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评估周边视野刺激的空间和时间特性,以抵抗视网膜照明的临床变化。

Assessing spatial and temporal properties of perimetric stimuli for resistance to clinical variations in retinal illumination.

机构信息

Indiana University School of Optometry, Bloomington, Indiana.

出版信息

Invest Ophthalmol Vis Sci. 2014 Jan 20;55(1):353-9. doi: 10.1167/iovs.13-11640.

Abstract

PURPOSE

To develop perimetric stimuli for which sensitivities are more resistant to reduced retinal illumination than current clinical perimeters.

METHODS

Fifty-four people free of eye disease were dilated and tested monocularly. For each test, retinal illumination was attenuated with neutral density (ND) filters, and a standard adaptation model was fit to derive mean and SEM for the adaptation parameter (NDhalf). For different stimuli, t-tests on NDhalf were used to assess significance of differences in consistency with Weber's law. Three experiments used custom Gaussian-windowed contrast sensitivity perimetry (CSP). Experiment 1 used CSP-1, with a Gaussian temporal pulse, a spatial frequency of 0.375 cyc/deg (cpd), and SD of 1.5°. Experiment 1 also used the Humphrey Matrix perimeter, with the N-30 test using 0.25 cpd and 25 Hz flicker. Experiment 2 used a rectangular temporal pulse, SDs of 0.25° and 0.5°, and spatial frequencies of 0.0 and 1.0 cpd. Experiment 3 used CSP-2, with 5-Hz flicker, SDs from 0.5° to 1.8°, and spatial frequencies from 0.14 to 0.50 cpd.

RESULTS

In Experiment 1, CSP-1 was more consistent with Weber's law (NDhalf ± SEM = 1.86 ± 0.08 log unit) than N-30 (NDhalf = 1.03 ± 0.03 log unit; t > 9, P < 0.0001). All stimuli used in Experiments 2 and 3 had comparable consistency with Weber's law (NDhalf = 1.49-1.69 log unit; t < 2).

CONCLUSIONS

Perimetric sensitivities were consistent with Weber's law when higher temporal frequencies were avoided.

摘要

目的

开发出一种视野计刺激,其敏感度比当前临床视野计更能抵抗视网膜照度降低。

方法

54 名无眼病的人接受了散瞳单眼测试。对于每个测试,使用中性密度(ND)滤光片衰减视网膜照度,并拟合标准适应模型,得出适应参数(NDhalf)的平均值和 SEM。对于不同的刺激,使用 NDhalf 的 t 检验评估与韦伯定律一致性的差异是否具有统计学意义。三个实验使用定制的高斯窗口对比度敏感度视野计(CSP)。实验 1 使用 CSP-1,具有高斯时脉冲、空间频率为 0.375 cyc/deg(cpd)和标准差为 1.5°。实验 1 还使用了 Humphrey 矩阵视野计,N-30 测试使用 0.25 cpd 和 25 Hz 闪烁。实验 2 使用矩形时脉冲,标准差为 0.25°和 0.5°,空间频率为 0.0 和 1.0 cpd。实验 3 使用 CSP-2,具有 5-Hz 闪烁、0.5°至 1.8°的标准差和 0.14 至 0.50 cpd 的空间频率。

结果

在实验 1 中,CSP-1 与韦伯定律更一致(NDhalf ± SEM = 1.86 ± 0.08 log 单位),而 N-30 则不一致(NDhalf = 1.03 ± 0.03 log 单位;t > 9,P < 0.0001)。实验 2 和 3 中使用的所有刺激与韦伯定律具有相当的一致性(NDhalf = 1.49-1.69 log 单位;t < 2)。

结论

当避免使用更高的时频时,视野计的敏感度与韦伯定律一致。

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