Computational modeling of mechanical anisotropy in the cornea and sclera.
about
Use and Misuse of Laplace's Law in OphthalmologyFrom nano to macro: studying the hierarchical structure of the corneal extracellular matrixNoncontact Elastic Wave Imaging Optical Coherence Elastography for Evaluating Changes in Corneal Elasticity Due to Crosslinking.Assessing the effects of riboflavin/UV-A crosslinking on porcine corneal mechanical anisotropy with optical coherence elastography.Evaluating the Effects of Riboflavin/UV-A and Rose-Bengal/Green Light Cross-Linking of the Rabbit Cornea by Noncontact Optical Coherence Elastography.Surface topography induces 3D self-orientation of cells and extracellular matrix resulting in improved tissue function.Biomechanical Modeling of Pterygium Radiation Surgery: A Retrospective Case StudyA microstructurally informed model for the mechanical response of three-dimensional actin networksCornea microstructure and mechanical responses measured with nonlinear optical and optical coherence microscopy using sub-10-fs pulsesScleral biomechanics in the aging monkey eye.Change in biomechanical parameters after flap creation using the Intralase femtosecond laser and subsequent excimer laser ablation.Depth-dependent transverse shear properties of the human corneal stroma.Analysis of the viscoelastic properties of the human cornea using Scheimpflug imaging in inflation experiment of eye globes.The influence of the geometry of the porcine cornea on the biomechanical response of inflation tests.Mechanics and spiral formation in the rat cornea.The influence of lamellar orientation on corneal material behavior: biomechanical and structural changes in an avian corneal disorder.Quantification of collagen organization in the peripheral human cornea at micron-scale resolutionCollagen structure and mechanical properties of the human sclera: analysis for the effects of age.Transverse depth-dependent changes in corneal collagen lamellar orientation and distribution.Coupled biomechanical response of the cornea assessed by non-contact tonometry. A simulation study.Customized Finite Element Modelling of the Human Cornea.A structural model for the in vivo human cornea including collagen-swelling interactionEffects of age and diabetes on scleral stiffness.Automatized Patient-Specific Methodology for Numerical Determination of Biomechanical Corneal Response.Peripapillary and posterior scleral mechanics--part I: development of an anisotropic hyperelastic constitutive modelNew Details of the Human Corneal Limbus Revealed With Second Harmonic Generation Imaging.Three-dimensional distribution of transverse collagen fibers in the anterior human corneal stromaA Large-Scale Computational Analysis of Corneal Structural Response and Ectasia Risk in Myopic Laser Refractive Surgery.Comparison of Patient-Specific Computational Modeling Predictions and Clinical Outcomes of LASIK for Myopia.Anisotropic Finite Element Modeling Based on a Harmonic Field for Patient-Specific ScleraPerspectives on biomechanical growth and remodeling mechanisms in glaucoma().Scleral anisotropy and its effects on the mechanical response of the optic nerve headA closed-form structural model of planar fibrous tissue mechanics.Finite element modeling of the viscoelastic responses of the eye during microvolumetric changes.A viscoelastic anisotropic hyperelastic constitutive model of the human cornea.Contralateral Eye Comparison of SMILE and Flap-Based Corneal Refractive Surgery: Computational Analysis of Biomechanical Impact.Corneal biomechanics - a review.Mechanical characterization of porcine corneas.Scleral birefringence as measured by polarization-sensitive optical coherence tomography and ocular biometric parameters of human eyes in vivo.An inverse finite element method for determining the anisotropic properties of the cornea.
P2860
Q26775204-C9A40AC0-3C45-498F-90ED-896E1F070C4CQ28084854-8079A958-6CB6-4543-B765-F9A446B70D5FQ30357632-895DC5D1-5C12-4E20-83D2-27F6DE8FF6C9Q30365497-93B84604-32AC-4D7B-9F23-84CA362202C8Q30366776-A878ECBA-6F17-4FE0-A59B-47EFBFF2B634Q30656269-F0905115-DB06-4579-A9CD-E432A6D6BA9CQ33857297-374550F6-2450-4318-8C5E-3A64D5ED3B0BQ33867827-462B5BCE-2BC0-4CB9-98CE-75E1B58AE603Q33894625-1A8DE029-B1A7-4E68-B4BA-16A6B9011C95Q33904935-3DD36684-E9E7-4201-83F1-DFA373F62139Q33927975-7CFB8E71-A35A-43AF-9B09-09EE7E1EFEB4Q34113387-38A2C0D0-6563-4A72-8204-7632D6BEC5BDQ34513595-EA495C79-4275-4FCC-92EE-E14003BC9B44Q34632113-79ECEA63-FC07-42FD-8BD0-03659E84F59BQ34807900-638B8E7C-FF1C-41C9-8BDB-B03CB2429489Q35006001-4601C6A8-0D1E-43D4-BD9A-113C89F52B7BQ35079374-B362FBDE-CF04-4FE1-B6D2-52C722911D57Q35120601-16DBCE16-A1E6-44D6-AF5C-421192AA79FCQ35134330-57E5631A-A7BF-4FE6-909C-F930BF66E158Q35189631-52DEC305-AB58-4525-995B-F9C251FBE466Q35670326-E3D32A3E-F1AD-4D06-A2BC-F1B5367638A1Q35686544-8AD24440-151F-47F2-B8D5-072CE6FAE4E9Q35717308-9A947639-C27B-43E7-B071-83EC76F5F094Q35755431-C40F4EB2-FE5E-4D36-983D-E08DCEF5B880Q35763758-E6D22308-9E48-4BFE-983D-D3852351A071Q35783025-5D72373C-6197-4336-8D6A-B1AD1D211FECQ36108170-DC253246-7E8B-44BE-8B95-4C3819224F58Q36133531-BD7EF9E8-3EAE-4435-AAD4-A46166D37970Q36205269-DBF0020A-0B35-4ED3-A2D4-4A8402B195EFQ36300316-5D980228-4200-47BF-9EC3-63842805734AQ36350237-340E498D-3320-4409-B09D-1A959DBC9BBDQ36736284-5115E95B-9E9C-443A-95E8-7D25CA4A0417Q37254541-81D967E5-6E58-4CC7-8CF9-A61070916EF7Q38428022-7211D216-DD8E-4E64-AC09-5A1EE2D5FC4DQ38638555-A31112D9-A89B-49D8-91D9-34E7EF8F8B99Q38691491-5159CA1E-2D65-44CE-91F1-53C008521BF2Q39105107-E8EC3622-C8F0-4149-B124-40BE34A44EF7Q39632024-967AAC0C-6F75-491A-98DA-FA9AB1311EEBQ39762831-0F78CBE4-930B-4574-9E9D-6FE33F8DA2C3Q39940515-90784FD6-471B-4754-9F7A-CAF7D40BD4F2
P2860
Computational modeling of mechanical anisotropy in the cornea and sclera.
description
2005 nî lūn-bûn
@nan
2005年の論文
@ja
2005年学术文章
@wuu
2005年学术文章
@zh
2005年学术文章
@zh-cn
2005年学术文章
@zh-hans
2005年学术文章
@zh-my
2005年学术文章
@zh-sg
2005年學術文章
@yue
2005年學術文章
@zh-hant
name
Computational modeling of mechanical anisotropy in the cornea and sclera.
@en
Computational modeling of mechanical anisotropy in the cornea and sclera.
@nl
type
label
Computational modeling of mechanical anisotropy in the cornea and sclera.
@en
Computational modeling of mechanical anisotropy in the cornea and sclera.
@nl
prefLabel
Computational modeling of mechanical anisotropy in the cornea and sclera.
@en
Computational modeling of mechanical anisotropy in the cornea and sclera.
@nl
P2093
P1476
Computational modeling of mechanical anisotropy in the cornea and sclera.
@en
P2093
Dimitri Chernyak
Dolf van der Heide
Peter M Pinsky
P304
P356
10.1016/J.JCRS.2004.10.048
P577
2005-01-01T00:00:00Z