Eisenberg M, Gresalfi T, Riccio T, McLaughlin S
Biochemistry. 1979 Nov 13;18(23):5213-23. doi: 10.1021/bi00590a028.
The electrophoretic mobilities of multilamellar phosphatidylserine vesicles were measured in solutions containing monovalent cations, and the xi potentials, the electrostatic potentials at the hydrodynamic plane of shear, were calculated from the Helmholtz--Smoluchowski equation. In the presence of 0.1 M lithium, sodium, ammonium, potassium, rubidium, cesium, tetraethylammonium, and tetramethylammonium chloride, the xi potentials were -60, -62, -72, -73, -77, -80, -82, and -91 mV, respectively. Similar results were obtained with phosphatidylglycerol vesicles; different results were obtained with cardiolipin, phosphatidylinositol, and phosphatidic acid vesicles. The phosphatidylserine results are interpreted in terms of the Stern equation, a combination of the Gouy equation from the theory of the diffuse double layer, the Boltzmann relation, and the Langmuir adsorption isotherm. Evidence is presented that suggests the hydrodynamic plane of shear is 2 A from the surface of the membrane in solutions containing the alkali metal cations. With this assumption, the intrinsic association constants of the above monovalent cations with phosphatidylserine are 0.8, 0.6, 0.17, 0.15, 0.08, 0.05, 0.03, and 0 M-1, respectively. The validity of this approach was tested in two ways. First, the xi potentials of vesicles formed from mixtures of phosphatidylserine and a zwitterionic lipid, phosphatidylcholine, were measured in solutions containing different concentrations of sodium. All the data could be described by the Stern equation if the "relaxation" of the ionic atmosphere, which is predicted by classic electrostatic and hydrodynamic theory to occur at low salt concentrations and high potentials, was circumvented by using only large (diameter greater than 13 micrometers) vesicles for these measurements. Second, the fluorescent probe 2-(p-toluidinyl)naphthalene-6-sulfonate was used to estimate the potential at the surface of phosphatidylserine and phosphatidylglycerol vesicles sonicated in 0.1 M NaCl. Reasonable agreement with the predicted values of the surface potential was obtained.
在含有单价阳离子的溶液中测量了多层磷脂酰丝氨酸囊泡的电泳迁移率,并根据亥姆霍兹 - 斯莫卢霍夫斯基方程计算了ζ电位,即流体动力学剪切面上的静电电位。在含有0.1 M锂、钠、铵、钾、铷、铯、四乙铵和四甲基氯化铵的情况下,ζ电位分别为-60、-62、-72、-73、-77、-80、-82和-91 mV。磷脂酰甘油囊泡也得到了类似的结果;而心磷脂、磷脂酰肌醇和磷脂酸囊泡则得到了不同的结果。磷脂酰丝氨酸的结果根据斯特恩方程进行解释,该方程是扩散双层理论中的古伊方程、玻尔兹曼关系和朗缪尔吸附等温线的组合。有证据表明,在含有碱金属阳离子的溶液中,流体动力学剪切面距离膜表面2 Å。基于此假设,上述单价阳离子与磷脂酰丝氨酸的固有缔合常数分别为0.8、0.6、0.17、0.15、0.08、0.05、0.03和0 M⁻¹。通过两种方式检验了该方法的有效性。首先,在含有不同浓度钠的溶液中测量了由磷脂酰丝氨酸和两性离子脂质磷脂酰胆碱的混合物形成的囊泡的ζ电位。如果通过仅使用大(直径大于13微米)囊泡进行这些测量来规避离子氛的“弛豫”(经典静电和流体动力学理论预测在低盐浓度和高电位下会发生),则所有数据都可以用斯特恩方程描述。其次,使用荧光探针2 - (对甲苯胺基)萘 - 6 - 磺酸盐来估计在0.1 M NaCl中超声处理的磷脂酰丝氨酸和磷脂酰甘油囊泡表面的电位。与表面电位的预测值获得了合理的一致性。