Parent L, Supplisson S, Loo D D, Wright E M
Department of Physiology, University of California, Los Angeles School of Medicine 90024-1751.
J Membr Biol. 1992 Jan;125(1):63-79. doi: 10.1007/BF00235798.
The results of the accompanying electrophysiological study of the cloned Na+/glucose cotransporter from small intestine (Parent, L., Supplisson, S., Loo, D.D.F., Wright, E.M. (1992) J. Mémbrane Biol. 125:49-62) were evaluated in terms of a kinetic model. The steady-state and presteady-state cotransporter properties are described by a 6-state ordered kinetic model ("mirror" symmetry) with a Na+:alpha MDG stoichiometry of 2. Carrier translocation in the membrane as well as Na+ and sugar binding and dissociation are treated as a function of their individual rate constants. Empty carrier translocation and Na+ binding/dissociation are the only steps considered to be voltage dependent. Currents were associated with the translocation of the negatively charged carrier in the membrane. Negative membrane potential facilitates sugar transport. One numerical solution was found for the 14 rate constants that account quantitatively for our experiment observations: i.e., (i) sigmoidal shape of the sugar-specific current-voltage curves (absence of outward currents and inward current saturation at high negative potentials), (ii) Na+ and voltage dependence of Ksugar0.5 and isugarmax, (iii) sugar and voltage dependence of KNa0.5 and iNamax, (iv) presteady-state currents and their dependence on external Na+, alpha MDG and membrane potential, and (v) and carrier Na+ leak current. We conclude that the main voltage effect is on carrier translocation. Na+ ions that migrate from the extracellular medium to their binding sites sense 25 to 35% of the transmembrane voltage, whereas charges associated with the carrier translocation experiences 60 to 75% of the membrane electrical field. Internal Na+ ion binding is not voltage dependent. In our nonrapid equilibrium model, the rate-limiting step for sugar transport is a function of the membrane potential, [Na]o and [alpha MDG]o. At 0 mV and at saturating [Na]o and [alpha MDG]o, the rate-limiting step for sugar transport is the empty carrier translocation (5 sec-1). As the membrane potential is made more negative, the empty carrier translocation gets faster and the internal Na+ dissociation becomes increasingly rate limiting. However, as [Na]o is decreased to less than 10 mM, the rate-limiting step is the external Na+ ions binding in the 0 to -150 mV potential range. At 0 mV, the external Na+ dissociation constant KNa' is 80 mM and decreases to 24 mM at -150 mV. The external sugar dissociation constant KNaS' is estimated to be 200 microM and voltage independent. Finally, the internal leak pathway (CNa2 translocation) is insignificant.(ABSTRACT TRUNCATED AT 400 WORDS)
根据一个动力学模型对随附的小肠克隆钠/葡萄糖共转运体的电生理研究结果(Parent, L., Supplisson, S., Loo, D.D.F., Wright, E.M. (1992) J. Mémbrane Biol. 125:49 - 62)进行了评估。稳态和预稳态共转运体特性由一个具有Na⁺:αMDG化学计量比为2的6态有序动力学模型(“镜像”对称)描述。膜中载体的转运以及Na⁺和糖的结合与解离被视为其各自速率常数的函数。空载载体转运以及Na⁺的结合/解离是仅被认为与电压相关的步骤。电流与膜中带负电荷载体的转运相关。负膜电位促进糖的转运。针对14个速率常数找到了一个数值解,该解定量地解释了我们的实验观察结果:即,(i) 糖特异性电流 - 电压曲线的S形(在高负电位下无外向电流且内向电流饱和),(ii) Ksugar0.5和isugarmax对Na⁺和电压的依赖性,(iii) KNa0.5和iNamax对糖和电压的依赖性,(iv) 预稳态电流及其对外部Na⁺、αMDG和膜电位的依赖性,以及(v) 载体Na⁺泄漏电流。我们得出结论,主要的电压效应在于载体转运。从细胞外介质迁移到其结合位点的Na⁺离子感受到跨膜电压的25%至35%,而与载体转运相关的电荷感受到膜电场的60%至75%。内部Na⁺离子结合不依赖于电压。在我们的非快速平衡模型中,糖转运的限速步骤是膜电位、[Na]o和[αMDG]o的函数。在0 mV以及饱和的[Na]o和[αMDG]o条件下,糖转运的限速步骤是空载载体转运(5秒⁻¹)。随着膜电位变得更负,空载载体转运变得更快,内部Na⁺解离逐渐成为限速步骤。然而,当[Na]o降至低于10 mM时,在0至 - 150 mV电位范围内限速步骤是外部Na⁺离子的结合。在0 mV时,外部Na⁺解离常数KNa'为80 mM,在 - 150 mV时降至24 mM。外部糖解离常数KNaS'估计为200 μM且与电压无关。最后,内部泄漏途径(CNa2转运)可忽略不计。(摘要截短于400字)