Ma Yiyuan, Xiong Ruilin, Liu Zhenzhen, Young Charlotte Aimee, Wu Yue, Zheng Danying, Zhang Xinyu, Jin Guangming
From the State Key Laboratory of Ophthalmology, Zhongshan Ophthalmic Center, Sun Yat-sen University (Y.M., R.X., Z.L., Y.W., D.Z., X.Z., G.J.), Guangzhou, China.
Albany Medical College (C.A.Y.), Albany, New York, United States.
Am J Ophthalmol. 2024 Jan;257:178-186. doi: 10.1016/j.ajo.2023.09.009. Epub 2023 Sep 17.
To systematically review the literature and quantitatively synthesize the currently available evidence to compare the accuracy of different intraocular lens calculation formulas in eyes with long axial length (AL).
Network meta-analysis.
PubMed, Embase, Web of Science, and the Cochrane Library were systematically searched for studies published between January 2000 and June 2022. Included were prospective or retrospective clinical studies reporting the following outcomes in cataract patients with long AL (ie, ≥26 mm): percentage of eyes with a prediction error (PE) within ±0.25, ±0.50, and ±1.00 diopters (D). Network meta-analysis was conducted using R software (version 4.2.1).
Ten prospective or retrospective clinical studies, including 1016 eyes and 11 calculation formulas, were identified. A traditional meta-analysis showed that for the percentage of eyes with PE within ±0.25 and ±0.50 D, the Olsen, Kane, and Emmetropia Verifying Optical (EVO) all had insignificantly higher percentages compared with others. Considering the percentage of eyes with PE within ±1.00 D, the original and modified Wang-Koch adjustment formulas for Holladay 1 (H1-WK and H1-MWK) and EVO formulas showed superiority, but the difference was insignificant. This network meta-analysis revealed that compared with the widely used Barrett Universal II (BUII) formula, the Olsen, Kane, and EVO formulas had higher percentages of eyes with PE within ±0.25, ±0.50, and ±1.00 D (all odds ratios >1 but P >.05). Based on the surface under the cumulative ranking area (SUCRA) values for the percentage of eyes with PE within ±0.25 D, the Olsen (96.4%), Kane (77.5%), and EVO (75.9%) formulas had the highest probability of being in the top 3 of the 11 formulas.
The Olsen, Kane, and EVO formulas may perform better than others in calculating IOL power in eyes with long AL. Nevertheless, there is still considerable uncertainty in this regard and the accuracy of these formulas in highly myopic eyes should be confirmed in studies based on large multicenter registries.
系统回顾文献并定量综合现有证据,以比较不同人工晶状体计算公式在眼轴长度(AL)较长的眼中的准确性。
网状Meta分析。
系统检索PubMed、Embase、Web of Science和Cochrane图书馆中2000年1月至2022年6月发表的研究。纳入的是前瞻性或回顾性临床研究,报告眼轴较长(即≥26mm)的白内障患者的以下结果:预测误差(PE)在±0.25、±0.50和±1.00屈光度(D)以内的眼的百分比。使用R软件(版本4.2.1)进行网状Meta分析。
确定了10项前瞻性或回顾性临床研究,包括1016只眼和11种计算公式。传统Meta分析表明,对于PE在±0.25和±0.50D以内的眼的百分比,奥尔森(Olsen)、凯恩(Kane)和正视化验证光学(EVO)公式的百分比均略高于其他公式,但差异无统计学意义。考虑PE在±1.00D以内的眼的百分比,霍拉迪1(H1)的原始和改良王-科赫调整公式(H1-WK和H1-MWK)以及EVO公式显示出优越性,但差异无统计学意义。该网状Meta分析显示,与广泛使用的巴雷特通用II(BUII)公式相比,奥尔森、凯恩和EVO公式在PE在±0.25、±0.50和±1.00D以内的眼中所占百分比更高(所有比值比>1,但P>.05)。基于PE在±0.25D以内的眼的百分比的累积排名曲线下面积(SUCRA)值,奥尔森公式(96.4%)、凯恩公式(77.5%)和EVO公式(75.9%)在11种公式中排名前三的概率最高。
在计算眼轴较长的眼中的人工晶状体度数时,奥尔森、凯恩和EVO公式可能比其他公式表现更好。然而,在这方面仍存在相当大的不确定性,这些公式在高度近视眼中的准确性应在基于大型多中心登记处的研究中得到证实。