Patel S, Marshall J, Fitzke F W
Department of Vision Sciences, Glasgow Caledonian University, Scotland.
J Refract Surg. 1995 Jul-Aug;11(4):248-52. doi: 10.3928/1081-597X-19950701-08.
The intracorneal ring has been advanced as a mechanical device for the correction of myopia. The device may reduce refractive error, but the effect on the overall optical performance of the eye has been neglected. This paper addresses this issue by presenting mathematical models that will predict the effect of the intracorneal ring on refractive error, corneal asphericity, and the spherical aberration of the eye.
Algorithms are derived for predicting the corneal apical radius, asphericity, and the change in myopia after inserting intracorneal rings of any thickness and diameter.
The model predicts that the magnitude of myopia reduction is a function of both ring thickness and diameter. The large diameter (9 to 10 mm), thin (0.1 to 0.2 mm) intracorneal ring is less likely to adversely affect corneal asphericity and therefore not significantly enhance the spherical aberration of the eye.
An intracorneal ring cannot correct more than 4.00 diopters (D) of myopia without significantly increasing ocular spherical aberration, which, in turn, will compromise the final visual outcome.
角膜内环作为一种用于矫正近视的机械装置已得到发展。该装置可能会降低屈光不正,但对眼睛整体光学性能的影响却被忽视了。本文通过提出数学模型来解决这一问题,这些模型将预测角膜内环对屈光不正、角膜非球面性以及眼睛球差的影响。
推导了用于预测插入任何厚度和直径的角膜内环后角膜顶点半径、非球面性以及近视变化的算法。
该模型预测近视降低的幅度是环厚度和直径两者的函数。大直径(9至10毫米)、薄(0.1至0.2毫米)的角膜内环对角膜非球面性产生不利影响的可能性较小,因此不会显著增加眼睛的球差。
角膜内环在不显著增加眼球差的情况下,矫正近视的度数不能超过4.00屈光度(D),而这反过来又会损害最终的视觉效果。