Hashimoto I, Gatayama T, Yoshikawa K, Sasaki M
Department of Neurosurgery, Tokyo Metropolitan Hospital of Fuchu, Japan.
Exp Brain Res. 1992;92(2):318-25. doi: 10.1007/BF00227974.
Short air-puff stimuli were applied to the sole of the right foot to obtain both psychophysical and neurophysiological responses. The detection threshold (So) was first determined, and six levels of stimulus intensity above threshold were adopted for magnitude estimation. Somatosensory evoked potentials (SEPs) were also recorded over the foot projection area (2 cm posterior to Cz) for the six stimulus intensities. Six components (N40, P45, N55, P70, N80 and P90) were recorded within 100 ms following stimulation. A power function with an exponent of 0.94 provided an adequate description of the magnitude estimation values as a function of stimulus intensity, as was verified by the high correlation coefficient (r = 0.87; P < 0.001). Similarly, stimulus-amplitude functions of P45-N55, N55-P70 and P70-N80 SEP components were well represented by power functions with exponents of 0.62, 0.63 and 0.78, respectively. The SEP latencies as a function of stimulus intensity had negative power functions. The latency functions of the P45 and N55 components had the largest negative power exponents (-0.17 and -0.15) and showed the highest negative correlations (r = -0.70 and -0.71, respectively) with the stimulus intensity. These results suggest that both the amplitude and the latency information encoded in the SEPs may contribute to the magnitude estimation of the stimulus.
对右脚脚底施加短暂的吹气刺激,以获得心理物理和神经生理反应。首先确定检测阈值(So),并采用高于阈值的六个刺激强度水平进行量级估计。还在足部投射区域(Cz后方2厘米处)记录了六种刺激强度下的体感诱发电位(SEP)。刺激后100毫秒内记录到六个成分(N40、P45、N55、P70、N80和P90)。指数为0.94的幂函数能够充分描述量级估计值与刺激强度之间的关系,高相关系数(r = 0.87;P < 0.001)验证了这一点。同样,P45-N55、N55-P70和P70-N80 SEP成分的刺激幅度函数分别由指数为0.62、0.63和0.78的幂函数很好地表示。SEP潜伏期与刺激强度的函数关系具有负幂函数。P45和N55成分的潜伏期函数具有最大的负幂指数(-0.17和-0.15),并且与刺激强度显示出最高的负相关性(分别为r = -0.70和-0.71)。这些结果表明,SEP中编码的幅度和潜伏期信息都可能有助于刺激的量级估计。