改进的索功能,以表示周围神经的兴奋

Yu Hui, Z. Chong-xun, Wang Yi
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引用次数: 1

摘要

用经典的电缆函数来表示外平行电场刺激下周围神经的反应。这个函数不能描述垂直电场对周围神经的刺激。本文用数学模拟的方法研究了朗维耶节点对横场的响应。仿真结果表明,励磁是由外场驱动的净内向电流产生的。基于两阶段过程,提出了一种描述横场刺激下周围神经的新模型,并对经典的索函数进行了修正。利用修正后的索方程,得到了MS过程中周围神经在横向场中的兴奋阈值。修正后的索方程可以用来表示周围神经在任意电场作用下的响应。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Improved cable function to represent the excitation of peripheral nerves
The classical cable function has been used to represent the response of peripheral nerves stimulated by an external parallel electric field. This function cannot describe the excitation of peripheral nerves stimulated by a perpendicular electric field. In the present paper, responses of the Ranvier nodes to a transverse-field are thoroughly investigated by mathematic simulation. This simulation demonstrates that the excitation results from the net inward current driven by an external field. Based on a two-stage process, a novel model is introduced to describe peripheral nerves stimulated by a transverse-field, and the classical cable function is modified. Using this modified cable equation, the excitation threshold of peripheral nerves in a transverse field during MS is obtained. The modified cable equation can be used to represent the response of peripheral nerves by an arbitrary electric field.
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