Queueing arrival and release mechanism for K+ permeation through a potassium channel.

IF 0.9 Q3 PHYSICS, MULTIDISCIPLINARY
Takashi Sumikama, Shigetoshi Oiki
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引用次数: 10

Abstract

The mechanism underlying ion permeation through potassium channels still remains controversial. K+ ions permeate across a narrow selectivity filter (SF) in a single file. Conventional scenarios assume that K+ ions are tightly bound in the SF, and, thus, they are displaced from their energy well by ion-ion repulsion with an incoming ion. This tight coupling between entering and exiting ions has been called the "knock-on" mechanism. However, this paradigm is contradicted by experimental data measuring the water-ion flux coupling ratio, demonstrating fewer ion occupancies. Here, the results of molecular dynamics simulations of permeation through the KcsA potassium channel revealed an alternative mechanism. In the aligned ions in the SF (an ion queue), the outermost K+ was readily and spontaneously released toward the extracellular space, and the affinity of the relevant ion was ~ 50 mM. Based on this low-affinity regime, a simple queueing mechanism described by loose coupling of entering and exiting ions is proposed.

K+ 通过钾通道渗透的排队到达和释放机制。
钾离子通道的离子渗透机制仍存在争议。K+ 离子通过狭窄的选择性滤过器(SF),以单档形式渗透。传统的假设是,K+ 离子在 SF 中紧密结合,因此,它们会因离子与进入的离子之间的斥力而偏离其能量井。这种进出离子之间的紧密耦合被称为 "敲击 "机制。然而,测量水-离子通量耦合比的实验数据却与这一范式相矛盾,这些数据表明离子占据的空间较小。在此,分子动力学模拟 KcsA 钾通道渗透的结果揭示了另一种机制。在 SF 中排列整齐的离子(离子队列)中,最外层的 K+ 很容易自发地向细胞外空间释放,相关离子的亲和力约为 50 mM。基于这种低亲和力机制,我们提出了一种简单的排队机制,该机制由进出离子的松散耦合所描述。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Quantum Studies-Mathematics and Foundations
Quantum Studies-Mathematics and Foundations PHYSICS, MULTIDISCIPLINARY-
CiteScore
2.10
自引率
12.50%
发文量
21
期刊介绍: The primary goals of Quantum Studies: Mathematics and Foundations are to promote a deeper understanding of all fundamental aspects of quantum theory and to bridge between theoretical questions, foundational issues, mathematical methods, and the further evolution of quantum physics. Papers of high scientific quality in and between these domains are welcome. The emphasis is on mathematical methods and insights that lead to a better understanding of the paradoxical aspects of quantum physics and to its expansion into new domains. We encourage the creative use of such paradoxes and invite research articles and surveys. The target audience of this international journal are physicists, mathematicians and philosophers of science with an interest in the fundamental aspects of quantum theory.
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