Biological Laboratory, Cold Spring Harbor, and the Department of Botany, University of Minnesota, Minneapolis.
J Gen Physiol. 1942 Jul 20;25(6):785-803. doi: 10.1085/jgp.25.6.785.
a hydrated sphere and an unhydrated rod the valence (net charge) of corpuscular proteins can be successfully calculated from electric mobility data by the Debye-Hückel theory (modified to include the effect of the ions in the ion atmosphere) in conjunction with the electrophoretic theory of Henry. As pointed out by Abramson, this permits a comparison with values for the valence from titration data. Electrometric titration measurements of serum albumin B (Kekwick) have been determined at several ionic strengths. These results, together with the available data in the literature for serum albumin B, egg albumin, and beta-lactoglobulin have been used to compare values for the valence calculated from measurements of titration, electrophoresis, and membrane potentials. The results indicate that the usual interpretation of titration curves is open to serious question. By extrapolation of the titration data to zero ionic strength and protein concentration, there results an "intrinsic" net charge curve describing the binding of H(+) (OH(-)) ion alone. This curve agrees closely, in each case, with values of the valence calculated from mobility data (which in turn are in close accord with those estimated from membrane potential measurements). The experimental titration curves in the presence of appreciable quantities of ions and protein deviate widely from the ideal curve. It is suggested that, under these conditions, binding of undissociated acid (base) leads to erroneous values for the net charge. This binding would not affect the electrophoretic mobility. Values of the net charge obtained by the two extreme models from electrophoretic data are in agreement within 15 to 20 per cent. The agreement between the cylindrical model and the titration data is somewhat better in each case than with the sphere; i.e., this comparison enables a choice to be made between asymmetry and hydration in the interpretation of results from sedimentation and diffusion measurements on proteins. It is concluded that the proteins discussed here are somewhat asymmetric and also hydrated.
一个水合球体和一个未水合棒,根据 Henry 的电泳理论与 Debye-Hückel 理论(修改后包括离子气氛中离子的影响),可以从电迁移率数据成功计算出颗粒状蛋白质的价(净电荷)。正如 Abramson 所指出的,这允许与滴定数据得出的价的数值进行比较。已经在几个离子强度下测定了血清白蛋白 B(Kekwick)的电滴定测量值。这些结果以及文献中关于血清白蛋白 B、卵清蛋白和β-乳球蛋白的可用数据,已用于比较从滴定、电泳和膜电位测量计算得出的价的数值。结果表明,通常对滴定曲线的解释存在严重问题。通过将滴定数据外推到零离子强度和蛋白质浓度,可以得到一个“内在”的净电荷曲线,该曲线单独描述 H(+)(OH(-))离子的结合。在每种情况下,该曲线都与从迁移率数据计算得出的价的数值非常吻合(这些数值反过来又与从膜电位测量估计的值密切一致)。在存在大量离子和蛋白质的情况下,实验滴定曲线与理想曲线有很大偏差。有人认为,在这些条件下,未解离酸(碱)的结合会导致净电荷的错误值。这种结合不会影响电泳迁移率。从电泳数据得到的两个极端模型的净电荷值的一致性在 15%到 20%之间。在每种情况下,圆柱模型与滴定数据的一致性都比球体模型好一些;即,这种比较可以在解释蛋白质沉降和扩散测量结果时,在不对称性和水合作用之间进行选择。结论是,这里讨论的蛋白质有些不对称,也有些水合。