Mathematical Analysis of oxygen Transport in the Retina

Deepti Seth
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Abstract

The aim of the present work was to simulate the oxygenation of the whole retina under normal conditions as well as during retinal ischemia. A differential equation describing how oxygen is transported from blood to tissue, diffuses through the tissue and is consumed according to Michaelis–Menten kinetics was constructed. The outer retina was divided into three regions of which one was set to have consumption. The inner retina was considered as one uniform region with respect to maximal rate of oxygen consumption and blood flow. The results suggest that extreme hyperoxia would be needed to make the choroid capable of supplying the whole retina during total retinal artery occlusion and moreover confirm that light might to some extent be beneficial.
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视网膜中氧运输的数学分析
本研究的目的是模拟正常情况下和视网膜缺血时整个视网膜的氧合情况。根据Michaelis-Menten动力学,建立了一个描述氧气如何从血液输送到组织,在组织中扩散并被消耗的微分方程。外层视网膜被分成三个区域,其中一个区域被设置为消耗。就最大耗氧量和血流速率而言,内视网膜被认为是一个均匀的区域。结果表明,在视网膜全动脉闭塞时,需要极度高氧才能使脉络膜能够供应整个视网膜,并且证实光可能在一定程度上是有益的。
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