Podvigin N F, Elefandt A
Fiziol Zh SSSR Im I M Sechenova. 1983 Nov;69(11):1449-55.
The stimuli consisted of 8 steps-stripes with stepwise changing intensity (I). The magnitude of one step (delta I) was 0.5 lg un. under the condition: delta I/I = Const. The value of neuronal responses to stripes of stepwise increasing intensity moving across the neurons' receptive fields did not change within a wide range of intensities provided the speed of moving was slow (up to 15-20 degrees/sec), but it augmented with an increasing intensity if the speed was 20-60 degrees/sec. In further increase of the speed the responses occurred in some cells within a narrow range of I values. These characteristics of the responses were also regarded in changes of the total light intensity of a stimulus within the range 3 lg un. Both on-responses of on-central neurons and off-responses of off-central neurons were analysed. The data obtained revealed that neuronal responses to moving stimuli with stepwise changing intensity depended qualitatively on the light intensity as much as the responses to stationary stimuli of different brightness, i.e. the value of responses to changes of the light intensity of a moving stimulus followed the Weber-Fechner law.
刺激由8个具有逐步变化强度(I)的阶梯条纹组成。在δI/I =常数的条件下,一个阶梯的幅度(δI)为0.5 lg单位。当强度逐步增加的条纹以缓慢速度(最高15 - 20度/秒)穿过神经元感受野时,神经元对这些条纹的反应值在很宽的强度范围内不变,但如果速度为20 - 60度/秒,反应值会随强度增加而增大。在速度进一步增加时,一些细胞的反应出现在I值的狭窄范围内。刺激总光强在3 lg单位范围内变化时,也考虑了这些反应特征。对on -中心神经元的on -反应和off -中心神经元的off -反应都进行了分析。获得的数据表明,神经元对强度逐步变化的移动刺激的反应在质量上与对不同亮度的静止刺激的反应一样依赖于光强,即对移动刺激光强变化的反应值遵循韦伯 - 费希纳定律。