Carkeet Andrew, Gerasimou Daniel F, Parsonson Loralie R, Biffin Krystle L, Fredericksen Ben J
School of Optometry, Queensland University of Technology, Brisbane, Queensland, Australia.
Optom Vis Sci. 2008 Dec;85(12):1142-50. doi: 10.1097/OPX.0b013e31818e8d41.
Although the effect of spatial sampling on the visibility of grating stimuli is well described and well understood, little research has been conducted into the effects of spatial sampling on the visibility of letter optotypes. The purpose of this study was to investigate whether thresholds for spatially sampled Sloan letters were equal to or significantly smaller than the spacing between spatial samples.
For four visually normal subjects, we measured Sloan letter acuity thresholds, presented on a computer monitor, after the letters had been sampled by sampling arrays with 6.285 elements per square degree, (23.9 min of arc between samples for a square packed array). We used four different sampling arrays: square packed; hexagonally packed; a cone-like array with positive contrast; and a cone-like array with negative contrast. Thresholds were assessed using letter-counting rules and also Probit analysis.
Although results depended on array type, and the definition of sample spacing, letter acuity thresholds were substantially less than estimates of sample spacing by between 0.290 log units (49% less) (hexagonally sampled Probit thresholds compared with spacing between hexagonal samples) to 0.136 log units (27% less) (positive contrast cone-like sampled letter-counting thresholds compared with spacing between rows of hexagonal samples).
Sample spacing is not an absolute limit for Sloan letter thresholds. By comparison with previous measurements of human foveal cone sampling of space, our findings suggest that cone sampling limits for Sloan letters could be as small as 20/4.
虽然空间采样对光栅刺激可见性的影响已有充分描述且为人所熟知,但关于空间采样对字母视标可见性影响的研究却很少。本研究的目的是调查空间采样的斯隆字母阈值是否等于或显著小于空间采样之间的间距。
对于四名视力正常的受试者,我们在计算机显示器上呈现通过每平方度有6.285个元素的采样阵列采样后的斯隆字母视敏度阈值(对于正方形排列阵列,样本之间的视角为23.9分弧度)。我们使用了四种不同的采样阵列:正方形排列;六边形排列;具有正对比度的锥形阵列;以及具有负对比度的锥形阵列。使用字母计数规则和概率分析来评估阈值。
虽然结果取决于阵列类型和样本间距的定义,但字母视敏度阈值大幅小于样本间距的估计值,差值在0.290对数单位(少49%)(六边形采样概率阈值与六边形样本之间的间距相比)到0.136对数单位(少27%)(正对比度锥形采样字母计数阈值与六边形样本行之间的间距相比)之间。
样本间距不是斯隆字母阈值的绝对限制。与之前对人眼中央凹锥体空间采样的测量结果相比,我们的研究结果表明,斯隆字母的锥体采样极限可能小至20/4。