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使用定制版贝内特方程计算鸡晶状体的屈光力。

Calculation of crystalline lens power in chickens with a customized version of Bennett's equation.

作者信息

Iribarren Rafael, Rozema Jos J, Schaeffel Frank, Morgan Ian G

机构信息

Dept. of Ophthalmology, San Luis Medical Center, Buenos Aires, Argentina.

Dept. of Ophthalmology, Antwerp University Hospital, Edegem, Belgium; Faculty of Medicine and Health Science, University of Antwerp, Wilrijk, Belgium.

出版信息

Vision Res. 2014 Mar;96:33-8. doi: 10.1016/j.visres.2014.01.003. Epub 2014 Jan 15.

Abstract

This paper customizes Bennett's equation for calculating lens power in chicken eyes from refraction, keratometry and biometry. Previously published data on refraction, corneal power, anterior chamber depth, lens thickness, lens radii of curvature, axial length and eye power in chickens aged 10-90 days were used to estimate Gullstrand's lens power and Bennett's lens power for chicken eyes, and to calculate the lens equivalent refractive index. Bennett's A and B constants for the front and back surface powers of the lens were calculated for data measured from day 10 to 90 at 10 day intervals, and mean customized constants were calculated. The mean customized constants for Bennett's equation for chicks were A=0.574±0.023 and B=0.379±0.021. As found previously, lens power decreases with age in chicks, while corneal power decreases and axial length increases. The lens equivalent refractive index decreases with age from 10 to 90 days after hatching. Bennett's equation can be used to calculate lens power in chicken eyes for studies on animal myopia, using standard biometry.

摘要

本文根据折射、角膜曲率测量法和生物测量法对用于计算鸡眼晶状体屈光度的贝内特方程进行了定制。利用先前发表的关于10至90日龄鸡的折射、角膜屈光度、前房深度、晶状体厚度、晶状体曲率半径、眼轴长度和眼屈光度的数据,来估算鸡眼的古尔斯特兰德晶状体屈光度和贝内特晶状体屈光度,并计算晶状体等效折射率。以10天为间隔,计算从第10天到第90天测量数据的晶状体前表面和后表面屈光度的贝内特A和B常数,并计算平均定制常数。雏鸡贝内特方程的平均定制常数为A = 0.574±0.023,B = 0.379±0.021。如先前发现的那样,雏鸡的晶状体屈光度随年龄增长而降低,而角膜屈光度降低,眼轴长度增加。孵化后10至90天,晶状体等效折射率随年龄增长而降低。贝内特方程可用于通过标准生物测量法计算鸡眼晶状体屈光度,以用于动物近视研究。

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