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一种最小化单优化人工晶状体计算公式系统偏差的简化方法。

A Simplified Method to Minimize Systematic Bias of Single-Optimized Intraocular Lens Power Calculation Formulas.

机构信息

From the Hôpital Fondation Adolphe de Rothschild (D.G., G.D., A.S., R.R., J.M.), Anterior Segment and Refractive Surgery Department, Paris, France.

From the Hôpital Fondation Adolphe de Rothschild (D.G., G.D., A.S., R.R., J.M.), Anterior Segment and Refractive Surgery Department, Paris, France.

出版信息

Am J Ophthalmol. 2023 Sep;253:65-73. doi: 10.1016/j.ajo.2023.05.005. Epub 2023 May 6.

Abstract

PURPOSE

To provide a simplified method to optimize lens constants to zero the mean prediction error (ME) of an intraocular lens (IOL) calculation formula, without the need to program the formula itself, by exploring the influence of IOL and corneal power on the refractive impact of variations in effective lens position.

DESIGN

Theoretical development of an optimized formula and retrospective clinical evaluation on documented datasets.

METHODS

Retrospective data from 8878 patients with cataracts with pre- and postoperative measurements available using 4 IOL models and 6 IOL power calculation formulas were examined. A schematic eye model was used to study the impact of small variations in effective lens position (ELP) on the postoperative spherical equivalent (SE) refraction. The impact of keratometry (K) and IOL power (P) on SE was investigated. A theoretical thick lens model was used to devise a formula to zero the average prediction error of an IOL power calculation formula. This was achieved by incrementing the predicted ELP, which could then be translated into an increment in the IOL constant. This method was tested on documented real-life postoperative datasets, using different IOL models and single-constant optimized IOL calculation formulas.

RESULTS

For small variations in ELP, there was an exponential relationship between IOL power and the resultant postoperative refractive variation. The ELP adjustment necessary to zero the ME equated to a ratio between the ME and the mean of the following expression: 0.0006(P+2KP) on the considered datasets. The accuracy of the values obtained using this formula was confirmed on documented postoperative datasets, and on published and nonpublished formulas.

CONCLUSION

The proposed method allows surgeons without special expertise to optimize an IOL constant to nullify the ME on a documented dataset without coding the different formulas. The influence of individual eyes is proportional to the squared power of the implanted IOL.

摘要

目的

提供一种简化方法,通过探索眼内透镜(IOL)和角膜屈光力对有效透镜位置变化对屈光影响的影响,将透镜常数优化为零,从而无需对公式本身进行编程,即可实现 IOL 计算公式的平均预测误差(ME)为零。

设计

优化公式的理论发展和对记录数据集的回顾性临床评估。

方法

使用 4 种 IOL 模型和 6 种 IOL 屈光力计算公式,对 8878 例白内障患者的回顾性数据进行了检查,这些患者具有术前和术后的可测量数据。使用示意图眼模型研究了有效透镜位置(ELP)的微小变化对术后球镜等效(SE)折射的影响。研究了角膜曲率计(K)和 IOL 屈光力(P)对 SE 的影响。使用理论厚透镜模型设计了一个公式,以零化 IOL 屈光力计算公式的平均预测误差。这是通过增加预测的 ELP 来实现的,然后可以将其转换为 IOL 常数的增量。该方法在使用不同的 IOL 模型和单常数优化的 IOL 计算公式的记录的实际术后数据集上进行了测试。

结果

对于 ELP 的微小变化,IOL 屈光力与术后屈光变化之间存在指数关系。为了将 ME 调零,所需的 ELP 调整相当于考虑到数据集上的表达式:0.0006(P+2KP)的 ME 与平均值的比值。在记录的术后数据集、已发表和未发表的公式上,都验证了该公式获得的值的准确性。

结论

该方法允许没有特殊专业知识的外科医生在没有对不同公式进行编码的情况下,在记录的数据集上将 IOL 常数优化为零,以消除 ME。个体眼睛的影响与植入的 IOL 的平方幂成正比。

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