studies by embedding bone remodelling
algorithms in finite element (FE) models, with simpli-
fications often made to the representation of bone’s material
symmetry and mechanical environment. An orthotropic
strain-driven adaptation algorithm is proposed in order to
predict the femur’s volumetric material property distribution
and directionality of its internal structures within a continuum.
The algorithm was applied to a FE model of the femur,
with muscles, ligaments and joints included explicitly. Multiple
load cases representing distinct frames of two activities
of daily living (walking and stair climbing) were considered.
It is hypothesised that low shear moduli occur in areas
of bone that are simply loaded and high shear moduli in
areas subjected to complex loading conditions. In addition,
it is investigated whether material properties of different
femoral regions are stimulated by different activities. The loading and boundary conditions were considered to provide
a physiological mechanical environment. The resulting
volumetric material property distribution and directionalities
agreed with ex vivo imaging data for the whole femur.
Regions where non-orthogonal trabecular crossing has been
documented coincided with higher values of predicted shear
moduli. The topological influence of the different activities
modelled was analysed. The influence of stair climbing on
the properties of the femoral neck region is highlighted. It is
recommended that multiple load cases should be considered
when modelling bone adaptation. The orthotropic model of
the complete femur is released with this study.
Date Issued
2015-11-17
Date Acceptance
2015-10-19
Citation
Biomechanics and Modeling in Mechanobiology, 2015, 15 (5), pp.1029-1042
ISSN
1617-7959
Publisher
Springer Verlag (Germany)
Start Page
1029
End Page
1042
Journal / Book Title
Biomechanics and Modeling in Mechanobiology
Volume
15
Issue
5
Copyright Statement
© The Author(s) 2015. This article is published with open access at Springerlink.com
License URL
Sponsor
Fundação para a Ciência e Tecnologia, Portugal
Grant Number
SFRH/BD/69936/2010
Subjects
Biomechanics
Bone adaptation
Bone remodelling
Daily living activities
Femur
Finite element modelling
Multiple load cases
Musculoskeletal
Orthotropic
Shear modulus
Young’s modulus
Biomedical Engineering
0913 Mechanical Engineering
0903 Biomedical Engineering
Publication Status
Published