Literature DB >> 20399430

Biaxial mechanical testing of human sclera.

Armin Eilaghi1, John G Flanagan, Inka Tertinegg, Craig A Simmons, G Wayne Brodland, C Ross Ethier.   

Abstract

The biomechanical environment of the optic nerve head (ONH), of interest in glaucoma, is strongly affected by the biomechanical properties of sclera. However, there is a paucity of information about the variation of scleral mechanical properties within eyes and between individuals. We thus used biaxial testing to measure scleral stiffness in human eyes. Ten eyes from 5 human donors (age 55.4+/-3.5 years; mean+/-SD) were obtained within 24h of death. Square scleral samples (6mm on a side) were cut from each ocular quadrant 3-9 mm from the ONH centre and were mechanically tested using a biaxial extensional tissue tester (BioTester 5000, CellScale Biomaterials Testing, Waterloo). Stress-strain data in the latitudinal (toward the poles) and longitudinal (circumferential) directions, here referred to as directions 1 and 2, were fit to the four-parameter Fung constitutive equation W=c(e(Q)-1), where Q=c(1)E(11)(2)+c(2)E(22)(2)+2c(3)E(11)E(22) and W, c's and E(ij) are the strain energy function, material parameters and Green strains, respectively. Fitted material parameters were compared between samples. The parameter c(3) ranged from 10(-7) to 10(-8), but did not contribute significantly to the accuracy of the fitting and was thus fixed at 10(-7). The products cc(1) and cc(2), measures of stiffness in the 1 and 2 directions, were 2.9+/-2.0 and 2.8+/-1.9 MPa, respectively, and were not significantly different (two-sided t-test; p=0.795). The level of anisotropy (ratio of stiffness in orthogonal directions) was 1.065+/-0.33. No statistically significant correlations between sample thickness and stiffness were found (correlation coefficients=-0.026 and -0.058 in directions 1 and 2, respectively). Human sclera showed heterogeneous, near-isotropic, nonlinear mechanical properties over the scale of our samples. Copyright (c) 2010 Elsevier Ltd. All rights reserved.

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Year:  2010        PMID: 20399430     DOI: 10.1016/j.jbiomech.2010.02.031

Source DB:  PubMed          Journal:  J Biomech        ISSN: 0021-9290            Impact factor:   2.712


  40 in total

1.  Biomechanical changes in the sclera of monkey eyes exposed to chronic IOP elevations.

Authors:  Michaël J A Girard; J-K Francis Suh; Michael Bottlang; Claude F Burgoyne; J Crawford Downs
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2.  Proteomics analyses of human optic nerve head astrocytes following biomechanical strain.

Authors:  Ronan S Rogers; Moyez Dharsee; Suzanne Ackloo; Jeremy M Sivak; John G Flanagan
Journal:  Mol Cell Proteomics       Date:  2011-11-29       Impact factor: 5.911

3.  Residual deformations in ocular tissues.

Authors:  Ruoya Wang; Julia Raykin; Rudolph L Gleason; C Ross Ethier
Journal:  J R Soc Interface       Date:  2015-04-06       Impact factor: 4.118

4.  Ultrasonic measurement of scleral cross-sectional strains during elevations of intraocular pressure: method validation and initial results in posterior porcine sclera.

Authors:  Junhua Tang; Jun Liu
Journal:  J Biomech Eng       Date:  2012-09       Impact factor: 2.097

5.  Dynamic testing of regional viscoelastic behavior of canine sclera.

Authors:  Joel R Palko; Xueliang Pan; Jun Liu
Journal:  Exp Eye Res       Date:  2011-10-05       Impact factor: 3.467

6.  Indentation and needle insertion properties of the human eye.

Authors:  A Matthews; C Hutnik; K Hill; T Newson; T Chan; G Campbell
Journal:  Eye (Lond)       Date:  2014-05-09       Impact factor: 3.775

7.  Corneoscleral stiffening increases IOP spike magnitudes during rapid microvolumetric change in the eye.

Authors:  Keyton Clayson; Xueliang Pan; Elias Pavlatos; Ryan Short; Hugh Morris; Richard T Hart; Jun Liu
Journal:  Exp Eye Res       Date:  2017-08-30       Impact factor: 3.467

8.  Biaxial mechanical testing of posterior sclera using high-resolution ultrasound speckle tracking for strain measurements.

Authors:  Benjamin Cruz Perez; Junhua Tang; Hugh J Morris; Joel R Palko; Xueliang Pan; Richard T Hart; Jun Liu
Journal:  J Biomech       Date:  2013-12-24       Impact factor: 2.712

9.  Biaxial tension of fibrous tissue: using finite element methods to address experimental challenges arising from boundary conditions and anisotropy.

Authors:  Nathan T Jacobs; Daniel H Cortes; Edward J Vresilovic; Dawn M Elliott
Journal:  J Biomech Eng       Date:  2013-02       Impact factor: 2.097

10.  Power type strain energy function model and prediction of the anisotropic mechanical properties of skin using uniaxial extension data.

Authors:  Lin Li; Xiuqing Qian; Hui Wang; Lin Hua; Haixia Zhang; Zhicheng Liu
Journal:  Med Biol Eng Comput       Date:  2013-07-18       Impact factor: 2.602

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