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膜的电位、阻抗和整流。

POTENTIAL, IMPEDANCE, AND RECTIFICATION IN MEMBRANES.

机构信息

Department of Physiology, College of Physicians and Surgeons, Columbia University, New York.

出版信息

J Gen Physiol. 1943 Sep 20;27(1):37-60. doi: 10.1085/jgp.27.1.37.

Abstract

Impedance and potential measurements have been made on a number of artificial membranes. Impedance changes were determined as functions of current and of the composition of the environmental solutions. It was shown that rectification is present in asymmetrical systems and that it increases with the membrane potential. The behavior in pairs of solutions of the same salt at different concentrations has formed the basis for the studies although a few experiments with different salts at the same concentrations gave results consistent with the conclusions drawn. A theoretical picture has been presented based on the use of the general kinetic equations for ion motion under the influence of diffusion and electrical forces and on a consideration of possible membrane structures. The equations have been solved for two very simple cases; one based on the assumption of microscopic electroneutrality, and the other on the assumption of a constant electric field. The latter was found to give better results than the former in interpreting the data on potentials and rectification, showing agreement, however, of the right order of magnitude only. Although the indications are that a careful treatment of boundary conditions may result in better agreement with experiment, no attempt has been made to carry this through since the data now available are not sufficiently complete or reproducible. Applications of the second theoretical case to the squid giant axon have been made showing qualitative agreement with the rectification properties and very good agreement with the membrane potential data.

摘要

已经对许多人工膜进行了阻抗和电位测量。阻抗变化被确定为电流和环境溶液组成的函数。结果表明,在不对称系统中存在整流现象,并且随着膜电位的增加而增加。尽管在相同浓度下使用不同盐类进行了一些实验,但结果与得出的结论一致,但是基于相同盐类的溶液对的行为已成为研究的基础。已经提出了一个理论图像,该图像基于使用扩散和电力影响下的离子运动的一般动力学方程,并考虑了可能的膜结构。已经为两个非常简单的情况求解了方程; 一种基于微观电中性的假设,另一种基于恒定电场的假设。后者在解释电势和整流数据方面比前者给出了更好的结果,但是仅显示出相同数量级的一致性。尽管有迹象表明仔细处理边界条件可能会导致与实验更好地吻合,但由于目前可用的数据不够完整或可重复,因此未尝试进行处理。已经将第二个理论情况应用于鱿鱼巨大轴突,定性地与整流特性一致,并且与膜电位数据非常吻合。

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