Pomerantzeff O, Pankratov M, Wang G J, Dufault P
Am J Optom Physiol Opt. 1984 Mar;61(3):166-76. doi: 10.1097/00006324-198403000-00004.
There are two approaches to the design of a wide-angle optical model of the eye. One approach is based upon data on biological and physical characteristics of the eye (cornea, crystalline lens) collected from the literature or from in vivo or in vitro measurements. From these data a model is built whose configuration is as close as possible to that of a living eye. Then the visual function of the model is calculated and checked for its conformity with the living eye. The second design approach starts with measurements of the optical performance of a living eye. Then the unknown parameters (asphericity of the cornea, distribution of the thicknesses of the individual layers of the crystalline lens, their curvatures and refractive indices, and sphericity of the layers) can be calculated by fitting the curve of the corresponding optical performance calculated from the model to the curve measured in vivo. Using this approach, we measured the axial spherical aberrations in 50 emmetropic volunteers (100 eyes), calculated the best fit to all the measurements, and used it as the average curve of axial spherical aberrations of an emmetropic eye. In this paper we present the results and calculations and discuss the validity of this approach.
眼睛广角光学模型的设计有两种方法。一种方法是基于从文献或体内或体外测量中收集到的关于眼睛(角膜、晶状体)生物和物理特性的数据。根据这些数据构建一个模型,其结构尽可能接近活体眼睛。然后计算该模型的视觉功能,并检查其与活体眼睛的一致性。第二种设计方法从测量活体眼睛的光学性能开始。然后,通过将根据模型计算出的相应光学性能曲线与体内测量曲线进行拟合,可以计算出未知参数(角膜的非球面度、晶状体各层厚度的分布、它们的曲率和折射率以及各层的球面度)。使用这种方法,我们测量了50名正视志愿者(100只眼睛)的轴向球差,计算出对所有测量的最佳拟合,并将其用作正视眼轴向球差的平均曲线。在本文中,我们展示了结果和计算,并讨论了这种方法的有效性。