首页> 外文期刊>The Journal of Physiology >Solvent-dependent rate-limiting steps in the conformational change of sodium channel gating in squid giant axon.
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Solvent-dependent rate-limiting steps in the conformational change of sodium channel gating in squid giant axon.

机译:鱿鱼巨型轴突中钠通道门控构象变化的溶剂依赖性限速步骤。

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1. The time course of sodium currents (INa) in squid giant axon was analysed using viscous non-electrolyte solutions on both sides of the axolemma. It slowed reversibly as the non-electrolyte concentration increased. The activation, deactivation (closing) and inactivation processes were slowed in a similar manner. The gating current of the sodium channel was also slowed to the same extent as the activation time constant. 2. The voltage dependence observed in a time constant vs. voltage relationship and a chord conductance vs. voltage relationship (activation curve), did not change significantly. 3. The gating kinetics have a similar temperature dependence in non-electrolyte solutions, showing that the basic gating mechanism did not change in these solutions and only a slight increase in the activation free energy was one of the main causes of slowing. 4. Eight non-electrolytes, formamide, ethylene glycol, glycerol, erythritol, glucose, sorbitol, sucrose and polyethylene glycol (mean molecular weight 600) were used. The amount of slowing was correlated with the gram concentration (g l-1) of non-electrolytes, but not with molar concentration (M) and solution osmolarity (osmol l-1). 5. The percentage changes of the time constant were expressed as a function of the relative change in solution viscosity, eta/eta0. The proportionality constants alpha in the relationship alpha (eta/eta0), and gamma in the relationship 100 (eta/eta0)gamma, obtained using different non-electrolytes, were close to 100% and 1, respectively. The simplest model to explain the results assumes that a slowing of a global conformational change is a consequence of sequential viscosity-dependent movements of local structures (viscosity model). 6. Values of alpha and gamma deviated frequently from those in an ideal case, i.e. 100% for alpha and 1 for gamma, and they scattered, having a tendency to decrease as a function of molecular weight. 7. The slowing was also expressed as an exponential function of the solution osmolarity. A predicted solute-inaccessible volume Va ranged (in nm3 per molecule) between 0.09 and 1.45. The value of Va increased as a logarithmic function of the molecular weight of the non-electrolyte. 8. This solute-inaccessible volume should be distributed in all hydrophilic parts of the sodium channel protein, but is not located in the channel conducting pore itself. The slowing of gating could be explained by a model in which a rate-limiting step is a hydration process that occurs after local small structural changes have exposed new, unhydrated faces (transient hydrated-states model). 9. Considering the opposite dependencies of parameters alpha (or gamma) and beta on the molecular weight, sodium channel gating is likely to reflect a combination of these two models, which are coupled in microscopic segment movements. We emphasize with this combination of models that fluctuating hydrophilic structures play an important role in determining time constants in the gating process.
机译:1.使用粘性非电解质溶液在鱿鱼巨轴突上分析了鱿鱼巨轴突中钠电流(INa)的时程。随着非电解质浓度的增加,它可逆地减慢。激活,停用(关闭)和灭活过程以类似的方式减慢了速度。钠通道的门控电流也减慢到与激活时间常数相同的程度。 2.在时间常数与电压之间的关系以及弦电导与电压之间的关系(激活曲线)中观察到的电压依赖性没有明显变化。 3.在非电解质溶液中,门控动力学具有相似的温度依赖性,这表明基本门控机制在这些溶液中没有变化,并且活化自由能仅略微增加是减缓的主要原因之一。 4.使用八种非电解质,甲酰胺,乙二醇,甘油,赤藓糖醇,葡萄糖,山梨糖醇,蔗糖和聚乙二醇(平均分子量600)。减慢量与非电解质的克浓度(g l-1)相关,但与摩尔浓度(M)和溶液渗透压(osmol l-1)不相关。 5.时间常数的百分比变化表示为溶液粘度相对变化eta / eta0的函数。使用不同的非电解质获得的关系alpha(eta / eta0)中的比例常数alpha和关系100(eta / eta0)gamma中的gamma分别接近100%和1。解释结果的最简单模型假设全局构象变化的减缓是局部结构依序进行粘度依赖性运动的结果(粘度模型)。 6.α和γ的值经常偏离理想情况下的值,即α的100%和γ的1,并且它们分散,具有随分子量降低的趋势。 7.减慢速度还表示为溶液渗透压的指数函数。预计的溶质不可及体积Va在0.09至1.45之间(每分子nm3)。 Va的值作为非电解质的分子量的对数函数而增加。 8.溶质不可及的体积应分布在钠通道蛋白的所有亲水部分,但不应位于传导孔本身的通道中。浇口的减慢可以用以下模型来解释,其中限速步骤是在局部小结构变化暴露出新的未水合面后发生的水合过程(瞬态水合状态模型)。 9.考虑到参数α(或gamma)和β对分子量的相反依赖性,钠通道门控很可能反映了这两种模型的组合,它们以微观段运动耦合。我们通过模型的这种组合来强调,波动的亲水结构在确定浇口过程中的时间常数方面起着重要作用。

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