Durand D, Carlen P L, Gurevich N, Ho A, Kunov H
J Neurophysiol. 1983 Nov;50(5):1080-97. doi: 10.1152/jn.1983.50.5.1080.
The passive electrotonic parameters of nerve cells in the dentate gyrus of the rat were studied in vitro. Intracellular recordings from 30 granule cells and 3 pyramidal basket cells followed by intracellular injection of horseradish peroxidase (HRP), allowed calculations of input resistance (RN), membrane time constant (tau m), electrotonic length (L), ratio of dendritic to somatic conductance (rho), membrane specific capacitance and resistance (Rm, Cm), and specific axoplasmic resistance (Ri). The analysis of the voltage decays from long saturating (100 ms) and short (0.5 ms) current pulses showed that the short-pulse method gave better resolution for the measurement of the time constants and avoided some of the time-dependent nonlinearities but required larger currents than the long pulse. Morphological analysis of 49 branching points taken from the dendritic trees of granule cells showed that the branching power, n, is equal to 1.56 +/- 0.186 and was fairly constant throughout the tree. Given the fact that all dendrites have approximately the same length and number of branch points, the granule cell dendritic tree can be meaningfully collapsed into an equivalent cable. Moreover, electrophysiological data suggested that the cable had a "sealed" end or at least a high-impedance termination. Based on an equivalent cable model with a sealed end and a lumped soma impedance, a method was implemented to analyze the multiexponential decays from hyperpolarizing current pulses and to solve the equations of the model. This was done successfully in only 40% of the cells and yielded the following mean values for L = 1.13 and rho = 7.58. From the measurements of the soma surface area (S) and the equivalent cable diameter (D), the average specific membrane parameters were calculated: Rm = 2,726 alpha x cm2, Cm = 5.24 microF/cm2, Ri = 101 alpha x cm. The input resistance and time constant of the granule cells as measured from the short-pulse technique averaged to RN 58.57 M alpha and tau m = 16.21 ms. The failure of the model to fit 60% of the cells was interpreted to be due to the presence of a somatic shunt resulting from electrode injury, tonic synaptic activity, a lower somatic membrane specific resistance, or electronic coupling.(ABSTRACT TRUNCATED AT 400 WORDS)
在体外研究了大鼠齿状回神经细胞的被动电紧张参数。对30个颗粒细胞和3个锥体细胞内进行记录,随后向细胞内注射辣根过氧化物酶(HRP),从而能够计算输入电阻(RN)、膜时间常数(tau m)、电紧张长度(L)、树突与胞体电导比(rho)、膜比电容和电阻(Rm、Cm)以及比轴浆电阻(Ri)。对来自长饱和(100毫秒)和短(0.5毫秒)电流脉冲的电压衰减分析表明,短脉冲法在测量时间常数时具有更好的分辨率,并且避免了一些时间依赖性非线性,但比长脉冲需要更大的电流。对从颗粒细胞树突中选取的49个分支点进行形态学分析表明,分支幂n等于1.56±(0.186),并且在整个树中相当恒定。鉴于所有树突的长度和分支点数量大致相同,颗粒细胞树突可以有意义地简化为等效电缆。此外,电生理数据表明该电缆有一个“密封”端或至少是一个高阻抗终端。基于具有密封端和集中胞体阻抗的等效电缆模型,实施了一种方法来分析超极化电流脉冲的多指数衰减并求解模型方程。仅在40%的细胞中成功完成了此操作,并得出L = 1.13和rho = 7.58的以下平均值。根据胞体表面积(S)和等效电缆直径(D)的测量值,计算出平均比膜参数:Rm = 2726α×(cm^2),Cm = 5.24μF/(cm^2),Ri = 101α×(cm)。通过短脉冲技术测量的颗粒细胞的输入电阻和时间常数平均为RN 58.57 Mα和tau m = 16.