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The effect of repetitive stimulation on facilitation of transmitter release at the frog neuromuscular junction

机译:重复刺激对青蛙神经肌肉连接处递质释放的促进作用

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1. End-plate potentials (e.p.p.s) were recorded from frog neuromuscular junctions blocked with high Mg and/or low Ca to characterize the processes underlying increased transmitter release during repetitive stimulation.2. There was a progressive increase in the amplitude of successive e.p.p.s during repetitive stimulation. Increasing the frequency or duration of stimulation increased this facilitation of e.p.p. amplitudes. Facilitation is defined as the fractional increase in amplitude of a test e.p.p. over a control.3. By assuming that each impulse in a train contributes an identical increment of facilitation that sums linearly with the facilitation contributed by the previous impulses, estimates of the facilitation contributed by a single impulse, f(t), were made from the incremental increase in e.p.p. amplitudes during repetitive stimulation. The average value of f(t) contributed by the first impulse in the train during stimulation at 20/sec is given by f(t) = 0·8 e-t/50 + 0·12 e -t/300 + 0·025 e-t/3000,where t is in msec. The first two terms in this equation were independent of the stimulation rate used to determine f(t) while the coefficient of the third term was a function of the stimulation rate, decreasing 2 to 3 times when the stimulation rate was decreased from 20/sec to 1/sec.4. This linear facilitation model predicted growth of e.p.p. amplitudes during the first several hundred msec of repetitive stimulation. Thereafter, e.p.p. amplitudes were typically facilitated more than predicted by the linear model.5. Several new methods are presented which can be used to obtain estimates of the magnitude and time course of facilitation contributed by specific impulses during repetitive stimulation.6. It is found that the value of short-term f(t) in the tested range of 25-300 msec progressively increases during repetitive stimulation while its time course of decay remains unchanged. After 9 sec of stimulation at 20/sec, the short-term f(t) increased to 1·4 times control.7. The increase in short-term f(t) was independent of whether it was determined from a step increase or decrease in total facilitation, excluding the possibility that the observed increase in short-term f(t) resulted from a change in the rate of decay of facilitation.8. It is suggested with supporting data from the following paper (Magleby, 1973) that each impulse contributes two types of facilitation that are responsible for the growth of e.p.p.s during repetitive stimulation: a short-term facilitation with linear summation properties described by the first two terms in the expression in paragraph 3 and a long-term cumulative facilitation approximated by the third term. The long-term facilitation is expressed as an increase in both the short-term facilitation and in the base level of transmitter release. The relative contribution of these two expressions of the long-term facilitation to the third term is a function of the stimulation rate and is given by the ratio of facilitation to the base level of transmitter release.
机译:1.记录高镁和/或低钙阻断的青蛙神经肌肉接头的终板电位(e.p.p.s),以表征重复刺激过程中递质释放增加的过程。2。在重复刺激过程中,连续e.p.p.s的幅度逐渐增加。增加刺激的频率或持续时间会增加对e.p.p.振幅。便利度定义为测试e.p.p.超过控制3。通过假设火车中的每个脉冲贡献了相同的简化程度增量,该增量与之前的脉冲形式所产生的简化程度线性地求和,则可以从e.p.p的增量中得出单个脉冲情况下的简化形式f(t)的估算值。重复刺激期间的振幅。 f(t)= 0·8 e -t / 50 + 0·12 e给出了火车在20 / sec的刺激下第一次脉冲贡献的f(t)平均值。 -t / 300 + 0·025 e -t / 3000 ,其中t以毫秒为单位。该方程式中的前两项与用于确定f(t)的刺激速率无关,而第三项的系数则是刺激速率的函数,当刺激速率从20 / sec降低时降低2到3倍至1 /秒4。这个线性促进模型预测了e.p.p.重复刺激的最初几百毫秒内的振幅。此后,振幅通常比线性模型预测的要容易得多。5。提出了几种新方法,可用于获得重复刺激过程中特定冲动所促成的促进作用的大小和时间过程的估算。6。发现在重复刺激过程中,在测试范围25-300毫秒内,短期f(t)的值逐渐增加,而其衰减的时程则保持不变。在以20 / sec的速度刺激9秒钟后,短期f(t)增加到对照的1·4倍。7。短期f(t)的增加与是否根据总便利化的逐步增加来确定无关,但不包括观察到的短期f(t)的增加是由比率的变化引起的。便利化8。建议根据以下论文的支持数据(Magleby,1973年),每种冲动都贡献两种促进重复刺激过程中epps增长的促进类型:短期促进,其线性累加特性由前两个术语描述第3款中的表述,以及长期累积便利,与第三项相近。长期便利性表示为短期便利性和变送器释放基本水平的增加。长期促进的这两个表达式对第三项的相对贡献是刺激率的函数,并由促进与发射器释放的基本水平之比给出。

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