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Computation methods affect the reported values of in vivo human tendon stiffness
Stephen J Pearson1, Gladys L Onambélé
1Centre for Health, Sport and Rehabilitation Sciences Research, University of Salford, Manchester, M6 6PU, United Kingdom. s.pearson@salford.ac.uk
Journal of the Mechanical Behavior of Biomedical Materials
|November 22, 2011
Summary
Estimating tendon stiffness (K) varies significantly between methods, leading to inaccuracies. Mathematical modeling provides a scaling factor to improve consistency in K measurements for better biomechanical analysis.
Area of Science:
- Biomechanics
- Human Physiology
- Materials Science
Background:
- Scientific validity of physiological and biomechanical data is compromised by inconsistent measurement techniques.
- In vivo determination of tendon stiffness (K) is particularly affected by varying methodologies.
- Current approaches for calculating tendon stiffness include gradient analysis, point tangents, and linear regressions across the Force-Elongation Relationship (FER).
Purpose of the Study:
- To compare the variability in tendon stiffness (K) estimates derived from different calculation approaches.
- To highlight the discrepancies introduced by various computational methods in determining tendon mechanical properties.
- To assess the impact of different FER models on K estimations.
Main Methods:
- Developed mathematical models for curvilinear Force-Elongation Relationships (FERs) representing low, medium, and high tendon stiffness (K).
- Calculated K values using established literature methods on these models.
- Quantified the differences in K estimates between various computational approaches and reference standards.
Main Results:
- Mathematical modeling revealed substantial variability in K estimates.
- Computational methods, compared to reference standards, showed a wide range of inaccuracies, underestimating K by 26% and overestimating it by 51%.
- The choice of method significantly impacts the recorded value of tendon stiffness.
Conclusions:
- The developed mathematical modeling offers a 'scaling factor' to minimize variability in K estimates across studies.
- This standardization is crucial for researchers and clinicians needing consistent tendon mechanical property values.
- Improved consistency aids in developing accurate models and materials based on human tendon biomechanics.

