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有晶状体眼和无晶状体眼人工晶状体的散光度数计算

Astigmatic power calculations for intraocular lenses in the phakic and aphakic eye.

作者信息

Sarver Edwin J, Sanders Donald R

机构信息

Sarver andAssociates, Inc., Celebration, FL 34747, USA.

出版信息

J Refract Surg. 2004 Sep-Oct;20(5):472-7. doi: 10.3928/1081-597X-20040901-10.

Abstract

PURPOSE

To develop sets of equations employed in the power calculations for toric intraocular lenses (IOLs) in phakic or aphakic astigmatic eyes.

METHODS

Mathematical operations to convert from standard toric parameters of sphere, cylinder, and axis to astigmatic decomposition components, and vice versa, are presented. These operations are used to derive equations to calculate the ideal toric IOL power for a phakic or aphakic astigmatic eye, predict the postoperative spectacle correction for a selected toric IOL with power other than the ideal power, and back calculate a parameter to be used to optimize predictability of the calculations based on clinical data.

RESULTS

Two numerical examples are provided to show how the equations are used with clinical data.

CONCLUSION

The equations developed provide a method to perform toric IOL power calculations and supporting operations of predicted postoperative spectacle refraction and optimization of prediction error for phakic and aphakic eyes with astigmatism.

摘要

目的

建立用于有晶状体或无晶状体散光眼的复曲面人工晶状体(IOL)屈光度计算的方程组。

方法

介绍了从球镜、柱镜和轴位的标准复曲面参数转换为散光分解成分,以及反之亦然的数学运算。这些运算用于推导方程,以计算有晶状体或无晶状体散光眼的理想复曲面IOL屈光度,预测选择了非理想屈光度的复曲面IOL术后的眼镜矫正,并根据临床数据反算出一个参数,用于优化计算的可预测性。

结果

提供了两个数值示例,以展示如何将这些方程用于临床数据。

结论

所建立的方程提供了一种方法,可用于进行复曲面IOL屈光度计算以及对有晶状体和无晶状体散光眼预测术后眼镜屈光不正和优化预测误差的辅助运算。

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