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使用3D快门眼镜技术评估立体视锐度。

Evaluating stereoacuity with 3D shutter glasses technology.

作者信息

Wu Huang, Jin Han, Sun Ying, Wang Yang, Ge Min, Chen Yang, Chi Yunfeng

机构信息

Department of Optometry, Second Hospital of Jilin University, No. 218, Ziqiang Street, Nanguan District, Changchun, 130041, China.

University of Virginia, Charlottesville, VA, USA.

出版信息

BMC Ophthalmol. 2016 Apr 26;16(1):45. doi: 10.1186/s12886-016-0223-3.

Abstract

BACKGROUND

To determine the stereoacuity threshold with a 3D laptop equipped with 3D shutter glasses, and to evaluate the effect of different shape and size of test symbols and different type of disparities to stereoacuity.

METHODS

Thirty subjects with a visual acuity in each eye of at least 0 logMAR and a stereoacuity of at least 32 arcsec (as assessed in Fly Stereo Acuity Test) were recruited. Three target symbols-tumbling "E", tumbling "C", and "□"-were displayed, each with six different sizes representing a visual acuity ranging from 0.5 to 0 logMAR when tested at 4.1 m, and with both crossed and uncrossed disparities. Two test systems were designed - fixed distance of 4.1 m and one for variable distance. The former has disparities ranging from 10 to 1000 arcsec. Each subject completed 36 trials to investigate the effect of different symbol sizes and shapes, and disparity types on stereoacuity. In the variable distance system, each subject was tested 12 times for the same purposes, both proximally and distally (the point where the 3D effect just appears and where it just disappears respectively), and the mean value was calculated from the mean proximal and distal distances.

RESULTS

No significant difference was found among the groups in the fixed distance test system (Kruskal-Wallis test; Chi-square = 29.844, P = 0.715). Similarly, no significant difference was found in the variable distance system (Kruskal-Wallis test; proximal: Chi-square = 5.687, P = 0.338; distal: Chi-square = 5.898, P = 0.316; mean: Chi-square = 6.152, P = 0.292).

CONCLUSIONS

Evaluating stereoacuity using this measurement system was convenient and effective. Changes in target shape and size and disparity types had no significant effect on stereoacuity. It would be helpful to choose optimal targets according to different purposes using computer-assisted 3D measurements.

摘要

背景

使用配备3D快门眼镜的3D笔记本电脑确定立体视锐度阈值,并评估测试符号的不同形状和大小以及不同视差类型对立体视锐度的影响。

方法

招募30名受试者,每只眼睛的视力至少为0 logMAR,立体视锐度至少为32角秒(如在飞行立体视锐度测试中评估)。显示三个目标符号——翻转的“E”、翻转的“C”和“□”,每个符号有六种不同大小,在4.1米处测试时代表从0.5到0 logMAR的视力,并且有交叉和非交叉视差。设计了两个测试系统——固定距离为4.1米的系统和一个可变距离的系统。前者的视差范围为10至1000角秒。每个受试者完成36次试验,以研究不同符号大小和形状以及视差类型对立体视锐度的影响。在可变距离系统中,出于相同目的,每个受试者在近端和远端(分别是3D效果刚出现和刚消失的点)各测试12次,并根据近端和远端距离的平均值计算均值。

结果

在固定距离测试系统中,各组之间未发现显著差异(Kruskal-Wallis检验;卡方=29.844,P=0.715)。同样,在可变距离系统中也未发现显著差异(Kruskal-Wallis检验;近端:卡方=5.687,P=0.338;远端:卡方=5.898,P=0.316;均值:卡方=6.152,P=0.292)。

结论

使用该测量系统评估立体视锐度既方便又有效。目标形状和大小以及视差类型的变化对立体视锐度没有显著影响。使用计算机辅助3D测量根据不同目的选择最佳目标会有所帮助。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/6bf9/4845396/d1d3376d8776/12886_2016_223_Fig1_HTML.jpg

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