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电穿孔的自然波动呈现分数阶 Lévy 稳定运动。

Natural fluctuations of an electropore show fractional Lévy stable motion.

作者信息

Kotulska Malgorzata

机构信息

Department of Biomedical Engineering and Instrumentation, Wroclaw University of Technology, 50-370 Wroclaw, Poland.

出版信息

Biophys J. 2007 Apr 1;92(7):2412-21. doi: 10.1529/biophysj.106.091363. Epub 2006 Dec 22.

Abstract

Until now a stable long-lived electronanopore could be generated in a lipid membrane only under current-clamp conditions, and stochastic properties of a single nanopore have been studied by the chronopotentiometry. The current-clamp experiment introduces negative feedback, which could be responsible for the electropore fluctuations and observed 1/fB power spectrum. A new electroporation method, chronoamperometry after current clamp (CACC), prevents irreversible rupture of the membrane and eliminates the feedback by clamping the voltage after previous electroporation. The experiments show that the electropore size can also be stabilized under constant potential. The electropore fluctuations do not need feedback to appear. The fluctuations are self-similar with a short memory. CACC provides an effective tool for studying the natural dynamics of an electropore in various environments, which was tested with Na+ and Al3+ ions. Comparison between chronopotentiometry and CACC reveals that the feedback mainly shortens the memory of the stochastic fluctuations. Statistical analysis shows that the conductance fluctuations can be approximately modeled as a fractional Lévy stable motion for a small hydrophilic electropore, which tends to fractional Brownian motion when the electropore increases its size. A hypothesis is presented that this transition reflects a more regular shape of big nanopores.

摘要

到目前为止,只有在电流钳制条件下才能在脂质膜中产生稳定的长寿命电子纳米孔,并且通过计时电位法研究了单个纳米孔的随机特性。电流钳制实验引入了负反馈,这可能是电穿孔波动和观察到的1/fB功率谱的原因。一种新的电穿孔方法,电流钳制后的计时电流法(CACC),可防止膜的不可逆破裂,并通过在先前电穿孔后钳制电压来消除反馈。实验表明,在恒定电位下电穿孔的大小也可以稳定下来。电穿孔波动的出现不需要反馈。这些波动是具有短记忆的自相似波动。CACC为研究电穿孔在各种环境中的自然动力学提供了一种有效工具,并用Na+和Al3+离子进行了测试。计时电位法和CACC之间的比较表明,反馈主要缩短了随机波动的记忆。统计分析表明,对于小的亲水电穿孔,电导波动可以近似建模为分数 Lévy 稳定运动,当电穿孔尺寸增大时,它趋向于分数布朗运动。提出了一种假设,即这种转变反映了大纳米孔更规则的形状。

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