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首页> 外文期刊>Journal of refractive surgery >A new formula for intraocular lens power calculation after refractive corneal surgery.
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A new formula for intraocular lens power calculation after refractive corneal surgery.

机译:屈光角膜手术后人工晶状体屈光力计算的新公式。

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PURPOSE: When calculating the power of an intraocular lens (IOL) with conventional methods in eyes that have previously undergone refractive surgery, in most cases the power is inaccurate. To minimize these errors, a new IOL power calculation formula was developed. METHODS: A theoretical formula empirically adjusted two variables: 1) the corneal power and 2) the anterior chamber depth (ACD). From the average curvature of the entrance pupil area, weighted according to the Stiles-Crawford effect, the corneal power is calculated by using a relative keratometric index that is a function of the actual corneal curvature, type of keratorefractive surgery, and induced refractive change. Anterior chamber depth is a function of the preoperative ACD, lens thickness, axial length, and the ACD constant. We used our formula in 20 eyes that previously underwent refractive surgery (photorefractive keratectomy [n = 6], laser subepithelial keratomileusis [n = 3], laser in situ keratomileusis [n = 6], and radial keratotomy [n = 5]) and compared our results to other formulas. RESULTS: Mean postoperative spherical equivalent refraction was +0.26 diopters (D) (standard deviation [SD] 0.73, range: -1.25 to +/- 1.58 D) using our formula, +2.76 D (SD 1.03, range: +0.94 to +4.47 D) using the SRK II, +1.44 D (SD 0.97, range: +0.05 to +4.01 D) with Binkhorst, 1.83 D (SD 1.00, range: -0.26 to +4.21 D) with Holladay I, and -2.04 D (SD 2.19, range: -7.29 to +1.62 D) with Rosa's method. With our formula, 60% of absolute refractive prediction errors were within 0.50 D, 80% within 1.00 D, and 93% within 1.50 D. CONCLUSIONS: In this first series of patients, we obtained encouraging results. With a greater number of cases, all statistical adjustments related to the different types of surgery should be improved.
机译:目的:在以前接受过屈光手术的眼睛中用常规方法计算人工晶状体(IOL)的屈光度时,在大多数情况下屈光度不准确。为了最小化这些错误,开发了新的IOL功率计算公式。方法:一个理论公式根据经验调整了两个变量:1)角膜屈光力和2)前房深度(ACD)。根据Stiles-Crawford效应加权的入射瞳孔区域的平均曲率,可通过使用相对角膜曲率指数来计算角膜屈光度,该相对角膜曲率指数是实际角膜曲率,屈光屈光手术类型和屈光改变的函数。前房深度是术前ACD,晶状体厚度,轴向长度和ACD常数的函数。我们使用了20眼以前进行屈光手术的公式(光折射角膜切削术[n = 6],激光上皮下角膜磨镶术[n = 3],激光原位角膜磨镶术[n = 6]和radial骨角膜切开术[n = 5]),并且将我们的结果与其他公式进行了比较。结果:使用我们的公式,平均术后球面等效屈光度为+0.26屈光度(D)(标准差[SD] 0.73,范围:-1.25至+/- 1.58 D),+ 2.76 D(SD 1.03,范围:+0.94至+使用SRK II的4.47 D),使用Binkhorst的+1.44 D(SD 0.97,范围:+0.05至+4.01 D),使用Holladay I的1.83 D(SD 1.00,范围:-0.26至+4.21 D)和-2.04 D (SD 2.19,范围:-7.29至+1.62 D)采用Rosa方法。根据我们的公式,绝对屈光预测误差的60%在0.50 D以内,80%在1.00 D以内,93%在1.50 D以内。结论:在这第一批患者中,我们获得了令人鼓舞的结果。对于更多的病例,与不同类型的手术有关的所有统计调整都应得到改善。

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