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表面电荷以及钙对青蛙神经肌肉接头处微小终板电位频率的影响。

Surface charges and the effects of calcium on the frequency of miniature end-plate potentials at the frog neuromuscular junction.

作者信息

Madden K S, Van der Kloot W

出版信息

J Physiol. 1978 Mar;276:227-32. doi: 10.1113/jphysiol.1978.sp012230.

Abstract
  1. When motor nerve terminals are slightly depolarized with increased [K+]o, progressive increases in [Ca2+]o raise min.e.p.p. frequencies until a maximum is reached; further increases then produce a depression (Cook & Quastel, 1973; Matthews & Wickelgren, 1977). 2. Increases in [Mg2+]o also produce the depression. 3. It has been suggested that the depression results from this sequence of events: (a) the divalent cations screen the fixed negative surface charges on the outer face of the nerve terminal, which (b) decreases the negativity of the surface potential, which (c) increases the voltage gradient within the membrane itself, which (d) tends to shut depolarization-gated channels for Ca2+ entry, which (e) decreases min.e.p.p. frequency. 4. In agreement with the interpretation, in frog neuromuscular junctions slightly depolarized with 11 mM-[K+]o, min.e.p.p. frequency is a monotonically increasing function of [Ca2+]o, as long as the sum of [Ca2+]o plus [Mg2+]o is kept constant. 5. The decrease in min.e.p.p. frequency caused by raising [Mg2+]o by 5 mM can be counterbalanced by raising [K+]o by about 9 mM. Using the Grahame equation (1947), assuming that the elevated divalent cations act solely by screening and have no effect on conductance, the negative surface charge is estimated to be roughly 1 electronic charge/75 A2.
摘要
  1. 当运动神经末梢因细胞外液[K⁺]升高而轻微去极化时,细胞外液[Ca²⁺]逐渐升高会使微小终板电位(min.e.p.p.)频率增加,直至达到最大值;随后进一步升高则会导致频率降低(库克和夸斯特尔,1973年;马修斯和威克尔格伦,1977年)。2. 细胞外液[Mg²⁺]升高也会导致频率降低。3. 有人提出,频率降低是由以下一系列事件导致的:(a) 二价阳离子屏蔽神经末梢外表面的固定负表面电荷,这(b) 降低表面电位的负性,这(c) 增加膜本身内部的电压梯度,这(d) 倾向于关闭Ca²⁺进入的去极化门控通道,这(e) 降低微小终板电位频率。4. 与该解释一致的是,在蛙神经肌肉接头处,用11 mM的[K⁺]使其轻微去极化时,只要细胞外液[Ca²⁺]加上[Mg²⁺]的总和保持恒定,微小终板电位频率就是细胞外液[Ca²⁺]的单调递增函数。5. 将细胞外液[Mg²⁺]升高5 mM所导致的微小终板电位频率降低,可通过将细胞外液[K⁺]升高约9 mM来抵消。使用格雷厄姆方程(1947年),假设升高的二价阳离子仅通过屏蔽起作用且对电导无影响,则估计负表面电荷约为1个电子电荷/75 Ų。

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