Bennett M R, Farnell L, Gibson W G, Lavidis N A
Department of Physiology, University of Sydney, New South Wales, Australia.
Biophys J. 1997 Apr;72(4):1595-606. doi: 10.1016/S0006-3495(97)78806-4.
Excitatory postsynaptic currents (EPSCs) were recorded with loose patch electrodes placed over visualized boutons on the surface of rat pelvic ganglion cells. At 34 degrees C the time to peak of the EPSC was about 0.7 ms, and a single exponential described the declining phase with a time constant of about 4.0 ms; these times were not correlated with changes in the amplitude of the EPSC. The amplitude-frequency histogram of the EPSC at individual boutons was well described by a single Gaussian-distribution that possessed a variance similar to that of the electrical noise. Nonstationary fluctuation analysis of the EPSCs at a bouton indicated that about 120 ACh receptor channels were available beneath boutons for interaction with a quantum of ACh. The characteristics of these EPSCs were compared with the results of Monte Carlo simulations of the quantal release of 9000 acetylcholine (ACh) molecules onto receptor patches of density 1400 microns-2 and 0.41 micron diameter, using a kinetic scheme of interaction between ACh and the receptors similar to that observed at the neuromuscular junction. The simulated EPSC generated in this way had temporal characteristics similar to those of the experimental EPSC when either the diffusion of the ACh is slowed or allowance is made for a finite period of transmitter release from the bouton. The amplitude of the simulated EPSC then exhibited stochastic fluctuations similar to those of the experimental EPSC.
使用置于大鼠盆腔神经节细胞表面可视化终扣上的 loose 膜片电极记录兴奋性突触后电流(EPSCs)。在34℃时,EPSC 的峰值时间约为0.7毫秒,单指数函数描述下降相,时间常数约为4.0毫秒;这些时间与 EPSC 的幅度变化无关。单个终扣处 EPSC 的幅度 - 频率直方图可用具有与电噪声方差相似的单高斯分布很好地描述。对一个终扣处的 EPSCs 进行非平稳波动分析表明,终扣下方约有120个乙酰胆碱(ACh)受体通道可用于与一个 ACh 量子相互作用。将这些 EPSCs 的特征与9000个乙酰胆碱(ACh)分子向密度为1400微米 -2 且直径为0.41微米的受体片上进行量子释放的蒙特卡罗模拟结果进行比较,使用的 ACh 与受体之间的相互作用动力学方案类似于在神经肌肉接头处观察到的情况。当 ACh 的扩散减慢或考虑到递质从终扣释放的有限时间时,以这种方式产生的模拟 EPSC 具有与实验 EPSC 相似的时间特征。然后,模拟 EPSC 的幅度表现出与实验 EPSC 相似的随机波动。