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十二种人工晶状体屈光力计算公式在轴性远视眼中的准确性分析

Analysis of accuracy of twelve intraocular lens power calculation formulas for eyes with axial hyperopia.

作者信息

Stopyra Wiktor

机构信息

MW Med Eye Centre, Cracow, Poland.

出版信息

Saudi J Ophthalmol. 2023 May 2;37(2):125-130. doi: 10.4103/sjopt.sjopt_64_22. eCollection 2023 Apr-Jun.

Abstract

PURPOSE

The purpose was to compare twelve intraocular lens power calculation formulas for eyes smaller than 22.0 mm in terms of absolute error (AE), the percentage of postoperative emmetropia, and agreement interval in Bland-Altman analysis.

METHODS

The data of hyperopic patients who underwent uneventful phacoemulsification between January 2016 and July 2021 were reviewed. Intraocular lens power was calculated using Holladay 1, SRK/T, Hoffer Q, Holladay 2, Haigis, Barrett Universal II, Hill-RBF, Ladas, Kane, Emmetropia Verifying Optical (EVO), Pearl-DGS, and K6 formulas. Three months after phacoemulsification, refraction was measured, and the mean AE was calculated. The percentage of patients with full visual acuity (VA) without any correction, with ± 0.25D, ±0.5D, ±0.75D, and limits of agreement for each formula was established.

RESULTS

Seventy-two patients, whose ocular axial length (AL) ranged between 20.02 mm and 21.98 mm, were included. The Kane formula achieved the lowest mean AE of 0.09 ± 0.09 just before EVO (0.12 ± 0.09), Hill-RBF (0.17 ± 0.12), and Hoffer Q formulas (0.19 ± 0.16). In addition, with the Kane formula, the percentage of patients with full VA without any correction (80.6%) was the highest ahead of EVO and Hoffer Q formulas (51.5% and 50.0%, respectively). Finally, Kane, EVO, and Hill-RBF obtained the lowest agreement interval (0.4923, 0.5815, and 0.7740, respectively).

CONCLUSION

The Kane formula is recommended for intraocular lens power calculation for eyeballs with the AL smaller than 22.0 mm. The EVO formula gives very promising results in regarding the accuracy of intraocular lens power for hyperopic eyes.

摘要

目的

比较12种人工晶状体屈光力计算公式在眼轴小于22.0mm的眼中的绝对误差(AE)、术后正视眼百分比以及Bland-Altman分析中的一致性区间。

方法

回顾2016年1月至2021年7月期间接受顺利超声乳化手术的远视患者的数据。使用Holladay 1、SRK/T、Hoffer Q、Holladay 2、Haigis、Barrett Universal II、Hill-RBF、Ladas、Kane、正视眼验证光学(EVO)、Pearl-DGS和K6公式计算人工晶状体屈光力。超声乳化术后三个月,测量屈光度数,并计算平均AE。确定了无需任何矫正、±0.25D、±0.5D、±0.75D时视力(VA)完全正常的患者百分比以及每个公式的一致性界限。

结果

纳入72例眼轴长度(AL)在20.02mm至21.98mm之间的患者。Kane公式的平均AE最低,为0.09±0.09,仅次于EVO公式(0.12±0.09)、Hill-RBF公式(0.17±0.12)和Hoffer Q公式(0.19±0.16)。此外,使用Kane公式时,无需任何矫正视力完全正常的患者百分比(80.6%)高于EVO公式和Hoffer Q公式(分别为51.5%和50.0%)。最后,Kane、EVO和Hill-RBF公式的一致性区间最低(分别为0.4923、0.5815和0.7740)。

结论

对于眼轴小于22.0mm的眼球,推荐使用Kane公式计算人工晶状体屈光力。EVO公式在远视眼人工晶状体屈光力准确性方面给出了非常有前景的结果。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/cae5/10365256/2ca1beb54b81/SJO-37-125-g001.jpg

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