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用于纤维磁刺激的激发函数。

The excitation functional for magnetic stimulation of fibers.

作者信息

Suárez-Bagnasco D, Armentano-Feijoo R, Surez-Antola R

机构信息

School of Medicine, CLAEH, Punta del Este, Uruguay.

出版信息

Annu Int Conf IEEE Eng Med Biol Soc. 2010;2010:4829-33. doi: 10.1109/IEMBS.2010.5627910.

Abstract

Threshold problems in electric stimulation of nerve and muscle fibers have been studied from a theoretical standpoint using the excitation functional. Here the excitation functional is extended to magnetic stimulation of excitable nerve and muscle fibers. A unified derivation of the functional is done, for (non myelinated) nerve and muscle fibers, by means of the nonlinear cable equation with a Fitzhugh-Nagumo membrane model and a generalized Rattay's activating function. The identification problem of the excitation functional for magnetic stimulation, from strength-duration experimental data, is briefly considered.

摘要

从理论角度利用兴奋函数对神经和肌肉纤维的电刺激阈值问题进行了研究。在此,将兴奋函数扩展到对可兴奋神经和肌肉纤维的磁刺激。借助具有菲茨休 - 纳古莫膜模型和广义拉泰激活函数的非线性电缆方程,对(无髓鞘)神经和肌肉纤维进行了该函数的统一推导。简要考虑了根据强度 - 持续时间实验数据确定磁刺激兴奋函数的问题。

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