Hewitt M J, Meddis R
Department of Human Sciences, University of Technology, Loughborough, United Kingdom.
J Acoust Soc Am. 1993 Jun;93(6):3390-9. doi: 10.1121/1.405694.
This article reports on a computational modeling study designed to investigate the generation of the transient chopper response of cochlear nucleus stellate cells. The model is based on a simulation of the auditory periphery which feeds a generic stellate-cell model. Physiological recordings of transient chopper units in response to short, best frequency, tone bursts show a brief initial period (typically < 10 ms) of rapid rate adaptation as evidenced by a rapid rise in mean interspike interval. Associated with this rate adaptation is a significant increase in firing irregularity. The changes in rate and irregularity have recently been attributed to the activation of noisy inhibitory inputs on the cell [e.g., Banks and Sachs, J. Neurophysiol. 65, 606-629 (1991)]. However, the results show that the transient chopper response pattern can be generated without the need for inhibitory inputs. The transience of the initial chopping pattern is sensitive to the following model parameters: (a) the firing threshold of the cell, (b) the number of excitatory inputs that converge on the cell, and (c) the magnitude of the current delivered to the cell for each active input. The response was also found to be relatively insensitive to changes in the degree of dendritic filtering imposed on the auditory-nerve input. The results of each simulation can be explained by considering the pattern of depolarization the cell receives during the course of a tone burst.
本文报道了一项计算建模研究,旨在探究耳蜗核星状细胞瞬态斩波器响应的产生机制。该模型基于对听觉外周的模拟,该模拟为一个通用的星状细胞模型提供输入。对瞬态斩波器单元响应短的、最佳频率的音爆的生理记录显示,存在一个短暂的初始阶段(通常<10毫秒),其特征为平均峰间期迅速增加,表明有快速的速率适应现象。与这种速率适应相关的是放电不规则性显著增加。最近,速率和不规则性的变化被归因于细胞上有噪声的抑制性输入的激活[例如,Banks和Sachs,《神经生理学杂志》65,606 - 629(1991)]。然而,结果表明,无需抑制性输入就能产生瞬态斩波器响应模式。初始斩波模式的短暂性对以下模型参数敏感:(a)细胞的放电阈值,(b)汇聚到细胞上的兴奋性输入的数量,以及(c)每个活跃输入传递给细胞的电流大小。还发现该响应对外周听觉神经输入所施加的树突滤波程度的变化相对不敏感。每次模拟的结果可以通过考虑细胞在音爆过程中接收到的去极化模式来解释。