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使用单粒子追踪分析检测膜蛋白的临时侧向限制

Detection of temporary lateral confinement of membrane proteins using single-particle tracking analysis.

作者信息

Simson R, Sheets E D, Jacobson K

机构信息

Department of Cell Biology and Anatomy, University of North Carolina at Chapel Hill 27599-7090, USA.

出版信息

Biophys J. 1995 Sep;69(3):989-93. doi: 10.1016/S0006-3495(95)79972-6.

Abstract

Techniques such as single-particle tracking allow the characterization of the movements of single or very few molecules. Features of the molecular trajectories, such as confined diffusion or directed transport, can reveal interesting biological interactions, but they can also arise from simple Brownian motion. Careful analysis of the data, therefore, is necessary to identify interesting effects from pure random movements. A method was developed to detect temporary confinement in the trajectories of membrane proteins that cannot be accounted for by Brownian motion. This analysis was applied to trajectories of two lipid-linked members of the immunoglobulin superfamily, Thy-1 and a neural cell adhesion molecule (NCAM 125), and the results were compared with those for simulated random walks. Approximately 28% of the trajectories for both proteins exhibited periods of transient confinement, which were < 0.07% likely to arise from random movements. In contrast to these results, only 1.5% of the simulated trajectories showed confined periods. Transient confinement for both proteins lasted on average 8 s in regions that were approximately 280 nm in diameter.

摘要

诸如单粒子追踪等技术能够对单个或极少数分子的运动进行表征。分子轨迹的特征,比如受限扩散或定向运输,能够揭示有趣的生物相互作用,但它们也可能源于简单的布朗运动。因此,对数据进行仔细分析对于从纯粹的随机运动中识别出有趣的效应而言是必要的。已开发出一种方法来检测膜蛋白轨迹中的暂时受限情况,而这种受限无法用布朗运动来解释。该分析应用于免疫球蛋白超家族的两个脂质连接成员Thy-1和一种神经细胞黏附分子(NCAM 125)的轨迹,并将结果与模拟随机游走的结果进行比较。两种蛋白的约28%的轨迹呈现出短暂受限期,这些受限期由随机运动产生的可能性小于0.07%。与这些结果形成对比的是,只有1.5%的模拟轨迹显示出受限期。两种蛋白的短暂受限在直径约为280 nm的区域平均持续8秒。

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本文引用的文献

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The shapes of random walks.随机游走的形状。
Science. 1987 Jul 24;237(4813):384-9. doi: 10.1126/science.237.4813.384.
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Anomalous diffusion due to obstacles: a Monte Carlo study.障碍物导致的反常扩散:蒙特卡罗研究
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The fluid mosaic model of the structure of cell membranes.细胞膜结构的流动镶嵌模型。
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