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将微观电荷运动与宏观电流联系起来:应用于离子通道的拉莫-肖克利定理。

Relating microscopic charge movement to macroscopic currents: the Ramo-Shockley theorem applied to ion channels.

作者信息

Nonner Wolfgang, Peyser Alexander, Gillespie Dirk, Eisenberg Bob

机构信息

Department of Physiology and Biophysics, University of Miami School of Medicine, Miami, Florida, 33101-6430, USA.

出版信息

Biophys J. 2004 Dec;87(6):3716-22. doi: 10.1529/biophysj.104.047548. Epub 2004 Oct 1.

Abstract

Since the discovery of gating current, electrophysiologists have studied the movement of charged groups within channel proteins by changing potential and measuring the resulting capacitive current. The relation of atomic-scale movements of charged groups to the gating current measured in an external circuit, however, is not obvious. We report here that a general solution to this problem exists in the form of the Ramo-Shockley theorem. For systems with different amounts of atomic detail, we use the theorem to calculate the gating charge produced by movements of protein charges. Even without calculation or simulation, the Ramo-Shockley theorem eliminates a class of interpretations of experimental results. The theorem may also be used at each time step of simulations to compute external current.

摘要

自从门控电流被发现以来,电生理学家们通过改变电位并测量由此产生的电容性电流,来研究通道蛋白中带电基团的运动。然而,带电基团的原子尺度运动与在外部电路中测量的门控电流之间的关系并不明显。我们在此报告,这个问题的一个通用解决方案以拉莫 - 肖克利定理的形式存在。对于具有不同原子细节程度的系统,我们使用该定理来计算蛋白质电荷运动产生的门控电荷。即使不进行计算或模拟,拉莫 - 肖克利定理也排除了一类对实验结果的解释。该定理还可用于模拟的每个时间步来计算外部电流。

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