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ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

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A SENSITIVITY ANALYSIS OF ADAPTIVE BONE REMODELING<br />

SIMULTATION IN THE PROXIMAL FEMUR USING 3D MODELS<br />

S. Walscharts 1 , J.M. Garcia-Aznar 2 , G.H. van Lenthe 1 and J. Vander Sloten 1<br />

1. ABSTRACT<br />

The typical bone density patterns in the proximal femur can be explained using bone<br />

remodeling simulations [1]. Yet, density variations have been measured between<br />

individuals. The aim of this study was to use patient specific loading characteristics to<br />

estimate the bone density distribution in the proximal femur and to determine the<br />

importance of different modeling parameters in doing so. We combined a generic<br />

anisotropic bone remodeling scheme [2] with a patient specific musculoskeletal model<br />

of the lower limb. The model includes patient specific muscle attachments of the<br />

relevant muscles of the lower limb. Gait analysis data was used to quantify the loads<br />

that occur during daily life. We varied the initial homogeneous density of the bone, the<br />

load intensity, the number of load cases, their relative importance, as well as the number<br />

of muscles taken into account. We evaluated our findings against the results of<br />

simulations using generic loading. We found that the number of load cases had little<br />

effect on the estimated density, as long as they are distributed over the entire gait cycle.<br />

A high initial density resulted in too high density values in the medullary cavity,<br />

whereas low initial values all led to very similar outcome. The action of the muscle<br />

forces was most pronounced near the attachment regions. The direction of the head<br />

contact force greatly influenced the estimated density pattern. Since this direction is<br />

known to be strongly determined by the gait, data from an entire gait cycle representing<br />

all loads acting on the bone are necessary for predicting physiological density<br />

distributions.<br />

2. INTRODUCTION<br />

The relationship between bone structure and applied loads was first observed and<br />

described by Wolff in 1892 [3]. Since then a lot of models have been proposed that<br />

model bone adaptation in response to mechanical stimuli. Depending on the model,<br />

these stimuli differ from functions of stress or strain to strain energy.<br />

Not only the mechanical stimulus but also the kind of load that is applied varies<br />

between models. Earlier models only considered 2D geometry and thus the load cases<br />

differed mainly in abduction angles [4], with forces acting on the major trochanter.<br />

Although these loads are still being used for 3D simulations [5], a gait based approach<br />

gives a more realistic representation of the mechanical environment [6]. Also extreme<br />

loads like stair walking are sometimes considered [7]. The bones used, as well as the<br />

loads considered, are mostly generic and patient-specific differences are generally<br />

ignored. Valuable information could be lost by omitting the subject-specificity and<br />

simplifying the loads.<br />

1 Biomechanics section, KU Leuven, Leuven, Belgium<br />

2 Multiscale in Mechanical and Biological Engineering Group, Aragón Institute of Engineering Research<br />

(I3A), <strong>University</strong> of Zaragoza, Zaragoza, Spain

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