Coster H G
Biophys J. 1973 Feb;13(2):133-42. doi: 10.1016/S0006-3495(73)85975-2.
An analysis is made of the effect of solution-membrane partition of ions on the electrostatic potential and ion concentration profiles in fixed charge membranes. It is shown that the inclusion of partition effects gives rise to large solution-membrane "Donnan" potentials even when the concentration of fixed charges is of the same order as the concentration of the external solution. This effect renders the system and the simplified analysis of the double fixed charge membrane (FCM) previously given more applicable to biological membranes. An analysis is also given of the voltage dependence of the fluxes of individual ion species in the double FCM when it separates different ionic solutions and an expression is deduced for the membrane resting potential. Although the latter is similar in form to the Goldman-Hodgkin-Katz (GHK) equation the corresponding value of the permeability ratio P(C1)/P(K) is under certain specified conditions both concentration and potential dependent.
分析了离子的溶液 - 膜分配对固定电荷膜中静电势和离子浓度分布的影响。结果表明,即使固定电荷浓度与外部溶液浓度处于同一数量级,考虑分配效应也会产生很大的溶液 - 膜“唐南”电位。这种效应使该系统以及先前给出的双固定电荷膜(FCM)的简化分析更适用于生物膜。还分析了双FCM在分隔不同离子溶液时单个离子种类通量的电压依赖性,并推导了膜静息电位的表达式。尽管后者在形式上与戈德曼 - 霍奇金 - 凯茨(GHK)方程相似,但渗透率比P(Cl)/P(K)的相应值在某些特定条件下既取决于浓度也取决于电位。