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蟑螂单眼神经元的动力学

Dynamics of cockroach ocellar neurons.

作者信息

Mizunami M, Tateda H, Naka K

出版信息

J Gen Physiol. 1986 Aug;88(2):275-92. doi: 10.1085/jgp.88.2.275.

DOI:10.1085/jgp.88.2.275
PMID:3746252
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC2228824/
Abstract

The incremental responses from the second-order neurons of the ocellus of the cockroach, Periplaneta americana, have been measured. The stimulus was a white-noise-modulated light with various mean illuminances. The kernels, obtained by cross-correlating the white-noise input against the resulting response, provided a measure of incremental sensitivity as well as of response dynamics. We found that the incremental sensitivity of the second-order neurons was an exact Weber-Fechner function; white-noise-evoked responses from second-order neurons were linear; the dynamics of second-order neurons remain unchanged over a mean illuminance range of 4 log units; the small nonlinearity in the response of the second-order neuron was a simple amplitude compression; and the correlation between the white-noise input and spike discharges of the second-order neurons produced a first-order kernel similar to that of the cell's slow potential. We conclude that signal processing in the cockroach ocellus is simple but different from that in other visual systems, including vertebrate retinas and insect compound eyes, in which the system's dynamics depend on the mean illuminance.

摘要

已测量了美洲大蠊单眼二阶神经元的增量反应。刺激是具有各种平均照度的白噪声调制光。通过将白噪声输入与所得反应进行互相关得到的核,提供了增量敏感性以及反应动力学的度量。我们发现二阶神经元的增量敏感性是精确的韦伯 - 费希纳函数;二阶神经元的白噪声诱发反应是线性的;二阶神经元的动力学在4个对数单位的平均照度范围内保持不变;二阶神经元反应中的小非线性是简单的幅度压缩;并且白噪声输入与二阶神经元的脉冲放电之间的相关性产生了类似于细胞慢电位的一阶核。我们得出结论,蟑螂单眼的信号处理很简单,但与其他视觉系统不同,包括脊椎动物视网膜和昆虫复眼,在这些系统中,系统的动力学取决于平均照度。

相似文献

1
Dynamics of cockroach ocellar neurons.蟑螂单眼神经元的动力学
J Gen Physiol. 1986 Aug;88(2):275-92. doi: 10.1085/jgp.88.2.275.
2
Dynamic relationship between the slow potential and spikes in cockroach ocellar neurons.蟑螂单眼神经元中慢电位与尖峰之间的动态关系。
J Gen Physiol. 1988 May;91(5):703-23. doi: 10.1085/jgp.91.5.703.
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Neural organization of ocellar pathways in the cockroach brain.蟑螂大脑中单眼通路的神经组织
J Comp Neurol. 1995 Feb 13;352(3):458-68. doi: 10.1002/cne.903520310.
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Filter characteristics of cercal afferents in the cockroach.蟑螂尾须传入神经的滤波特性
J Comp Physiol A. 1991 Dec;169(6):653-62. doi: 10.1007/BF00194894.
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Nonlinear signal transmission between second- and third-order neurons of cockroach ocelli.蟑螂单眼二阶和三阶神经元之间的非线性信号传递
J Gen Physiol. 1990 Feb;95(2):297-317. doi: 10.1085/jgp.95.2.297.
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Morphological and physiological characterization of small multimodal ocellar interneurons in the American cockroach.美洲蟑螂中小多模态单眼中间神经元的形态学和生理学特征
J Comp Neurol. 1990 Nov 22;301(4):501-10. doi: 10.1002/cne.903010402.
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Response dynamics and directional properties of nonspiking local interneurons in the cockroach cercal system.蟑螂尾须系统中非爆发性局部中间神经元的反应动力学和方向特性。
J Neurosci. 1993 Jun;13(6):2287-305. doi: 10.1523/JNEUROSCI.13-06-02287.1993.
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Morphological and physiological characterization of descending ocellar interneurons in the American cockroach.美洲蟑螂下行单眼中间神经元的形态学和生理学特征
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White noise analysis of graded response in a wind-sensitive, nonspiking interneuron of the cockroach.蟑螂风敏感、非爆发性中间神经元分级反应的白噪声分析
J Comp Physiol A. 1991 Apr;168(4):429-43. doi: 10.1007/BF00199603.
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The mapping of visual space by identified large second-order neurons in the dragonfly median ocellus.蜻蜓中单眼内已识别的大型二阶神经元对视觉空间的映射。
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J Gen Physiol. 1996 Jan;107(1):121-31. doi: 10.1085/jgp.107.1.121.
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J Gen Physiol. 1995 Jun;105(6):815-35. doi: 10.1085/jgp.105.6.815.
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Dynamics of turtle cones.龟锥体的动力学
J Gen Physiol. 1987 Feb;89(2):321-37. doi: 10.1085/jgp.89.2.321.
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Dynamics of the ganglion cell response in the catfish and frog retinas.鲶鱼和青蛙视网膜中神经节细胞反应的动力学
J Gen Physiol. 1987 Aug;90(2):229-59. doi: 10.1085/jgp.90.2.229.
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Dynamic relationship between the slow potential and spikes in cockroach ocellar neurons.蟑螂单眼神经元中慢电位与尖峰之间的动态关系。
J Gen Physiol. 1988 May;91(5):703-23. doi: 10.1085/jgp.91.5.703.
7
Nonlinear signal transmission between second- and third-order neurons of cockroach ocelli.蟑螂单眼二阶和三阶神经元之间的非线性信号传递
J Gen Physiol. 1990 Feb;95(2):297-317. doi: 10.1085/jgp.95.2.297.