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一个整合了关于内在电导的电压钳数据的CA3海马锥体神经元模型。

A model of a CA3 hippocampal pyramidal neuron incorporating voltage-clamp data on intrinsic conductances.

作者信息

Traub R D, Wong R K, Miles R, Michelson H

机构信息

IBM Research Division, IBM T. J. Watson Research Center, Yorktown Heights 10598.

出版信息

J Neurophysiol. 1991 Aug;66(2):635-50. doi: 10.1152/jn.1991.66.2.635.

Abstract
  1. We have developed a 19-compartment cable model of a guinea pig CA3 pyramidal neuron. Each compartment is allowed to contain six active ionic conductances: gNa, gCa, gK(DR) (where DR stands for delayed rectifier), gK(A), gK(AHP), and gK(C). THe conductance gCa is of the high-voltage activated type. The model kinetics for the first five of these conductances incorporate voltage-clamp data obtained from isolated hippocampal pyramidal neurons. The kinetics of gK(C) are based on data from bullfrog sympathetic neurons. The time constant for decay of submembrane calcium derives from optical imaging of Ca signals in Purkinje cell dendrites. 2. To construct the model from available voltage-clamp data, we first reproduced current-clamp records from a model isolated neuron (soma plus proximal dendrites). We next assumed that ionic channel kinetics in the dendrites were the same as in the soma. In accord with dendritic recordings and calcium-imaging data, we also assumed that significant gCa occurs in dendrites. We then attached sections of basilar and apical dendritic cable. By trial and error, we found a distribution (not necessarily unique) of ionic conductance densities that was consistent with current-clamp records from the soma and dendrites of whole neurons and from isolated apical dendrites. 3. The resulting model reproduces the Ca(2+)-dependent spike depolarizing afterpotential (DAP) recorded after a stimulus subthreshold for burst elicitation. 4. The model also reproduces the behavior of CA3 pyramidal neurons injected with increasing somatic depolarizing currents: low-frequency (0.3-1.0 Hz) rhythmic bursting for small currents, with burst frequency increasing with current magnitude; then more irregular bursts followed by afterhyperpolarizations (AHPs) interspersed with brief bursts without AHPs; and finally, rhythmic action potentials without bursts. 5. The model predicts the existence of still another firing pattern during tonic depolarizing dendritic stimulation: brief bursts at less than 1 to approximately 12 Hz, a pattern not observed during somatic stimulation. These bursts correspond to rhythmic dendritic calcium spikes. 6. The model CA3 pyramidal neuron can be made to resemble functionally a CA1 pyramidal neuron by increasing gK(DR) and decreasing dendritic gCa and gK(C). Specifically, after these alterations, tonic depolarization of the soma leads to adapting repetitive firing, whereas stimulation of the distal dendrites leads to bursting. 7. A critical set of parameters concerns the regulation of the pool of intracellular [Ca2+] that interacts with membrane channels (gK(C) and gK(AHP)), particularly in the dendrites.(ABSTRACT TRUNCATED AT 400 WORDS)
摘要
  1. 我们构建了一个豚鼠CA3锥体神经元的19房室电缆模型。每个房室可包含六种活性离子电导:gNa、gCa、gK(DR)(其中DR代表延迟整流器)、gK(A)、gK(AHP)和gK(C)。电导gCa属于高压激活型。这些电导中前五种的模型动力学纳入了从分离的海马锥体神经元获得的电压钳数据。gK(C)的动力学基于牛蛙交感神经元的数据。膜下钙衰减的时间常数源自浦肯野细胞树突中钙信号的光学成像。2. 为了根据现有的电压钳数据构建模型,我们首先从一个模型分离神经元(胞体加近端树突)重现电流钳记录。接下来,我们假设树突中的离子通道动力学与胞体中的相同。根据树突记录和钙成像数据,我们还假设树突中存在显著的gCa。然后我们连接了基底和顶端树突电缆段。通过反复试验,我们发现了一种离子电导密度分布(不一定是唯一的),它与来自完整神经元的胞体和树突以及分离的顶端树突的电流钳记录一致。3. 所得模型重现了在引发爆发的阈下刺激后记录到的依赖Ca(2+)的尖峰去极化后电位(DAP)。4. 该模型还重现了向CA3锥体神经元注入逐渐增加的胞体去极化电流时的行为:小电流时低频(0.3 - 1.0 Hz)节律性爆发,爆发频率随电流大小增加;然后是更不规则的爆发,接着是夹杂着无AHPs的短暂爆发的超极化后电位(AHPs);最后是无爆发的节律性动作电位。5. 该模型预测在强直去极化树突刺激期间还存在另一种放电模式:频率低于1至约12 Hz的短暂爆发,这是在胞体刺激期间未观察到的模式。这些爆发对应于节律性树突钙尖峰。6. 通过增加gK(DR)并降低树突中的gCa和gK(C),可以使模型CA3锥体神经元在功能上类似于CA1锥体神经元。具体而言,在这些改变之后,胞体的强直去极化导致适应性重复放电,而远端树突的刺激导致爆发。7. 一组关键参数涉及与膜通道(gK(C)和gK(AHP))相互作用的细胞内[Ca2+]池的调节,特别是在树突中。(摘要截断于400字)

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