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屈光不正对人工晶状体植入位置敏感性的影响

Intraocular lens implantation position sensitivity as a function of refractive error.

机构信息

Applied Optics Group, National University of Ireland, Galway, Ireland.

出版信息

Ophthalmic Physiol Opt. 2012 Mar;32(2):117-24. doi: 10.1111/j.1475-1313.2011.00888.x. Epub 2011 Dec 10.

Abstract

PURPOSE

To quantify the change in ocular aberrations due to intraocular lens (IOL) implantation position errors for pseudo-phakic eyes with different refractive errors.

METHODS

The theoretical part of this work was based on ray-tracing in emmetropic and myopic eye models. The possible misalignments i.e. the decentration, tilt and axial translation, of the IOLs were statistically combined together and analysed using Monte-Carlo simulations. Spherical IOLs with a 3 and 5 mm pupil and an aspheric IOL with a 5 mm pupil were analysed as a function of refractive error. In the experimental part of the work, we built an IOL optical test bench including a model eye. The white light discrete point spread functions of misaligned IOLs were recorded by a CCD and we compared the change of the spread function as a result of misalignments for two spherical IOLs with different optical powers.

RESULTS

The Monte-Carlo simulations showed that the average root-mean-square spot size at the retinal plane decreased with increasing myopic refractive error, i.e. lower power IOL. The experiments showed that a lower optical power spherical IOL had a less distributed point spread function than a higher optical power IOL, which supported the results of the simulation.

CONCLUSION

Regarding IOLs designed for myopic patients, low power IOLs (for high myopes) were shown to be less sensitive to the misalignment than high power ones. Aspheric IOLs were more sensitive to position errors than spherical IOLs under the same conditions.

摘要

目的

量化由于人工晶状体(IOL)植入位置误差引起的无晶状体眼的像差变化,这些眼具有不同的屈光不正。

方法

这项工作的理论部分基于正视眼和近视眼模型中的光线追踪。统计组合了 IOL 的可能偏心、倾斜和轴向平移等错位,并使用蒙特卡罗模拟进行了分析。分析了 3mm 和 5mm 瞳孔的球面 IOL 以及 5mm 瞳孔的非球面 IOL,作为屈光不正的函数。在工作的实验部分,我们构建了一个包括模型眼的 IOL 光学测试台。通过 CCD 记录了错位 IOL 的白光离散点扩散函数,并比较了由于两种不同光焦度的球面 IOL 错位而导致的扩散函数变化。

结果

蒙特卡罗模拟表明,视网膜平面上的平均均方根光斑尺寸随着近视屈光不正(即低功率 IOL)的增加而减小。实验表明,低光焦度球面 IOL 的点扩散函数分布比高光焦度 IOL 少,这支持了模拟结果。

结论

对于设计用于近视患者的 IOL,低光焦度 IOL(用于高度近视)比高光焦度 IOL 对失准不那么敏感。在相同条件下,非球面 IOL 比球面 IOL 对位置误差更敏感。

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