Eine neue Methode zur Bestimmung der Skleralform

Manfred Bufler
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Abstract

Purpose. The aim of the present theoretical modelling study is to improve the fitting of scleral lenses by means of a novel determination of the scleral shape of the eye. Material and Methods. . The movement of scleral lenses and soft lenses is affected by scleral shape around the limbus. Based on this, it is important to take a closer look at the edge of the sclera. An area of 4 mm in diameter around the limbus is considered as a suitable area for shape fitting, which is shown by 44 profile photographs. As a first step, a straight line (y = m • x + b) was fitted on scleral data of 44 perpendic- ular cuts. Then, these measuring points were rotated around the first “scleral measuring point after the limbus” (angle of rotation = − arctan (m)) so that all measuring points were horizontal. A parabola was then fitted as best as possible (y = a • x2 + b • x + c) to the rotated measuring points. The parabola coefficient a or “pca value” plays a central role as a shape criterion of the corneo-scleral profile (CSP). A pca value a ≥ 0.1 means the CSP is a concave parabola, while a ≤ −0.1 implies that the CSP is a convex one. If the pca value is between −0.1 < a < 0.1, the CSP is a straight line. Results. Based on the 44 profile section photos, 85.8 % of the CSPs were straight, 11.1 % were convex and 3.1 % were concave parabolic shapes. The probability of determining a parabolic CSP section is about 18.5 % (normal distribution, the normal distribution test for the calculated pca values shows p < 0.01). Conclusion. A specification of the corneo-scleral-profile (CSP) with the corresponding scleral angle “alpha”, gives significantly more information about the scleral shape than if only one of the two parameters is specified. Furthermore, this simplifies the determination of the geometry of contact lenses with large diameters, especially scleral lenses. Keywords Soft contact lenses, scleral lenses, corneo-scleral profile, scleral shape, sclera
一种新方法来检测棱角的形状
目的。目前的理论模型研究的目的是通过一种新的确定眼睛巩膜形状的方法来改善巩膜透镜的拟合。材料与方法……巩膜晶状体和软晶状体的运动受角膜缘周围巩膜形状的影响。在此基础上,仔细观察巩膜边缘是很重要的。边缘周围直径4毫米的区域被认为是适合形状拟合的区域,44张侧面照片显示了这一点。作为第一步,在44个垂直切口的巩膜数据上拟合一条直线(y = m•x + b)。然后,这些测点围绕第一个“角膜缘后巩膜测点”旋转(旋转角度= - arctan (m)),使所有测点水平。然后尽可能地将抛物线(y = A•x2 + b•x + c)拟合到旋转的测点上。抛物线系数a或“pca值”作为角膜-巩膜轮廓(CSP)的形状标准起着核心作用。当pca值A≥0.1时,CSP为凹抛物线;当pca值A≤−0.1时,CSP为凸抛物线。当pca值在−0.1 < a < 0.1之间时,表示CSP为直线。结果。44张剖面图显示,85.8%的csp为直线形,11.1%为凸形,3.1%为凹形抛物线形。确定抛物线型CSP剖面的概率约为18.5%(正态分布,计算pca值的正态分布检验显示p < 0.01)。结论。角膜-巩膜轮廓(CSP)与相应的巩膜角“alpha”相对应,比仅指定两个参数中的一个能提供更多关于巩膜形状的信息。此外,这简化了大直径隐形眼镜的几何形状的确定,特别是巩膜隐形眼镜。关键词软性隐形眼镜,巩膜镜片,角膜-巩膜轮廓,巩膜形状,巩膜
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