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首页> 外文期刊>Biological Cybernetics >Modelled temperature-dependent excitability behaviour of a generalised human peripheral sensory nerve fibre
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Modelled temperature-dependent excitability behaviour of a generalised human peripheral sensory nerve fibre

机译:广义人周围感觉神经纤维的温度依赖性兴奋性行为模型

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摘要

The objective of this study was to determine if a recently developed human Ranvier node model, which is based on a modified version of the Hodgkin–Huxley model, could predict the excitability behaviour in human peripheral sensory nerve fibres with diameters ranging from 5.0 to 15.0 μm. The Ranvier node model was extended to include a persistent sodium current and was incorporated into a generalised single cable nerve fibre model. Parameter temperature dependence was included. All calculations were performed in Matlab. Sensory nerve fibre excitability behaviour characteristics predicted by the new nerve fibre model at different temperatures and fibre diameters compared well with measured data. Absolute refractory periods deviated from measured data, while relative refractory periods were similar to measured data. Conduction velocities showed both fibre diameter and temperature dependence and were underestimated in fibres thinner than 12.5 μm. Calculated strength–duration time constants ranged from 128.5 to 183.0 μs at 37°C over the studied nerve fibre diameter range, with chronaxie times about 30% shorter than strength–duration time constants. Chronaxie times exhibited temperature dependence, with values overestimated by a factor 5 at temperatures lower than body temperature. Possible explanations include the deviated absolute refractory period trend and inclusion of a nodal strangulation relationship.
机译:这项研究的目的是确定基于Hodgkin-Huxley模型的修改版的最新开发的人类Ranvier节点模型是否可以预测直径为5.0到15.0μm的人类周围感觉神经纤维的兴奋性行为。 。 Ranvier节点模型被扩展为包括持续的钠电流,并被合并到广义的单缆神经纤维模型中。包括参数温度依赖性。所有计算均在Matlab中进行。新神经纤维模型在不同温度和纤维直径下预测的感觉神经纤维兴奋性行为特征与实测数据进行了比较。绝对不应期偏离实测数据,而相对不应期与实测数据相似。传导速度显示出纤维直径和温度依赖性,并且在小于12.5μm的纤维中被低估了。在研究的神经纤维直径范围内,计算出的强度-持续时间常数在37°C下的范围为128.5至183.0μs,时轴时间比强度-持续时间常数短约30%。时变时间表现出温度依赖性,在低于体温的温度下,其值被高估了5倍。可能的解释包括绝对不应期趋势的偏差和节点扼杀关系的纳入。

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