| 神经细胞物理学中H-H方程解意义的讨论 |
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| 引用本文： | 阮放鸣.神经细胞物理学中H-H方程解意义的讨论[J].六盘水师范高等专科学校学报,2000(1). |
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| 作者姓名： | 阮放鸣 |
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| 作者单位： | 六盘水师专物理系 |
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| 摘 要： | 通过对Hodhkin-Huxley方程解的分析,可知它与神经脉冲对应。不同神经脉冲速度具有其特殊的意义。快速脉冲具有渐进稳定性,慢速脉冲则没有。强度达到一定程度的神经脉冲有一个对应的临界电荷。脉冲的碰撞、在分枝处的相互作用等的讨论,多重神经细胞的简析。
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| 关 键 词： | 神经脉冲 轴突 |
PHYSICS MEANINGS OF THE SOLUTION OF H-H EQUATION |
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| RUANFANGMING.PHYSICS MEANINGS OF THE SOLUTION OF H-H EQUATION[J].Journal of Liupanshui Teachers College,2000(1). |
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| Authors: | RUANFANGMING |
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| Institution: | RUANFANGMING |
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| Abstract: | The solution of the H - H equation corresponds to nerve impulses. There are two speeds of impulse. The fast one is asymptotically stable, but the later is not. A threshold charge can be fined when stimulating current is high enough. Pulse interactions, pulse collision, pulse interaction on parallel fibers, dendric branch point interaction, delay at varicosities, and conduction throuth axonal branching are discussed. The multiplex neuron Is also briefly discussed. |
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| Keywords: | never impulse axon |
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