Mäkelä P, Rovamo J, Whitaker D
Department of Vision Sciences, Aston University, Birmingham, England.
Vision Res. 1994 Aug;34(15):1981-91. doi: 10.1016/0042-6989(94)90027-2.
We studied how the dependence of flicker sensitivity on stimulus size was affected by the eccentricity of the stimulus at high luminance, at low luminance (with quantal noise), and at high luminance with the addition of pure white temporal noise. Flicker sensitivity was measured as a function of stimulus size for temporal frequencies of 1-30 Hz with uniform sinusoidally flickering spots. Sensitivity first increased with increasing stimulus size but then the increase saturated. At high luminance the saturation took place at larger stimulus sizes with increasing eccentricity. Without externally added temporal noise the maximum sensitivity was higher at the fovea than in the periphery at temporal frequencies of 1-10 Hz, but at 30 Hz this situation reversed. Therefore only the ascending parts of the spatial integration curves from various eccentricities could be superimposed by size scaling. E2, the eccentricity at which the spatial scale doubles, was found to be 2.2-2.7 deg for 1-10 Hz but 4.4 deg for 30 Hz. When enough temporal noise was added, performance at all stimulus sizes studied could be made independent of eccentricity by spatial scaling, since noise reduced maximum sensitivities to a constant level at all eccentricities. E2 was found to be 4.1 deg for 3 Hz and 7.2 deg for 30 Hz. When light level was reduced by 3 log10 units, foveal and peripheral flicker sensitivity functions almost superimposed at all stimulus sizes studied. Hence, at 1 and 3 Hz E2 was very large, about 70 and 22 deg, respectively. At 10 and 30 Hz no size scaling was needed and E2 was therefore infinite.
我们研究了在高亮度、低亮度(伴有量子噪声)以及添加纯白色时间噪声的高亮度条件下,闪烁敏感度对刺激大小的依赖性是如何受刺激偏心度影响的。对于1 - 30Hz的时间频率,使用均匀正弦闪烁光斑作为刺激,测量闪烁敏感度作为刺激大小的函数。敏感度最初随刺激大小增加而增加,但随后增加趋于饱和。在高亮度下,随着偏心度增加,饱和发生在更大的刺激大小处。在没有外部添加时间噪声的情况下,在1 - 10Hz的时间频率下,中央凹处的最大敏感度高于周边,但在30Hz时这种情况相反。因此,只有来自不同偏心度的空间整合曲线的上升部分可以通过大小缩放进行叠加。发现对于1 - 10Hz,空间尺度翻倍时的偏心度E2为2.2 - 2.7度,但对于30Hz为4.4度。当添加足够的时间噪声时,通过空间缩放可以使所研究的所有刺激大小下的性能与偏心度无关,因为噪声将所有偏心度下的最大敏感度降低到恒定水平。发现对于3Hz,E2为4.1度,对于30Hz为7.2度。当光水平降低3个log10单位时,在所有研究的刺激大小下,中央凹和周边闪烁敏感度函数几乎叠加。因此,在1Hz和3Hz时,E2非常大,分别约为70度和22度。在10Hz和30Hz时,不需要大小缩放,因此E2为无穷大。