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The kinetics of slow muscle acetylcholine-operated channels in the garter snake.

机译:吊袜带蛇中慢肌乙酰胆碱操纵的通道的动力学。

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摘要

1. Slow muscle synaptic responses were modelled kinetically in an attempt to define the mechanism by which slow fibre acetylcholine-operated channels differ from those in twitch fibres. 2. Three kinetically distinguishable states were necessary. 3. All applicable three-state kinetic schemes were considered in an attempt to identify the simplest description of the data. Experimental tets eliminated several models. Two models were not tested because they contained an excessive number of adjustable parameters. 4. The data were not fitted by kinetic schemes which postulated (i) channels which opened with one as well as two bound agonist molecules, (ii) channels which became blocked after opening, or (iii) separate populations of synaptic and extrasynaptic channels. 5. The three-state kinetic model of del Castillo & Katz (1957) accurately described all the data. This sequential model relates a closed channel state with no agonist bound to its receptors, an intermediate state (also closed) with agonist bound, and an open channel state. It is the same model which has been used to describe synaptic responses in twitch fibres. 6. The variation which allows this model to describe both twitch and slow fibre synaptic responses is the lifetime of the intermediate state. In twitch fibres the intermediate state lifetime is undetectably brief by electrophysiological methods. However, in slow fibres this lifetime appears to be 1-2 msec, varying with voltage. 7. Three of the four transition rates in this three-state kinetic scheme may be estimated by fitting the model to the data. These are the channel opening rate, the channel closing rate and the rate at which closed channels lose their bound agonist molecules. The latter two rates appear to depend exponentially on voltage. The channel opening rate was not detectably voltage-sensitive.
机译:1.对慢肌的突触反应进行动力学建模,以试图确定慢纤维乙酰胆碱操纵的通道不同于抽搐纤维中的通道的机制。 2.三个动力学上可区分的状态是必要的。 3.为了确定最简单的数据描述,考虑了所有适用的三态动力学方案。实验性推文消除了几种模型。未测试两个模型,因为它们包含过多的可调参数。 4.数据不符合动力学方案,动力学方案假定(i)用一个和两个结合的激动剂分子打开的通道,(ii)打开后被阻塞的通道,或(iii)突触和突触外通道的单独种群。 5. del Castillo&Katz(1957)的三态动力学模型准确地描述了所有数据。该顺序模型涉及没有激动剂与其受体结合的闭合通道状态,具有激动剂结合的中间状态(也处于闭合状态)和开放通道状态。它是用于描述抽搐纤维中突触反应的同一模型。 6.允许该模型描述抽搐和慢纤维突触响应的变化是中间状态的寿命。在抽搐纤维中,通过电生理方法,中间状态寿命是不可检测的短暂。但是,在慢速光纤中,该寿命似乎为1-2毫秒,随电压而变化。 7.可通过将模型拟合到数据来估算此三态动力学方案中四个转变速率中的三个。这些是通道开放速率,通道封闭速率和封闭通道失去其结合的激动剂分子的速率。后两个速率似乎与电压成指数关系。通道打开速率对电压不敏感。

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