The effect upon the threshold for nervous excitation of the length of nerve exposed, and the angle between current and nerve
The effect upon the threshold for nervous excitation of the length of nerve exposed, and the angle between current and nerve
复制标题
神经暴露长度、电流与神经夹角对神经兴奋阈值的影响
DOI:
10.1113/jphysiol.1927.sp002409
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发表时间:
1927
期刊:
影响因子:
--
通讯作者:
W. Rushton
中科院分区:
文献类型:
--
作者:
W. Rushton
Introduction. It is well known that the minimum current required to excite a nerve decreases when the distance between the electrodes is increased. Various explanations have been proposed in the past, but since most of the work was done some fifty years ago, they are somewhat unsatisfactory from the present standpoint. The general ideas of nervous activity then in vogue have since been modified and made more precise by two conceptions in particular. First the work of Lucas and others distinguished between the two forms of activity, "the local excitatory process," and "the propagated disturbance." The threshold for excitation was shown to depend upon purely local phenomena, and the remoter parts of the nerve had no other effect on the success or failure of a stimulus than' sometimes to block the propagated disturbance which had already been initiated. Second, the ionic hypothesis elucidated the nature of the passage of electricity in media such as those of which the tissues are composed, and showed that any change which was brought about must occur through the action of ions. Nernst(1) applied this concept to the problem of nervous excitability, and, assuming that movement of ions per se could have no effect, he was immediately brought to his membrane hypothesis. According to this a stimulating current acts only through the changes in ionic concentration which are brought about, and such changes can only occur in the neighbourhood of something which opposes the flow of ions, e.g. a semi-permeable membrane. Nernst made the further assumption that not only did the local excitatory process depend upon the ionic concentration, but that this concentration was always the limiting factor in excitation. He therefore