Tietz D, Gombocz E, Chrambach A
Section on Macromolecular Analysis, National Institute of Child Health and Human Development, National Institutes of Health, Bethesda, MD 20892.
Electrophoresis. 1991 Oct;12(10):710-21. doi: 10.1002/elps.1150121005.
This study presents a computerized evaluation of pore gradient gel electrophoretograms to arrive at estimates for both the particle-free mobility and retardation coefficient, which is related to particle size. Agarose pore gradient gels ranging from 0.2 to 1.1% agarose were formed. Gel gradients were stabilized during their formation by a density gradient of 0-20% 5-(N-2,3-dihydroxypropylacetamido)- 2,4,6-triiodo-N,N'bis-(2,3-dihydroxypropyl)-isophthalamide (Nycodenz). Densitometry of gelled-in Bromophenol Blue showed that these pore gradients exhibited a linear central segment and were reproducible. Migration distances of polystyrene sulfate microspheres (36.5 nm radius) in agarose pore gradient gel electrophoresis were determined by time-lapse photography at several durations of electrophoresis. These migration distances were evaluated as a function of migration time as previously reported (D. Tietz, Adv. Electrophoresis 1988, 2, 109-169). Although this is not necessarily required, the mathematical approach used in this study assumed linearity of both the pore gradient and the Ferguson plot for reasons of simplicity. The data evaluation on the basis of the extended Ogston model is incorporated in a user-friendly program, GRADFIT, which is designed for personal computers (Macintosh). The results obtained are compared with (1) conventional electrophoresis using several gels of single concentration with and without Nycodenz, and (ii) a different mathematical approach for the analysis of gradient gels (Rodbard et al., Anal. Biochem. 1971, 40, 135-157). Moreover, a simple procedure for evaluating linear pore gradient gels using linear regression analysis is presented. It is concluded that the values of particle-free mobility and retardation coefficient derived from pore gradient gel electrophoresis using the different mathematical methods are statistically indistinguishable from each other. However, these values are different, albeit close, to those obtained from conventional Ferguson plots. One of the possible reasons for this relatively minor discrepancy is that the particle-free mobility changed slightly during electrophoresis, which has a different effect on electrophoresis in homogeneous gels (single time measurement) and pore gradient gels (multiple time measurements). The characterization of particles according to size and charge by pore gradient electrophoresis provides a significant operational simplification and sample economy compared to that requiring the use of several gel concentrations, although at the price of increased requirements of instrumentation.
本研究提出了一种对孔梯度凝胶电泳图进行计算机化评估的方法,以得出无颗粒迁移率和与颗粒大小相关的阻滞系数的估计值。形成了琼脂糖浓度范围为0.2%至1.1%的琼脂糖孔梯度凝胶。在凝胶梯度形成过程中,通过0 - 20%的5-(N - 2,3 - 二羟基丙基乙酰氨基)-2,4,6 - 三碘 - N,N' - 双(2,3 - 二羟基丙基)-间苯二甲酰胺(Nycodenz)的密度梯度使其稳定。对凝胶化的溴酚蓝进行光密度测定表明,这些孔梯度呈现出线性的中心段且具有可重复性。通过延时摄影在几个电泳时间段内测定了聚苯乙烯硫酸微球(半径36.5 nm)在琼脂糖孔梯度凝胶电泳中的迁移距离。如先前报道(D. Tietz,《高级电泳》1988年,第2卷,第109 - 169页),这些迁移距离作为迁移时间的函数进行评估。虽然并非必需,但出于简化的原因,本研究中使用的数学方法假定孔梯度和弗格森图均为线性。基于扩展的奥格斯顿模型的数据评估被纳入一个用户友好的程序GRADFIT中,该程序是为个人计算机(Macintosh)设计的。将所得结果与以下内容进行比较:(1) 使用几种含和不含Nycodenz的单一浓度凝胶的常规电泳,以及(ii) 用于分析梯度凝胶的另一种数学方法(Rodbard等人,《分析生物化学》1971年,第40卷,第135 - 157页)。此外,还提出了一种使用线性回归分析评估线性孔梯度凝胶的简单程序。得出的结论是,使用不同数学方法从孔梯度凝胶电泳得出的无颗粒迁移率和阻滞系数的值在统计学上彼此无显著差异。然而,这些值与从常规弗格森图获得的值不同,尽管很接近。这种相对较小差异的一个可能原因是,无颗粒迁移率在电泳过程中略有变化,这对均匀凝胶(单次测量)和孔梯度凝胶(多次测量)中的电泳有不同影响。与需要使用几种凝胶浓度相比,通过孔梯度电泳根据颗粒大小和电荷对颗粒进行表征在操作上有显著简化且节省样品,尽管代价是对仪器的要求提高。