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脂质双层膜和细胞膜中电兴奋的分子层面

Molecular aspects of electrical excitation in lipid bilayers and cell membranes.

作者信息

Mueller P

出版信息

Horiz Biochem Biophys. 1976;2:230-84.

PMID:776770
Abstract

Several compounds of fungal or bacterial origin (EIM, alamethicin, monazomycin, DJ400B) can be incorporated into planar lipid bilayers where they form molecular channels and generate voltage-dependent ion conductances. When studied by voltage clamp, the kinetic and steady-state characteristics of these conductance changes are in every respect identical to those found in excitable cell membranes, and their major aspects can be quantitatively described by the Hodgkin-Huxley equations. Thus, the steady-state conductance is an expotential function of the membrane potential, the conductance rises with a sigmoid time course and decays exponentially, and the time constants of the conductance changes go through a maximum as a function of the potential. The conductances also show inactivation as seen in the sodium channels of nerve and the potassium channels of muscle. In addition, there appear for particular pulsing sequences certain kinetic transients that cannot be accounted for by the Hodgkin-Huxley equations but are also seen in identical form in nerve. Because the kinetics are identical in all excitable cell membranes and in these bilayers, it is likely that, in spite of the diverse chemical nature of the channel-forming molecules in the bilayers and the widely differing ion selectivities in the cellular systems, the mechanism by which the membrane opens and closes for the flow of ions is essentially the same in all cases. The kinetic data imply that a cooperative process is involved in the gating action. In principle, two different concepts could account for the kinetics--one involving an intramolecular configurational change within a complex permanent channel, the other, the assembly of a channel through the voltage-dependent aggregation of monomeric channel precursors. In the bilayers the high-order dependence of the steady-state conductance and of the gating time constants on the concentration of the channel formers suggests an aggregation mechanism in which the gating involves the voltage-induced insertion of all or part of the channel-forming molecules from the membrane surface into the hydrocarbon region and their subsequent aggregation into open channels by lateral diffusion. The mathematical description of this two-step insertion-aggregation mechanism accounts quantitatively for the entire conductancb-voltage kinetics including inactivation and other kinetic features which deviate from the Hodgkin-Huxley kinetics in the sense that the rate constants of the changes are dependent not only on the membrane potential but also on the value of the conductance and on time. The proposed mechanism is also in agreement with single-channel data for alamethicin which suggest that both the insertion and the aggregation rate constants are voltage-dependent...

摘要

几种真菌或细菌来源的化合物(EIM、短杆菌肽A、久效霉素、DJ400B)可掺入平面脂质双层中,在那里它们形成分子通道并产生电压依赖性离子电导。当通过电压钳进行研究时,这些电导变化的动力学和稳态特征在各个方面都与可兴奋细胞膜中的特征相同,其主要方面可以用霍奇金 - 赫胥黎方程进行定量描述。因此,稳态电导是膜电位的指数函数,电导以S形时间进程上升并呈指数衰减,电导变化的时间常数随电位变化经历一个最大值。这些电导也表现出失活现象,如同在神经的钠通道和肌肉的钾通道中所见到的那样。此外,对于特定的脉冲序列,会出现某些动力学瞬变,这些瞬变不能用霍奇金 - 赫胥黎方程来解释,但在神经中也以相同的形式出现。由于所有可兴奋细胞膜和这些双层中的动力学都是相同的,尽管双层中形成通道的分子具有不同的化学性质,且细胞系统中的离子选择性差异很大,但在所有情况下,膜为离子流动而打开和关闭的机制可能基本相同。动力学数据表明门控作用涉及一个协同过程。原则上,有两种不同的概念可以解释动力学——一种涉及复杂的永久性通道内的分子内构型变化,另一种是通过单体通道前体的电压依赖性聚集来组装通道。在双层中,稳态电导和门控时间常数对通道形成剂浓度的高阶依赖性表明存在一种聚集机制,其中门控涉及电压诱导的全部或部分通道形成分子从膜表面插入烃区域,并随后通过横向扩散聚集形成开放通道。这种两步插入 - 聚集机制的数学描述定量地解释了整个电导 - 电压动力学,包括失活和其他动力学特征,这些特征在变化的速率常数不仅取决于膜电位,还取决于电导值和时间的意义上偏离了霍奇金 - 赫胥黎动力学。所提出的机制也与短杆菌肽A的单通道数据一致,该数据表明插入和聚集速率常数都与电压有关……

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