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琼脂糖凝胶电泳过程中球体的轨迹。

The trajectories of spheres during agarose gel electrophoresis.

作者信息

Griess G A, Harris R A, Serwer P

机构信息

Department of Biochemistry, University of Texas Health Science Center, San Antonio 78284-7760.

出版信息

Appl Theor Electrophor. 1993;3(6):305-15.

PMID:8199223
Abstract

To develop a physical description of the gel-induced retardation of spheres during gel electrophoresis, the microscopic motion of single electrically charged latex spheres is statistically quantified here, by digital image analysis. To obtain adequate resolution in space, comparatively large spheres, 240 nm in radius, are used. The following observations are made during electrophoresis in a 0.2% agarose gel at 22 degrees C: (a) When a comparatively high field (3.0 V cm-1) is used, inelastic collisions result in field-induced trapping of spheres; no elastic collisions are observed. (b) Reduction of the field from 3.0 to 0.0 V cm-1 results in reverse migration of previously trapped spheres. (c) In the absence of trapping, the electrical field does not cause an alteration in the tortuosity of motion (i.e. motion in a field-perpendicular direction). (d) When results are obtained for a constant time between images (0.2 s), gel-dependent deviations from a true random walk are not observed in the absence of trapping. (e) When results are obtained as a function of time between images, significant gel-dependent deviation from a random walk is observed. In the absence of trapping, the data presented here indicate that retardation is derived primarily from dissipative processes that are concentrated near gel fibers. However, steric effects have not yet been distinguished from hydrodynamic effects.

摘要

为了对凝胶电泳过程中凝胶导致的球体滞留现象进行物理描述,本文通过数字图像分析对单个带电乳胶球体的微观运动进行了统计量化。为了在空间上获得足够的分辨率,使用了半径为240 nm的相对较大的球体。在22℃下于0.2%琼脂糖凝胶中进行电泳时,观察到以下现象:(a)当使用相对较高的电场(3.0 V cm-1)时,非弹性碰撞导致电场诱导的球体捕获;未观察到弹性碰撞。(b)将电场从3.0 V cm-1降低到0.0 V cm-1会导致先前捕获的球体反向迁移。(c)在没有捕获的情况下,电场不会导致运动曲折度的改变(即在电场垂直方向上的运动)。(d)当在图像之间的恒定时间(0.2 s)内获得结果时,在没有捕获的情况下未观察到与真实随机游走的凝胶依赖性偏差。(e)当作为图像之间时间的函数获得结果时,观察到与随机游走的显著凝胶依赖性偏差。在没有捕获的情况下,本文给出的数据表明,滞留主要源于集中在凝胶纤维附近的耗散过程。然而,空间位阻效应尚未与流体动力学效应区分开来。

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