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Subject-specific Musculoskeletal Model for Studying Bone Strain During Dynamic Motion
Published on: April 11, 2018
Modeling of dynamic fracture and damage in two-dimensional trabecular bone microstructures using the cohesive finite
1Department of Aerospace and Mechanical Engineering, University of Notre Dame, Notre Dame, IN 46556, USA. vikas.tpmar@nd.edu
Journal of Biomechanical Engineering
|April 17, 2008
Summary
Trabecular bone fracture resistance depends on loading rate and microstructure. Bone sections with lower area fraction and higher thickness are more fracture-resistant, showing how architecture influences damage.
Area of Science:
- Biomechanics
- Materials Science
- Orthopedics
Background:
- Trabecular bone fracture is influenced by architecture, microdamage, and tissue properties.
- Micro-finite-element models are limited in simulating microstructure-dependent fracture.
- Understanding dynamic fracture is crucial for bone health and injury prevention.
Purpose of the Study:
- To model dynamic fracture in 2D ovine trabecular bone micrographs using the cohesive finite element method.
- To investigate the influence of loading rate and microstructural features on fracture behavior.
- To analyze the anisotropy in microdamage accumulation and fracture resistance.
Main Methods:
- Cohesive finite element modeling of 2D ovine trabecular bone micrographs.
- Modeling bone tissue as an orthotropic material with parameters from human cortical bone.
- Crack propagation analysis in two orthogonal sections with varying microstructural features (area fraction, thickness, connectivity).
Main Results:
- Fracture behavior is dependent on the rate of loading.
- Microstructure significantly influences fracture properties; lower area fraction and higher thickness enhance fracture resistance.
- Trabecular architecture causes inhomogeneous damage distribution, leading to rapid fragmentation upon critical damage accumulation.
Conclusions:
- Loading rate and trabecular microstructure are key determinants of bone fracture.
- Microstructural variations lead to anisotropic damage accumulation and fracture resistance.
- The cohesive finite element method is effective for modeling dynamic fracture in trabecular bone.
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