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人体因电刺激引起的撤反射、皮肤电阻反应及疼痛分级

Withdrawal reflex, skin resistance reaction and pain ratings due to electrical stimuli in man.

作者信息

Bromm B, Treede D-R

机构信息

Director of the Institute of Physiology, Universitäts-Krankenhuis Eppendorf, D-2000 Hamburg 20 G.F.R. Institute of Physiology, Universitäts-Krankenhaus Eppendorf, D-2000 Hamburg 20 G.F.R.

出版信息

Pain. 1980 Dec;9(3):339-354. doi: 10.1016/0304-3959(80)90048-2.

Abstract

Simultaneous measurements of pain rating, withdrawal reflex, and skin resistance reaction with non-painful and painful electrical stimuli were performed on 15 healthy male volunteers. Eight different intensities were delivered in standardized randomized order. Each intensity appeared 10 times. There was no influence on the preceding stimulus on responses to the following stimulus. Neither skin resistance reaction nor withdrawal reflex were specific for pain in the sense that they appeared solely when pain was reported; the two reaction threshold currents were significantly smaller than the pain threshold. The reaction amplitudes, however, showed a close correlation to the intensity of sensation. The relations between all reactions measured and stimulus strength could be described best by power functions, with an exponent less than or equal to 1 if least square fits in linear scales were performed. Graphical evaluation in double logarithmic scales led to systematic errors causing higher exponents. Compound relations, like skin resistance reaction or withdrawal reflex amplitude as function of subjective estimation, could also be approximated by power functions, with parameters predictable from stimulus-reaction functions. No change in exponent was observed when subjective estimation turned from pre-pain to pain.

摘要

对15名健康男性志愿者进行了同时测量疼痛评分、退缩反射和皮肤电阻反应的实验,使用无痛和疼痛性电刺激,以标准化随机顺序施加八种不同强度的刺激,每种强度出现10次,前一个刺激对后续刺激的反应没有影响。皮肤电阻反应和退缩反射并非仅在报告疼痛时才出现,因此它们并非疼痛特有的反应;两种反应阈值电流明显小于疼痛阈值。然而,反应幅度与感觉强度密切相关。如果在线性尺度上进行最小二乘法拟合,所有测量反应与刺激强度之间的关系最好用幂函数描述,指数小于或等于1。在双对数尺度上进行图形评估会导致系统误差,从而产生更高的指数。复合关系,如皮肤电阻反应或退缩反射幅度作为主观估计的函数,也可以用幂函数近似,其参数可从刺激 - 反应函数预测。当主观估计从疼痛前转变为疼痛时,指数没有变化。

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