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脑内微透析:II. 扩散动力学的数学研究

Intracerebral microdialysis: II. Mathematical studies of diffusion kinetics.

作者信息

Amberg G, Lindefors N

机构信息

Department of Hydromechanics, Karolinska Institutet, Stockholm, Sweden.

出版信息

J Pharmacol Methods. 1989 Nov;22(3):157-83. doi: 10.1016/0160-5402(89)90012-0.

Abstract

The kinetics of intracerebral microdialysis are studied mathematically. In the microdialysis technique, a tubular membrane that is permeable to diffusion is implanted in the brain and perfused with an artificial cerebrospinal fluid. Molecular diffusion causes substances in the brain to enter the flowing perfusate. The perfusate is collected outside the brain and the content of various substances is determined. The mathematical problem of diffusion through the porous brain tissue into the flowing perfusate is formulated. Solutions for the concentration distributions in the brain and in the perfusate are derived. It is found that the factor limiting the transport is the diffusion through the brain and not through the membrane. A theoretical expression for the recovery ratio is also obtained. This ratio may be used to infer the extracellular concentration in the brain from the concentration in the collected perfusate.

摘要

对脑内微透析的动力学进行了数学研究。在微透析技术中,将对扩散具有渗透性的管状膜植入大脑并用人工脑脊液进行灌注。分子扩散使大脑中的物质进入流动的灌注液中。灌注液在脑外收集并测定各种物质的含量。阐述了通过多孔脑组织扩散到流动灌注液中的数学问题。推导了大脑和灌注液中浓度分布的解。发现限制传输的因素是通过大脑的扩散而非通过膜的扩散。还得到了回收率的理论表达式。该比率可用于根据收集的灌注液中的浓度推断大脑中的细胞外浓度。

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