近视激光视力矫正后现代人工晶状体度数计算公式的准确性:分层轴长分析。

IF 2.9 3区 医学 Q1 OPHTHALMOLOGY
Jianheng Liang, Qian Tan, Zheming Wu, Yun Chen, Ruihong Ju, Haisong Chen, Qiongyan Tang, Yanxue Xu, Li Xu, Julio Ortega-Usobiaga, Danmin Cao, Yong Wang
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引用次数: 0

摘要

目的:评价既往近视激光视力矫正(LVC)眼现代人工晶状体(IOL)度数计算公式的准确性,并探讨眼轴长度(AL)对公式性能的影响。方法:108只眼,AL小于28 mm组52只眼,AL大于28 mm组56只眼。比较了Haigis-TK、Haigis-TKCMAL(含Cooke-modified轴向长度[CMAL])、PEARL-DGS、Hoffer-QST TK、LISA TK、Barrett True-K TK、EVO TK、Haigis-L和Shammas 9种lvc后公式的屈光预测误差(RPEs)。采用Pearson相关分析评价AL及其他生物特征参数对rpe的影响。结果:AL < 28 mm组,各配方间差异无统计学意义(P < 0.05)。然而,在AL 28 mm或更大的组中,与hfer - qst、Barrett True-K TK、Shammas和Haigis-L相比,Haigis-TKCMAL显示出明显更低的均方根绝对误差(RMSAE)和平均绝对误差(MAE)(均校正P < 0.001)。同样,PEARL-DGS的RMSAE显著低于Barrett True-K TK、Shammas和Haigis-L(校正P均< 0.001),MAE显著低于Barrett True-K TK和Haigis-L(校正P均< 0.001)。Haigis-TKCMAL组RPEs在±0.50屈光度(D)内的比例最高(73.21%),PEARL-DGS组RPEs在±1.00 D内的比例最高(94.64%)。结论:目前的lvc后配方在AL小于28 mm的眼睛中表现相当,而Haigis-TKCMAL和PEARL-DGS在AL大于或等于28 mm的眼睛中表现出更好的准确性。在lvc后视距极长的眼睛中发生了明显的近视转变,强调在这种情况下需要仔细选择配方。[J].中国光学精密工程,2015;41(5):559 - 561。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Accuracy of Modern IOL Power Calculation Formulas in Eyes After Myopic Laser Vision Correction: A Stratified Axial Length Analysis.

Purpose: To evaluate the accuracy of modern intraocular lens (IOL) power calculation formulas in eyes with previous myopic laser vision correction (LVC), and to assess the impact of axial length (AL) on the formula performance.

Methods: A total of 108 eyes were included, with 52 eyes in the AL less than 28 mm group and 56 eyes in the AL 28 mm or greater group. Refractive prediction errors (RPEs) were compared among nine post-LVC formulas: Haigis-TK, Haigis-TKCMAL (incorporating Cooke-modified axial length [CMAL]), PEARL-DGS, Hoffer-QST TK, LISA TK, Barrett True-K TK, EVO TK, Haigis-L, and Shammas. Pearson correlation analysis was employed to evaluate the influence of AL and other biometric parameters on RPEs.

Results: In the AL less than 28 mm group, no significant differences were observed between all formulas (all adjusted P > .05). However, in the AL 28 mm or greater group, Haigis-TKCMAL demonstrated significantly lower root mean square absolute error (RMSAE) and mean absolute error (MAE) compared to the Hoffer-QST, Barrett True-K TK, Shammas, and Haigis-L (all adjusted P < .001). Similarly, the PEARL-DGS showed significantly lower RMSAE than the Barrett True-K TK, Shammas, and Haigis-L (both adjusted P < .001), and significantly lower MAE compared to the Barrett True-K TK and Haigis-L (both adjusted P < .001). The Haigis-TKCMAL had the highest percentage of eyes with RPEs within ±0.50 diopters (D) (73.21%), whereas the PEARL-DGS had the highest percentage of eyes with RPEs within ±1.00 D (94.64%). A significant negative correlation between AL and RPE was found in most formulas, leading to a myopic shift in eyes with extremely long AL.

Conclusions: The performance of current post-LVC formulas was comparable in eyes with AL less than 28 mm, whereas the Haigis-TKCMAL and PEARL-DGS demonstrated superior accuracy in eyes with AL 28 mm or greater. A notable myopic shift occurred in post-LVC eyes with extremely long AL, highlighting the need for careful formula selection in such cases. [J Refract Surg. 2025;41(5):e435-e443.].

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来源期刊
CiteScore
5.10
自引率
12.50%
发文量
160
审稿时长
4-8 weeks
期刊介绍: The Journal of Refractive Surgery, the official journal of the International Society of Refractive Surgery, a partner of the American Academy of Ophthalmology, has been a monthly peer-reviewed forum for original research, review, and evaluation of refractive and lens-based surgical procedures for more than 30 years. Practical, clinically valuable articles provide readers with the most up-to-date information regarding advances in the field of refractive surgery. Begin to explore the Journal and all of its great benefits such as: • Columns including “Translational Science,” “Surgical Techniques,” and “Biomechanics” • Supplemental videos and materials available for many articles • Access to current articles, as well as several years of archived content • Articles posted online just 2 months after acceptance.
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