The Accuracy of Intraocular Lens Power Calculation for Cataract Surgery after Laser in Situ Ketatomileusis

Naoki Isogai, Mayuka Ito, Rie Horai, Y. Yoshida, Tomoaki Nakamura, Yukihiro Sakai, Akeno Tamaoki, Takashi Kojima, K. Ichikawa
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Abstract

PURPOSE: To investigate the accuracy of several different methods for intraocular lens power calculation after laser in situ keratomileusis. SUBJECTS AND METHODS: Axial length, corneal radius and anterior chamber depth of 11 eyes in 9 cases of cataract surgery after myopic or myopic astigmatic laser in situ keratomileusis were measured by IOL MasterTM (Carl Zeiss Meditec) for Haigis-L formula. For Double-K method by Aramberri and his group, Holladay II formula and No-history method by Shammas and his group, corneal radius of these 11 eyes were measured by ARK-700A (NIDEK) and anterior chamber depth were measured by AL-2000 (TOMEY). To compare the error between predicted refraction and postoperative refraction which was obtained from the implanted intraocular lens power required parameters were applied to each formula. The mean age when the cataract surgery was performed: 52.6•}9.0. The mean axial length: 26.43•}2.20mm. RESULTS: The mean absolute errors between the predicted refraction and the refraction of after cataract surgery and the percentages that the error was within •}1.0D with each calculation: DK method: 1.18•}0.86D (45.5%), Holladay II formula: 0.93•}0.61D (63.6%), No-history method: 0.74•} 0.60D (54.5%), Haigis-L formula: 0.85•}0.70D (63.6%). CONCLUSION: Difference was found in these 4 intraocular lens power calculations after laser in situ keratomileusis. With Haigis-L formula, the percentage that the error between predicted refraction and the refraction of after cataract surgery was within •}1.0D was high and the error was small. With every calculation, in the case of eyes with long axial length, we found a tendency of myopic shift. For clinical application, including the evaluation of corneal refractive power after LASIK, close further fully examination into each characteristic of these calculations will be required.
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激光原位ketatomile白内障术后人工晶状体度数计算的准确性
目的:探讨几种不同方法计算激光原位角膜磨圆术后人工晶状体度数的准确性。对象与方法:对9例近视或近视散光激光原位角膜磨除术后11只眼的角膜轴长、角膜半径和前房深度进行测量,采用人工晶状体(IOL) MasterTM(卡尔蔡司Meditec)进行Haigis-L配方。采用Aramberri等的Double-K法、Holladay II公式和Shammas等的无病史法,分别用ARK-700A (NIDEK)和AL-2000 (TOMEY)测量11只眼的角膜半径和前房深度。为了比较预测屈光度与人工晶状体植入术后屈光度的误差,我们将所需参数应用于每个公式。白内障手术的平均年龄:52.6•9.0岁。平均轴向长度:26.43•}2.20mm。结果:预测屈光度与白内障术后屈光度的平均绝对误差及误差在1.0D以内的百分比:DK法:1.18•0.86D (45.5%), Holladay II公式:0.93•0.61D(63.6%),无病史法:0.74•0.60D (54.5%), Haigis-L公式:0.85•0.70D(63.6%)。结论:激光原位角膜磨圆术后4种人工晶状体度数计算存在差异。采用Haigis-L公式,预测屈光度与白内障术后屈光度误差在•1.0D以内的百分比高,误差小。每一次计算,在眼轴长较长的情况下,我们都发现了近视偏移的趋势。对于临床应用,包括LASIK术后角膜屈光力的评估,需要进一步深入研究这些计算的每个特征。
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