» Articles » PMID: 35568202

Eye-specific 3D Modeling of Factors Influencing Oxygen Concentration in the Lamina Cribrosa

Overview
Journal Exp Eye Res
Specialty Ophthalmology
Date 2022 May 14
PMID 35568202
Authors
Affiliations
Soon will be listed here.
Abstract

Our goal was to identify the factors with the strongest influence on the minimum lamina cribrosa (LC) oxygen concentration as potentially indicative of conditions increasing hypoxia risk. Because direct measurement of LC hemodynamics and oxygenation is not yet possible, we developed 3D eye-specific LC vasculature models. The vasculature of a normal monkey eye was perfusion-labeled post-mortem. Serial cryosections through the optic nerve head were imaged using fluorescence and polarized light microscopy to visualize the vasculature and collagen, respectively. The vasculature within a 450 μm-thick region containing the LC - identified from the collagen, was segmented, skeletonized, and meshed for simulations. Using Monte Carlo sampling, 200 vascular network models were generated with varying vessel diameter, neural tissue oxygen consumption rate, inflow hematocrit, and blood pressures (arteriole, venule, anterior boundary, and posterior boundary). Factors were varied over ranges of baseline ±20% with uniform probability. For each model we first obtained the blood flow, and from this the neural tissue oxygen concentration. ANOVA was used to identify the factors with the strongest influence on the minimum (10th percentile) oxygen concentration in the LC. The three most influential factors were, in ranked order, vessel diameter, neural tissue oxygen consumption rate, and arteriole pressure. There was a strong interaction between vessel diameter and arteriole pressure whereby the impact of one factor was larger when the other factor was small. Our results show that, for the eye analyzed, conditions that reduce vessel diameter, such as vessel compression due to elevated intraocular pressure or gaze-induced tissue deformation, may particularly contribute to decreased LC oxygen concentration. More eyes must be analyzed before generalizing.

Citing Articles

Proposing a Methodology for Axon-Centric Analysis of IOP-Induced Mechanical Insult.

Bansal M, Wang B, Waxman S, Zhong F, Hua Y, Lu Y Invest Ophthalmol Vis Sci. 2024; 65(13):1.

PMID: 39495185 PMC: 11539975. DOI: 10.1167/iovs.65.13.1.


Impact of elevated IOP on lamina cribrosa oxygenation; A combined experimental-computational study on monkeys.

Lu Y, Hua Y, Wang B, Zhong F, Theophanous A, Tahir S bioRxiv. 2024; .

PMID: 39314421 PMC: 11418968. DOI: 10.1101/2024.09.05.609208.


Impact of anatomic variability and other vascular factors on lamina cribrosa hypoxia.

Lu Y, Hua Y, Lee P, Theophanous A, Tahir S, Tian Q bioRxiv. 2024; .

PMID: 39314360 PMC: 11419109. DOI: 10.1101/2024.09.12.610282.


The Robust Lamina Cribrosa Vasculature: Perfusion and Oxygenation Under Elevated Intraocular Pressure.

Lu Y, Hua Y, Wang B, Zhong F, Theophanous A, Tahir S Invest Ophthalmol Vis Sci. 2024; 65(5):1.

PMID: 38691092 PMC: 11077910. DOI: 10.1167/iovs.65.5.1.


Computational study of the mechanical behavior of the astrocyte network and axonal compartments in the mouse optic nerve head.

Ling Y, Korneva A, Quigley H, Nguyen T Biomech Model Mechanobiol. 2023; 22(5):1751-1772.

PMID: 37573553 PMC: 10988382. DOI: 10.1007/s10237-023-01752-z.

References
1.
Roberts M, Liang Y, Sigal I, Grimm J, Reynaud J, Bellezza A . Correlation between local stress and strain and lamina cribrosa connective tissue volume fraction in normal monkey eyes. Invest Ophthalmol Vis Sci. 2009; 51(1):295-307. PMC: 2829275. DOI: 10.1167/iovs.09-4016. View

2.
Hulsman C, Vingerling J, Hofman A, Witteman J, de Jong P . Blood pressure, arterial stiffness, and open-angle glaucoma: the Rotterdam study. Arch Ophthalmol. 2007; 125(6):805-12. DOI: 10.1001/archopht.125.6.805. View

3.
Zhu Z, Waxman S, Wang B, Wallace J, Schmitt S, Tyler-Kabara E . Interplay between intraocular and intracranial pressure effects on the optic nerve head in vivo. Exp Eye Res. 2021; 213:108809. PMC: 8665145. DOI: 10.1016/j.exer.2021.108809. View

4.
Secomb T, Hsu R, Braun R, Ross J, Gross J, Dewhirst M . Theoretical simulation of oxygen transport to tumors by three-dimensional networks of microvessels. Adv Exp Med Biol. 1999; 454:629-34. DOI: 10.1007/978-1-4615-4863-8_74. View

5.
Causin P, Guidoboni G, Harris A, Prada D, Sacco R, Terragni S . A poroelastic model for the perfusion of the lamina cribrosa in the optic nerve head. Math Biosci. 2014; 257:33-41. DOI: 10.1016/j.mbs.2014.08.002. View