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大鼠海马体CA1区的数学模型。

Mathematical model of the CA1 region of the rat hippocampus.

作者信息

Almeida A C, Fernandes de Lima V M, Infantosi A F

机构信息

Department of Biomedical Engineering, FUNREI, São João del-Rei, MG, Brazil.

出版信息

Phys Med Biol. 1998 Sep;43(9):2631-46. doi: 10.1088/0031-9155/43/9/014.

Abstract

A mathematical transcription of the intrinsic circuit of the CA1 region of the rat dorsal hippocampus was made and the model parameters adjusted according to experimental data from intracellular recordings and single channel kinetics. This model was able to simulate well the profile of the field potentials recorded extracellularly and the well known phenomenon of the paired-pulse depression. The results suggest that the depression of the second pulse, often interpreted in the literature as resulting from GABA(A) inhibition, can also be due to 'shunting' effects on the CA1 pyramids' membrane. The rhythmic oscillations of the field potential (EEG) was obtained as an emergent property of the network dynamics. The frequency of the field oscillation followed the main synaptic input in the region (Schaffer collaterals).

摘要

对大鼠背侧海马体CA1区的内在回路进行了数学转录,并根据细胞内记录和单通道动力学的实验数据调整了模型参数。该模型能够很好地模拟细胞外记录的场电位轮廓以及众所周知的双脉冲抑制现象。结果表明,文献中常将第二个脉冲的抑制解释为源于GABA(A)抑制,但它也可能是由于对CA1锥体细胞膜的“分流”效应。场电位(脑电图)的节律性振荡是作为网络动力学的一种涌现特性获得的。场振荡的频率跟随该区域的主要突触输入(谢弗侧支)。

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