2014
DOI: 10.1016/j.jbiomech.2014.07.026
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Different regions of bovine deep digital flexor tendon exhibit distinct elastic, but not viscous, mechanical properties under both compression and shear loading

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Cited by 28 publications
(31 citation statements)
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“…Demonstrating the multiscale nature of tendon mechanics, applied strains were found to be attenuated from tissue to local matrix scale in both equine superficial digital flexor and common digital extensor tendons [15,30]. Illustrative of the multiaxial mechanical properties of tendon, our work has shown that distinct regions of bovine deep digital flexor tendon exhibit different stresses under shear and compression loading, and similar to tensile results, strains were attenuated from the tissue to nuclei scales under non-tensile deformation [6,31]. The modifications of composition and structural properties that occur across different length scales as a result of these factors certainly contribute to overall tendon mechanics and function [32][33][34].…”
Section: Motivation For Modelling Tendon Mechanicssupporting
confidence: 54%
See 1 more Smart Citation
“…Demonstrating the multiscale nature of tendon mechanics, applied strains were found to be attenuated from tissue to local matrix scale in both equine superficial digital flexor and common digital extensor tendons [15,30]. Illustrative of the multiaxial mechanical properties of tendon, our work has shown that distinct regions of bovine deep digital flexor tendon exhibit different stresses under shear and compression loading, and similar to tensile results, strains were attenuated from the tissue to nuclei scales under non-tensile deformation [6,31]. The modifications of composition and structural properties that occur across different length scales as a result of these factors certainly contribute to overall tendon mechanics and function [32][33][34].…”
Section: Motivation For Modelling Tendon Mechanicssupporting
confidence: 54%
“…For example, a component mechanical model composed of an elastic (steady-state) spring in parallel with four Maxwell components was proposed to describe tendon strain-dependent viscoelastic behaviour [55]. In our previous work, we used a two-relaxation-time solid linear model formed by two Maxwell elements and one spring in parallel to describe step strain relaxation of bovine flexor tendon [31]. In another study, a simple structural model incorporated two Kelvin models in series to represent non-fibrillar matrix and collagen fibrils, respectively, and the strain-rate dependent mechanical properties demonstrated by this model were consistent with experimental data of both normal and cross-link-deficient tendons [74].…”
Section: Mathematical Modelling On the Tissue Scale Using Phenomenolomentioning
confidence: 99%
“…Bovine DDFTs (age 14–30 months, n = 10) were obtained from Animal Technologies, Inc. (Tyler, Texas). Thawed blocks of 2 cm length were harvested from locations 4‐cm and 2‐cm away from the natural bifurcation in order to obtain samples from the proximal and distal regions, respectively . The medial and lateral surfaces of each sample were leveled on a freezing stage (BFS‐30MP, Physitemp, Clifton, NJ) sledge microtome (Leica 1400, Buffalo Grove, IL) to ensure smooth surfaces for microscopy imaging.…”
Section: Methodsmentioning
confidence: 99%
“…Although many tendons operate in the toe-region of tissue's stress–strain curve where resistance to deformation begins to increase (less than 5% of their load until rupture) [61], higher load bearing tendons, such as the Achilles, can experience forces nearly 70% of their maximum load and stress before rupture (~3500 N or ~55 MPa) [30,31]. The primary direction of loading in tendons is tensile, yet compressive, biaxial, and shear stresses may be present [62,63]. The wide variation in mechanical properties and loading environments across tendons emphasizes their dynamic role in the musculoskeletal system and the complexity of research necessary to understand their basic mechanisms of homeostasis and injury.…”
Section: Case Study 1: the Extracellular Matrix In The Tendonmentioning
confidence: 99%