Lo M V, Shrager P
Biophys J. 1981 Jul;35(1):45-57. doi: 10.1016/S0006-3495(81)84773-X.
The interaction of n-propylguanidinium (nPG) with sodium channels has been further characterized. From experiments at varying temperatures, the Q10 for the sodium current decay time constant in the two [Na+] gradients is 2.6-2.9 independent of drug. Testing several nPG concentrations we find that peak sodium current declines sharply with [nPG] at all levels, but the decay time constant approaches an asymptote above 4 mM. No "hooks" in sodium tail currents are seen. If the sodium current is allowed to decay completely before repolarization no tail current is observed. We have developed a kinetic model in which nPG acts at a single site within the sodium channel. Reaction of nPG with its receptor requires two steps. Fitting the temperature data shows that the first step involves diffusion of the drug to the site and close association with it. The second step may include molecular reorganization of the complex. The rate constants for the reaction are all simple exponential functions of voltage. Using them, the model successfully predicts decay time constants and peak currents, and their dependence on potential, [Na+] gradient, temperature, and nPG concentration. The results are consistent with the idea that an arginine residue may be closely associated with inactivation.
正丙基胍鎓(nPG)与钠通道的相互作用已得到进一步表征。通过在不同温度下进行的实验,在两种[Na⁺]梯度中,钠电流衰减时间常数的Q10为2.6 - 2.9,与药物无关。测试几种nPG浓度后,我们发现所有水平下钠电流峰值均随[nPG]急剧下降,但衰减时间常数在4 mM以上接近渐近线。未观察到钠尾电流中的“钩子”现象。如果在复极化前让钠电流完全衰减,则未观察到尾电流。我们建立了一个动力学模型,其中nPG作用于钠通道内的单个位点。nPG与其受体的反应需要两个步骤。对温度数据进行拟合表明,第一步涉及药物扩散到该位点并与其紧密结合。第二步可能包括复合物的分子重组。反应的速率常数均为电压的简单指数函数。利用这些常数,该模型成功预测了衰减时间常数和峰值电流,以及它们对电位、[Na⁺]梯度、温度和nPG浓度的依赖性。结果与精氨酸残基可能与失活密切相关的观点一致。