Blatt M R
J Membr Biol. 1986;92(1):91-110. doi: 10.1007/BF01869018.
A problem often confronted in analyses of charge-carrying transport processes in vivo lies in identifying porter-specific component currents and their dependence on membrane potential. Frequently, current-voltage (I-V)--or more precisely, difference-current-voltage (dI-V)--relations, both for primary and for secondary transport processes, have been extracted from the overall membrane current-voltage profiles by subtracting currents measured before and after experimental manipulations expected to alter the porter characteristics only. This paper examines the consequences of current subtraction within the context of a generalized kinetic carrier model for Class I transport mechanisms (U.-P. Hansen, D. Gradmann, D. Sanders and C.L. Slayman, 1981, J. Membrane Biol. 63:165-190). Attention is focused primarily on dI-V profiles associated with ion-driven secondary transport for which external solute concentrations usually serve as the experimental variable, but precisely analogous results and the same conclusions are indicated in relation to studies of primary electrogenesis. The model comprises a single transport loop linking n (3 or more) discrete states of a carrier 'molecule.' State transitions include one membrane charge-transport step and one solute-binding step. Fundamental properties of dI-V relations are derived analytically for all n-state formulations by analogy to common experimental designs. Additional features are revealed through analysis of a "reduced" 2-state empirical form, and numerical examples, computed using this and a "minimum" 4-state formulation, illustrate dI-V curves under principle limiting conditions. Class I models generate a wide range of dI-V profiles which can accommodate essentially all of the data now extant for primary and secondary transport systems, including difference current relations showing regions of negative slope conductance. The particular features exhibited by the curves depend on the relative magnitudes and orderings of reaction rate constants within the transport loop. Two distinct classes of dI-V curves result which reflect the relative rates of membrane charge transit and carrier recycling steps. Also evident in difference current relations are contributions from 'hidden' carrier states not directly associated with charge translocation in circumstances which can give rise to observations of counterflow or exchange diffusion. Conductance-voltage relations provide a semi-quantitative means to obtaining pairs of empirical rate parameters.(ABSTRACT TRUNCATED AT 400 WORDS)
在分析体内载流子传输过程时,经常遇到的一个问题是识别特定转运体的组分电流及其对膜电位的依赖性。通常,对于初级和次级传输过程,电流-电压(I-V)关系,或者更准确地说,差电流-电压(dI-V)关系,是通过从整体膜电流-电压曲线中减去仅在预期改变转运体特性的实验操作前后测量的电流来提取的。本文在I类转运机制的广义动力学载体模型(U.-P. 汉森、D. 格拉德曼恩、D. 桑德斯和C.L. 斯莱曼,1981年,《膜生物学杂志》63:165 - 190)的背景下研究电流减法的结果。注意力主要集中在与离子驱动的次级传输相关的dI-V曲线,对于这种情况,外部溶质浓度通常作为实验变量,但关于初级电发生的研究也表明了完全类似的结果和相同的结论。该模型包括一个连接载体“分子”的n(3个或更多)个离散状态的单一传输环。状态转变包括一个膜电荷传输步骤和一个溶质结合步骤。通过类比常见的实验设计,对所有n状态公式进行解析推导得出dI-V关系的基本特性。通过对“简化”的双状态经验形式的分析揭示了其他特征,使用此形式和“最小”的四状态公式计算的数值示例说明了在主要限制条件下的dI-V曲线。I类模型产生了广泛的dI-V曲线,基本上可以容纳目前所有关于初级和次级传输系统的数据,包括显示负斜率电导区域的差电流关系。曲线呈现的特定特征取决于传输环内反应速率常数的相对大小和顺序。产生了两类不同的dI-V曲线,反映了膜电荷转运和载体循环步骤的相对速率。在差电流关系中也很明显的是,在可能导致逆流或交换扩散观察结果的情况下,“隐藏”的载体状态对电荷转运没有直接贡献。电导-电压关系提供了一种获得经验速率参数对的半定量方法。(摘要截短为400字)