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ID 67597
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Author
Enomoto, Shota Institute for Promotion of Education and Campus Life, Okayama University
Oda, Toshiaki Graduate School of Education, Hyogo University of Teacher Education
Abstract
We investigated the influence of Achilles tendon (AT) geometry on local-strain magnitude and distribution during loading, using finite element analysis. We calculated the following eight AT parameters for 18 healthy men: thickness and width of the most distal part, minimum cross-sectional area (mCSA), and most proximal part; length; and position of the mCSA. To investigate the effect of AT geometry on the magnitude and distribution of local strain, we created three-dimensional numerical models by changing the AT parameter values for every one standard deviation (SD) in the range of ±2 SD. A 4000 N lengthening force was applied to the proximal surface of all the models. The mean first principal strain (FPS) was determined every 3% of the length. The highest FPS in each model was mainly observed in the proximal regions; the 86–89% site (the most proximal site was set at 100%) had the highest number of models with the highest FPS (nine models). The highest FPS was observed in the model with a distal thickness of −2 SD, which was 27.1% higher than that of the standard model observed in the 2–5% site. Therefore, the AT geometry influences local-strain magnitude and distribution during loading.
Keywords
computational model
Mooney-Rivlin model
soft tissue
Published Date
2023-12-04
Publication Title
Biomechanics
Volume
volume3
Issue
issue4
Publisher
MDPI
Start Page
583
End Page
595
ISSN
2673-7078
Content Type
Journal Article
language
English
OAI-PMH Set
岡山大学
Copyright Holders
© 2023 by the authors.
File Version
publisher
DOI
Web of Science KeyUT
Related Url
isVersionOf https://doi.org/10.3390/biomechanics3040047
License
https://creativecommons.org/licenses/by/4.0/
Citation
Enomoto, S.; Oda, T. Estimation of the Effects of Achilles Tendon Geometry on the Magnitude and Distribution of Local Strain: A Finite Element Analysis. Biomechanics 2023, 3, 583-595. https://doi.org/10.3390/biomechanics3040047
Funder Name
Japan Society for the Promotion of Science
助成番号
JP 22K17719