Hladky S B
Biophys J. 1984 Sep;46(3):293-7. doi: 10.1016/S0006-3495(84)84025-4.
External access steps, which may include restricted aqueous diffusion, are introduced into a kinetic model for ion transport through narrow pores. The conductance-concentration relation and the concentration dependence of the biionic permeability are calculated using two alternative assumptions: (a) access to the mouth of the pore is allowed only when no ion is within the lumen or at either mouth; (b) ions remain at the mouth only very transiently. With either assumption the concentration dependence of the fluxes is the same as in previous treatments in which all steps in access were lumped into a single process. Also as before, the biionic permeability ratio is independent of concentration so long as the lumen is never doubly occupied. For narrow pores, such as those formed by gramicidin A, the slowest external portion of the access process must occur close to the pore's mouth, and thus the region an ion must occupy to gain access is small. As a consequence, the probability of finding an ion within this region is also small. On this basis, it is argued that the second assumption is appropriate for these pores. The kinetic equations that result are identical to those used by Urban, B., S.B. Hladky, and D.A. Haydon (1980, Biochim. Biophys. Acta. 602:331-354).
外部通道步骤,可能包括受限的水扩散,被引入到通过窄孔的离子传输动力学模型中。使用两种替代假设计算电导 - 浓度关系和双离子渗透率的浓度依赖性:(a) 仅当孔腔内或任一孔口处没有离子时,才允许进入孔口;(b) 离子仅在孔口处短暂停留。无论采用哪种假设,通量的浓度依赖性与之前的处理相同,在之前的处理中,所有通道步骤都被归并为一个单一过程。同样如前所述,只要孔腔从未被双重占据,双离子渗透率比就与浓度无关。对于窄孔,例如由短杆菌肽A形成的孔,通道过程中最慢的外部部分必须发生在靠近孔口处,因此离子为获得进入必须占据的区域很小。因此,在该区域内发现离子的概率也很小。基于此,有人认为第二种假设适用于这些孔。由此得出的动力学方程与Urban, B., S.B. Hladky, 和D.A. Haydon (1980, Biochim. Biophys. Acta. 602:331 - 354) 使用的方程相同。