Department of Ophthalmology, Hospital Clinic de Barcelona Institut Clinic d'Oftalmologia, Barcelona, Spain.
Department of Ophthalmology, Hospital Costal del Sol, Málaga, Spain.
Eur J Ophthalmol. 2021 Nov;31(6):2981-2988. doi: 10.1177/1120672120980690. Epub 2020 Dec 18.
To evaluate the accuracy of 12 intraocular lens (IOL) power formulas; Barrett Universal II, Emmetropia Verifying Optical (EVO), Haigis, Hill-Radial Basis Function (RBF), Hoffer Q, Holladay I, Kane, Ladas Super Formula, Olsen , Panacea, Pearl-DGS, Sanders-Retzlaff-Kraff/theoretical (SRK/T). In addition, an analysis of the efficacy as a function of the axial length was performed.
About 171 from 93 patients: 68 male eyes and 103 female eyes. Twelve IOL power formula calculations were studied with one IOL platform (trifocal hydrophilic IOL, FineVision Micro F), one biometer (Lenstar LS 900), one topographer (CSO Sirius Topographer), one surgeon, and one optometrist. Optimization were determined to be zeroed mean refractive prediction error. Mean error (ME), mean absolute error (MAE), median absolute error (MedAE) and refractive accuracy within ±1.00 D was calculated. Axial length was split in short and medium eyes.
One hundred and seventy eyes were included. Formulas were ranked by percentage within ±0.50 diopters and MAE (D). Among all eyes, Olsen 86.55% (0.273 D) and Barrett Universal II 86.55% (0.285D). For short eyes (<22.5 mm), Olsen 90.70% (0.273 D) and Kane 90.70% (0.225 D). For medium eyes, Barrett 89.34% (0.237 D) and Pearl 86.89% (0.263 D).
Olsen and Barrett formula obtained excellent accuracy for overall eyes. Kane and Olsen formula obtained the best results in short eyes. For medium axial length Barrett formula achieved the best accuracy results.
评估 12 种人工晶状体(IOL)计算公式的准确性;巴雷特通用 II 型、正视验证光学(EVO)、海吉斯、希尔-径向基函数(RBF)、霍弗 Q、霍拉迪 I、凯恩、拉达斯超级公式、奥尔森、万灵药、珍珠-DGS、桑德斯-雷茨拉夫-克拉夫/理论(SRK/T)。此外,还分析了眼轴长度对疗效的影响。
对 93 例患者的 171 只眼进行了研究:68 只男性眼和 103 只女性眼。研究了 12 种 IOL 计算公式,使用了一个 IOL 平台(三焦点亲水 IOL,FineVision Micro F)、一个生物测量仪(Lenstar LS 900)、一个地形图仪(CSO Sirius Topographer)、一名外科医生和一名验光师。优化结果确定为零平均屈光预测误差。计算平均误差(ME)、平均绝对误差(MAE)、中位数绝对误差(MedAE)和屈光精度在±1.00D 以内的误差。眼轴长度分为短眼和中眼。
共纳入 170 只眼。根据±0.50 屈光度和 MAE(D)的百分比对公式进行了排序。在所有眼中,奥尔森为 86.55%(0.273D),巴雷特通用 II 型为 86.55%(0.285D)。对于短眼(<22.5mm),奥尔森为 90.70%(0.273D),凯恩为 90.70%(0.225D)。对于中眼,巴雷特为 89.34%(0.237D),珍珠为 86.89%(0.263D)。
奥尔森和巴雷特公式在整体眼的准确性方面表现出色。在短眼方面,凯恩和奥尔森公式的效果最佳。对于中轴长度,巴雷特公式的准确性最高。