2018
DOI: 10.1016/j.jbiomech.2017.10.036
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Simplified boundary conditions alter cortical-trabecular load sharing at the distal radius; A multiscale finite element analysis

Abstract: High-resolution peripheral quantitative computed tomography (HR-pQCT) derived micro-finite element (FE) modeling is used to evaluate mechanical behavior at the distal radius microstructure. However, these analyses typically simulate non-physiologic simplified platen-compression boundary conditions on a small section of the distal radius. Cortical and trabecular regions contribute uniquely to distal radius mechanical behavior, and various factors affect these regions distinctly. Generalized strength predictions… Show more

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Cited by 10 publications
(7 citation statements)
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“…FE models are useful for estimating strains within the bone of a living person. However, we have shown that models that simulate platen compression, which often used to estimate bone strength, do not accurately replicate the strains that occur during physiologic loading [ 92 ]. If FE models based on these images are to be useful for predicting bone strain during an exercise, it is important to include accurate (physiological) boundary conditions [ 93 ].…”
Section: Emerging Areas Of Research About Exercise and Women’s Bonmentioning
confidence: 99%
“…FE models are useful for estimating strains within the bone of a living person. However, we have shown that models that simulate platen compression, which often used to estimate bone strength, do not accurately replicate the strains that occur during physiologic loading [ 92 ]. If FE models based on these images are to be useful for predicting bone strain during an exercise, it is important to include accurate (physiological) boundary conditions [ 93 ].…”
Section: Emerging Areas Of Research About Exercise and Women’s Bonmentioning
confidence: 99%
“…Our results also show that using the simplified compressive boundary condition may be an acceptable choice when investigating trabecular bone mechanoregulation of the healthy human distal radius. However, Johnson and Troy (2018) have shown that this simplified compression boundary condition may alter cortical and trabecular loading sharing. Therefore, the authors caution that such a simplified boundary condition may not be adequate for future studies investigating cortical and trabecular bone mechanoregulation.…”
Section: Discussionmentioning
confidence: 99%
“…This suggests that only part of the bone structure may be load adapted. The actual in vivo load distribution might differ systematically from the homogeneous assumption in humans (Christen et al, 2016;Johnson and Troy, 2018) and mice (Christen et al, 2012). By modelling homogenised strain patterns, the conventional algorithm may reduce mechanical signal inhomogeneities that have been recognised as drivers for the mechanoregulated remodelling process in bone (Frost, 1987(Frost, , 2003.…”
Section: Introductionmentioning
confidence: 99%
“…Our results also show that using the simplified compressive boundary condition may be an acceptable choice when investigating trabecular bone mechanoregulation the healthy human distal radius. However, Johnson and Troy (2018) have shown that this simplified compression boundary condition may alter cortical and trabecular loading sharing. Therefore, the authors caution that such a simplified boundary condition may not be adequate for future studies investigating cortical and trabecular bone mechanoregulation.…”
Section: Discussionmentioning
confidence: 99%
“…However, remaining signal inhomogeneity remained high, ranging between 20-67%, indicating that no homogenous tissue load could be found (Christen et al, 2012). This suggests that the actual in vivo load distribution might differ systematically from the homogeneous assumption in humans (Christen et al, 2016;Johnson and Troy, 2018) and mice (Christen et al, 2012). By modelling homogenised strain patterns, the conventional algorithm may reduce mechanical signal inhomogeneities that have been recognised as drivers for the mechanoregulated remodelling process in bone (Frost, 1987(Frost, , 2003.…”
Section: Introductionmentioning
confidence: 99%