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A fibril-scale visco-hyperelastic model for the mechanics of vocal-fold tissues
by
Terzolo, Alberto
, Orgéas, Laurent
, Bailly, Lucie
in
3D microstructure
/ Biomechanics
/ Collagen
/ Composite materials
/ Engineering Sciences
/ fibril
/ Fibrils
/ Kinematics
/ Larynx
/ Life Sciences
/ Mechanical properties
/ Mechanical stimuli
/ Mechanics
/ Mechanics of materials
/ multi-axial loadings
/ multiscale mechanical modeling
/ Original Research
/ Physics
/ Vibrations
/ Viscoelasticity
/ vocal folds
2026
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A fibril-scale visco-hyperelastic model for the mechanics of vocal-fold tissues
by
Terzolo, Alberto
, Orgéas, Laurent
, Bailly, Lucie
in
3D microstructure
/ Biomechanics
/ Collagen
/ Composite materials
/ Engineering Sciences
/ fibril
/ Fibrils
/ Kinematics
/ Larynx
/ Life Sciences
/ Mechanical properties
/ Mechanical stimuli
/ Mechanics
/ Mechanics of materials
/ multi-axial loadings
/ multiscale mechanical modeling
/ Original Research
/ Physics
/ Vibrations
/ Viscoelasticity
/ vocal folds
2026
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A fibril-scale visco-hyperelastic model for the mechanics of vocal-fold tissues
by
Terzolo, Alberto
, Orgéas, Laurent
, Bailly, Lucie
in
3D microstructure
/ Biomechanics
/ Collagen
/ Composite materials
/ Engineering Sciences
/ fibril
/ Fibrils
/ Kinematics
/ Larynx
/ Life Sciences
/ Mechanical properties
/ Mechanical stimuli
/ Mechanics
/ Mechanics of materials
/ multi-axial loadings
/ multiscale mechanical modeling
/ Original Research
/ Physics
/ Vibrations
/ Viscoelasticity
/ vocal folds
2026
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A fibril-scale visco-hyperelastic model for the mechanics of vocal-fold tissues
Journal Article
A fibril-scale visco-hyperelastic model for the mechanics of vocal-fold tissues
2026
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Overview
Modeling the mechanics of human vocal folds during phonation is a challenging task. This is partly due to the mechanics of their soft and highly anisotropic fibrous tissues, which undergoes finite strains with both elasticity and strain-rate sensitivity.
We propose a visco-hyperelastic micro-mechanical model capable of predicting the complex cyclic response of the vocal-fold fibrous tissues based on their histo-mechanical properties. For that purpose, we start from the hyperelastic micro-mechanical model proposed by Terzolo et al.,
128:105118 (2022). We include in the model non-linear viscoelastic contributions at the fibril scale to account for the dissipative and time-dependent response of vocal-fold tissues.
The relevance of the model is demonstrated and discussed through comparison with a comprehensive set of reference experimental data, within a wide range of loading modes, strains, and strain rates: cyclic and multi-axial loadings at finite strains (tension, compression and shear), along with small-amplitude oscillatory shear (SAOS) and large-amplitude oscillatory shear (LAOS) from low to high frequencies. This study elucidates how the viscoelasticity of vocal-fold tissues can result from combined time-dependent micro-mechanisms, such as the kinematics and the deformation of their fibril bundles, along with the mechanical interactions likely to develop among fibrils and the surrounding amorphous matrix.
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