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弱电鱼电感觉传入神经纤维中感觉适应的对数时间进程。

Logarithmic time course of sensory adaptation in electrosensory afferent nerve fibers in a weakly electric fish.

作者信息

Xu Z, Payne J R, Nelson M E

机构信息

Department of Molecular and Integrative Physiology, University of Illinois at Urbana-Champaign 61801, USA.

出版信息

J Neurophysiol. 1996 Sep;76(3):2020-32. doi: 10.1152/jn.1996.76.3.2020.

DOI:10.1152/jn.1996.76.3.2020
PMID:8890311
Abstract
  1. We recorded single unit activity from individual primary electrosensory afferent axons in the posterior branch of the anterior lateral line nerve of gymnotid weakly electric fish, Apteronotus leptorhynchus. We analyzed the responses of P-type (probability-coding) afferent fibers to externally applied amplitude step changes in the quasi-sinusoidal transdermal potential established by the fish's own electric organ discharge (EOD). 2. In response to AM step increases in transdermal potential, the firing rate of P-type afferents exhibited an abrupt increase followed by an initially rapid and subsequently more gradual decay back toward the baseline level. Afferent responses continued to adapt slowly throughout the duration of prolonged step stimuli lasting > 100 s. The time course of sensory adaptation was similar for all units tested. 3. We introduce a new functional form for describing the time course of sensory adaptation in which the change in firing rate delta r decays logarithmically with time: delta r(t) = A/[B In (t) + 1]. This logarithmic form accurately describes the adaptation time course of P-type afferents over five decades in time, from milliseconds to hundreds of seconds, with only two free parameters. Using a nonlinear least-squares fitting technique, we obtained a mean value of the parameter B, which characterizes the adaptation time course, of 0.149 +/- 0.028 (mean +/- SD, n = 49). 4. We compare logarithmic fits with traditional multiexponential and power law forms and demonstrate that the logarithmic form yields a better characterization of P-type afferent responses. This analysis helps explain the variability in previously reported adaptation time constants, which have ranged from 0.2 to 3.4 s, in gymnotid P-type afferents. 5. We tested the linearity of P-type afferent responses using positive and negative AM steps of varying amplitudes. Aside from nonlinearities associated with rectification (firing rates cannot be negative) and saturation (firing rates cannot exceed the EOD frequency), we found that P-type afferent responses scaled linearly with stimulus amplitude. 6. Based on the observed linearity, we predict the frequency domain response characteristics of P-type afferents and find that the predicted gain and phase are in good agreement with experimental measurements using sinusoidal AM stimuli over a range of AM frequencies from 1 to 100 Hz. Thus the logarithmic parameterization of the step appears to accurately capture the response dynamics of P-type afferents over a wide range of behaviorally relevant AM frequencies. 7. We conclude that the temporal filtering properties of pyramidal cells in the medullary electrosensory nucleus, the electrosensory lateral line lobe (ELL), need to be reevaluated in light of the logarithmic adaptation time course in the periphery, and we discuss implications for the role of P-type afferents in driving a feedback gain control mechanism that regulated ELL pyramidal cell responsiveness.
摘要
  1. 我们记录了裸背电鳗科弱电鱼线翎电鳗(Apteronotus leptorhynchus)前外侧线神经后支中单个初级电感觉传入轴突的单位活动。我们分析了P型(概率编码)传入纤维对鱼自身电器官放电(EOD)所建立的准正弦经皮电位的外部施加幅度阶跃变化的反应。2. 作为对经皮电位调幅(AM)阶跃增加的反应,P型传入纤维的放电频率会突然增加,随后最初迅速、接着逐渐衰减回到基线水平。在持续超过100秒的长时间阶跃刺激期间,传入反应持续缓慢适应。所有测试单位的感觉适应时间进程相似。3. 我们引入了一种新的函数形式来描述感觉适应的时间进程,其中放电频率变化量Δr随时间呈对数衰减:Δr(t) = A / [B ln(t) + 1]。这种对数形式在从毫秒到数百秒的五个时间量级上准确描述了P型传入纤维的适应时间进程,只需两个自由参数。使用非线性最小二乘法拟合技术,我们得到了表征适应时间进程的参数B的平均值为0.149±0.028(平均值±标准差,n = 49)。4. 我们将对数拟合与传统的多指数和幂律形式进行比较,并证明对数形式能更好地表征P型传入反应。该分析有助于解释先前报道的裸背电鳗科P型传入纤维适应时间常数的变异性,其范围在0.2到3.4秒之间。5. 我们使用不同幅度的正、负AM阶跃测试了P型传入反应的线性度。除了与整流(放电频率不能为负)和饱和(放电频率不能超过EOD频率)相关的非线性外,我们发现P型传入反应与刺激幅度呈线性比例关系。6. 基于观察到的线性度,我们预测了P型传入纤维的频域反应特性,并发现预测的增益和相位与在1至100 Hz的一系列AM频率上使用正弦AM刺激的实验测量结果高度吻合。因此,阶跃的对数参数化似乎能在广泛的行为相关AM频率范围内准确捕捉P型传入纤维的反应动态。7. 我们得出结论,鉴于外周的对数适应时间进程,需要重新评估延髓电感觉核即电感觉侧线叶(ELL)中锥体细胞的时间滤波特性,并且我们讨论了P型传入纤维在驱动调节ELL锥体细胞反应性的反馈增益控制机制中的作用的相关影响。

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