首页> 美国卫生研究院文献>The Journal of Physiology >Ion-concentration dependence of the reversal potential and the single channel conductance of ion channels at the frog neuromuscular junction.
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Ion-concentration dependence of the reversal potential and the single channel conductance of ion channels at the frog neuromuscular junction.

机译:青蛙神经肌肉连接处的反转电位和离子通道的单通道电导的离子浓度依赖性。

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摘要

1. The acetylcholine-sensitive ionic channels at the neuromuscular junction were studied in voltage-clamped single muscle fibres from a monolayer preparation of the cutaneous pectoris muscle from Rana pipiens. The experimental observations were of three types: (a) reversal potential as a function of external Na and Ca concentrations, (b) the single channel conductance (gamma) from noise analysis as a function of these same concentrations, and (c) gamma as a function of membrane potential. 2. The reversal potential in normal Na Ringer was -3.8 +/- 0.5 mV (+/- S.E. of mean, n = 22) and decreased approximately linearly as the logarithm of the outside Na activity as this activity decreased to 10% of normal. 3. The single channel conductance in normal Na Ringer was 27.5 +/- 0.7 pS (n = 28) and reached a limiting value close to 10 pS as Na was replaced with sucrose. 4. Increasing [Ca]o from 2 to 10 mM made the reversal potential more positive and decreased the single channel conductance. Mg caused similar effects. 5. Various theories that have been used to describe the mechanism of ion permeation through e.p.c. channels were tested. Constant field theory (eqns. (3), (4) and (5)), a modified Takeuchi approach (eqn. (6)), and a single barrier theory (eqns. (8), (9) and (10)) could not account for all of the experimental observations. 6. In particular, constant field theory, with no surface charge density, could account for the following: (a) the reversal potential measurements for solutions containing 2 mM-Ca (with PK/PNa = 1.2 and PCa/PNa = 1.02), (b) the single channel conductance values for solutions containing 2 mM-Ca and Na concentrations down to 20% of normal, (c) that gamma has little voltage dependence. 7. However, constant field theory, with no assumed surface charge density, could not account for the following: (a) the reversal potential observed for Ringer containing 80 mM-Ca, (b) the gamma values observed for very low Na concentrations, (c) the observation that increasing Ca from 2 to 10 mM in a solution containing 75% normal Na results in a decrease in gamma. 8. From the failure of the Takeuchi approach (eqn. (6)), it is argued that ion interactions must occur at e.p.c. channels because ion flux independence is the only asumption in the derivation of eqn. (6) without experimental verification. 9. The ion interactions at e.p.c. channels probably include both surface charge effects and competition for a binding site.
机译:1.研究了皮纳斯蛙皮层肌单层制剂在电压钳制的单肌纤维中神经肌肉连接处的乙酰胆碱敏感离子通道。实验观察分为三种类型:(a)反转电位与外部Na和Ca浓度的关系;(b)噪声分析得出的单通道电导(γ)与这些相同浓度的关系;以及(c)膜电位的函数。 2.正常Na Ringer的逆转电位为-3.8 +/- 0.5 mV(平均值的+/- SE,n = 22),并且随着外部Na活性的对数而线性下降,因为该活性降低至正常水平的10% 。 3.在正常的Na Ringer中,单通道电导为27.5 +/- 0.7 pS(n = 28),并且在用Na2O3替代蔗糖时达到了接近10 pS的极限值。 4. [Ca] o从2 mM增加到10 mM,使反转电位更正,并降低了单通道电导。镁引起类似的效果。 5.已被用来描述通过e.p.c的离子渗透机理的各种理论。渠道进行了测试。恒场理论(等式(3),(4)和(5)),改进的Takeuchi方法(等式(6))和单势垒理论(等式(8),(9)和(10) )无法说明所有的实验观察结果。 6.特别是,没有表面电荷密度的恒定场理论可以解释以下问题:(a)对含2 mM-Ca(PK / PNa = 1.2和PCa / PNa = 1.02)的溶液进行反向电势测量, (b)含有2 mM-Ca和Na浓度低至正常值20%的溶液的单通道电导值,(c)伽玛对电压的依赖性很小。 7.然而,在没有假定的表面电荷密度的情况下,恒定场理论无法解释以下问题:(a)含有80 mM-Ca的林格所观察到的逆转电位,(b)钠浓度极低时所观察到的伽马值, (c)观察到,在含有75%正常Na的溶液中Ca从2 mM增加到10 mM会导致γ降低。 8.由于Takeuchi方法的失败(等式(6)),有人认为离子相互作用必须在e.p.c处发生。离子通量独立性是eqn推导的唯一假设。 (6)未经实验验证。 9.在e.p.c.的离子相互作用。通道可能包括表面电荷效应和对结合位点的竞争。

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