基于视觉自适应光学模拟器的近视眼折射精度与效率研究

Zhenghua Lin, Zhao Chen, Wenyu Gao, Can Chen, Weizhong Lan, Zhikuan Yang
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引用次数: 0

摘要

目的:评价能够测量客观和主观折射的视觉自适应光学模拟器(VAO,西班牙)的精度和效率。方法:折射式VAO是一种基于自适应光学原理的仪器。这是一个系列案例研究,包括2017年10月至11月在长沙爱尔眼科医院就诊的患者。近视患者首先由经验丰富的验光师分别使用自动折射镜(Nidek ARK-1)和屈光镜(称为“传统方法”)测量客观和主观屈光。然后,这些受试者再次由一名新技术人员使用基于vao的方法进行测量。用类内相关系数(ICC)和配对t检验分析比较两种方法的一致性。通过配对t检验,还比较了基于var的方法与传统方法的效率。结果:共纳入受试者70例(140只眼,男性38例),平均年龄13.2±2.2岁。两种方法的物镜折射ICC分别为0.897,0.907,J0和J45。两种方法的主观折射ICC分别为0.937、0.891、0.543。具体而言,两种方法的客观折射和主观折射的平均差为0.46 D (95%CI: 0.36, 0.55 D) (t=9.663, P<0.001)和0.32 D (95%CI: 0.25, 0.39 D) (t=9.087, P<0.001)。然而,随着近视程度的增加,这种差异逐渐减小(r=-0.261, P<0.001),中高度近视(球面度数<-3.00 D;t = 4.987, P < 0.001)。对于圆柱形功率,两种方法之间无显著差异。尽管如此,基于vao的方法的平均测量时间明显短于传统方法(5.9±1.9 min vs. 7.2±0.7 min, t=6.100, P<0.001)。结论:VAO与传统入路的临床效果相似,且随近视程度的增加,两者之间的差异有缩小的趋势。此外,VAO的效率也明显优于传统方法。关键词:自适应光学;近视;折射
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Accuracy and Efficiency of Refraction for Myopes Based on the Visual Adaptive Optics Simulator
Objective: This study aimed to evaluate the accuracy and efficiency of the Visual Adaptive Optics Simulator (VAO, Spain) which is able to measure objective and subjective refraction. Methods: The refractor VAO was an instrument based on the principle of adaptive optics. This was a series case study that included patients in Changsha Aier Eye Hospital from October to November 2017. Subjects with myopia were first measured by experienced optometrists for objective and subjective refraction using an autorefractor (Nidek ARK-1) and phoropter, respectively (designated as the "traditional approach"). Then, these subjects were again measured by a fresh technician with the VAO-based approach. The agreement of the results by these two approaches was compared with an intraclass correlation coefficient (ICC) and a paired-t test analysis. The efficiency of the VAO-based approach was also compared to the traditional approach with a paired-t test. Results: Seventy subjects (140 eyes, 38 males) with a mean age of 13.2±2.2 years participated in the study. The ICC of the objective refraction between the two approaches was 0.897, 0.907, 0.732 for spherical power, J0 and J45, respectively. The ICC of subjective refraction between the two approaches was 0.937, 0.891, 0.543, respectively. Specifically, the mean difference in objective and subjective refraction for spherical power with the two approaches was 0.46 D (95%CI: 0.36, 0.55 D) (t=9.663, P<0.001), and 0.32 D (95%CI: 0.25, 0.39 D) (t=9.087, P<0.001). However, the difference was found to diminish with an increase in the degree of myopia (r=-0.261, P<0.001) and the difference inspherical power dropped by 0.22 D [0.14 D, 0.32 D] for moderate-high myopia (spherical power <-3.00 D; t=4.987, P<0.001). For cylindrical power, there was no significant difference between the two approaches. Never the less, the average measurement time for the VAO-based approach was found to be significantly shorter than the traditional approach (5.9±1.9 min vs. 7.2±0.7 min, t=6.100, P<0.001). Conclusions: VAO produces clinically similar results compared to the traditional approach and the difference between the two approaches tends to be reduced with a greater degree of myopia. In addition, the efficiency of VAO is significantly better than the traditional approach. Key words: adaptive optics; myopia; refraction
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