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Prediction of electrophoretic mobilities. 3. Effect of ionic strength in capillary zone electrophoresis

机译:电泳迁移率的预测。 3.离子强度对毛细管区带电泳的影响

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Plots of mobility versus the square root of ionic strength (I-1/2) do not show the linear behavior predicted by Kohlrausch's law. Classical electrolyte theory states that such deviations are to be expected due to the finite size of the ions. This paper uses the Pitts equation to account for the effect of ionic size on the ionic strength dependence of mobilities in CZE. Experimental mobilities for carboxylates, phenols, and sulfonates of -1 to -6 charge in aqueous buffers ranging from 0.001 to 0.1 M ionic strength were described by mu- = mu(0) - Az (I-1/2/(1 + 2.4I(1/2))), where the constant in the denominator is empirically determined. Infinite dilution mobilities (mu(0)) determined by extrapolation of mobility data to zero ionic strength based on this expression yielded excellent agreement (100.3 +/- 3.3%) with:literature values for 14 compounds in a variety of buffers. The Pitts equation provides a reasonable estimate of the constant A for solutes up to a charge of -5. However, this constant also depends on temperature and the nature of the buffer counterion, presumably due to ion association. Thus it is most appropriate to determine the constant A empirically for a given buffer system. [References: 42]
机译:迁移率与离子强度的平方根(I-1 / 2)的关系图未显示Kohlrausch定律预测的线性行为。经典的电解质理论指出,由于离子的大小有限,这种偏差是可以预期的。本文使用Pitts方程来说明离子尺寸对CZE中迁移率的离子强度依赖性的影响。 mu- = mu(0)-Az(I-1 / 2 /(1 + 2.4)描述了在0.001至0.1 M离子强度的水性缓冲液中-1至-6电荷的羧酸盐,酚和磺酸盐的实验迁移率I(1/2))),其中根据经验确定分母中的常数。通过根据此表达式将迁移率数据外推至零离子强度确定的无限稀释迁移率(mu(0))与多种缓冲液中14种化合物的文献值产生了极好的一致性(100.3 +/- 3.3%)。 Pitts方程可为溶质的电荷A到-5的合理估计。但是,该常数还取决于温度和缓冲反离子的性质,大概是由于离子缔合所致。因此,对于给定的缓冲系统,根据经验确定常数A是最合适的。 [参考:42]

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