In continuation of a previous paper, the equation of propagation of a nerve impulse is studied now under more general assumptions about the physical mechanism of excitation. Instead of H. A. Blair's excitation formula, used previously, a more general formula, proposed by the author elsewhere and having several advantages, is considered. It is found in this case, that the velocity of propagation is notstrictlyconstant, but tends asymptotically to a constant value. This asymptotic value is reached practically within 10−3sec. after the propagation of the impulse begins, and the initial velocity is only slightly different from the asymptotic value. The expression for this asymptotic value is in the first approximation identical with the expression deduced previously, and inasmuch as the latter was found to agree with experimental data, the same remains in the present case.
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机译:在上一篇论文的延续中,现在在关于激发的物理机制的更一般的假设下研究了神经冲动的传播方程。与之前使用的 H. A. Blair 的激发公式不同,考虑了一个更通用的公式,该公式由作者在其他地方提出并具有几个优点。在这种情况下,发现传播速度不是严格恒定的,而是渐近地趋向于一个恒定值。这个渐近值几乎在10−3秒内达到。脉冲开始传播后,初始速度仅与渐近值略有不同。该渐近值的表达式在第一个近似值中与前面推导的表达式相同,并且由于发现后者与实验数据一致,因此在本例中保持不变。
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