Kim Hojeong, Jones Kelvin E
Department of Biomedical Engineering, 1098 Research Transition Facility, University of Alberta, Edmonton, AB, T6G 2V2, Canada.
J Comput Neurosci. 2011 Jun;30(3):659-74. doi: 10.1007/s10827-010-0284-x. Epub 2010 Oct 13.
The goal of the study was to investigate the influence of asymmetric coupling, between the soma and dendrites, on the nonlinear dynamic behaviour of a two-compartment model. We used a recently published method for generating reduced two-compartment models that retain the asymmetric coupling of anatomically reconstructed motor neurons. The passive input-output relationship of the asymmetrically coupled model was analytically compared to the symmetrically coupled case. Predictions based on the analytic comparison were tested using numerical simulations. The simulations evaluated the nonlinear dynamics of the models as a function of coupling parameters. Analytical results showed that the input resistance at the dendrite of the asymmetric model was directly related to the degree of coupling asymmetry. In contrast, a comparable symmetric model had identical input resistances at both the soma and dendrite regardless of coupling strength. These findings lead to predictions that variations in dendritic excitability, subsequent to changes in input resistance, might change the current threshold and onset timing of the plateau potential generated in the dendrite. Since the plateau potential underlies bistable firing, these results further predicted that asymmetric coupling might alter nonlinear (i.e. bistable) firing patterns. The numerical simulations supported analytical predictions, showing that the fully bistable firing pattern of the asymmetric model depended on the degree of coupling asymmetry and its correlated dendritic excitability. The physiological property of asymmetric coupling plays an important role in generating and stabilizing the bistability of motor neurons by interacting with the excitability of dendritic branches.
该研究的目的是调查胞体与树突之间的不对称耦合对双室模型非线性动力学行为的影响。我们使用了一种最近发表的方法来生成保留解剖重建运动神经元不对称耦合的简化双室模型。将不对称耦合模型的被动输入-输出关系与对称耦合情况进行了分析比较。基于分析比较的预测通过数值模拟进行了测试。模拟评估了模型的非线性动力学作为耦合参数的函数。分析结果表明,不对称模型树突处的输入电阻与耦合不对称程度直接相关。相比之下,一个可比的对称模型无论耦合强度如何,在胞体和树突处都具有相同的输入电阻。这些发现导致预测,输入电阻变化后树突兴奋性的变化可能会改变树突中产生的平台电位的电流阈值和起始时间。由于平台电位是双稳发放的基础,这些结果进一步预测不对称耦合可能会改变非线性(即双稳)发放模式。数值模拟支持了分析预测,表明不对称模型的完全双稳发放模式取决于耦合不对称程度及其相关的树突兴奋性。不对称耦合的生理特性通过与树突分支的兴奋性相互作用,在产生和稳定运动神经元的双稳性方面发挥着重要作用。