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Ellipsoidal fitting of corneal topography data after arcuate keratotomies with compression sutures.

机译:弧形角膜切开术并加压缝合后角膜地形数据的椭球拟合。

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BACKGROUND AND OBJECTIVE: After paired arcuate keratotomies and compression sutures (AK) for treatment of high postkeratoplasty astigmatism, corneal topography tends to be irregular. The purpose of this study was to demonstrate a mathematical method for approximation of discrete corneal topography power data with an ellipsoid for better appreciation of the clinical outcome after AK. PATIENTS AND METHODS: Thirty-one eyes of 28 consecutive patient who underwent AK for excessive postkeratoplasty astigmatism were studied. Regular keratometry, corneal topography (TMS-1), subjective refraction, and best-corrected visual acuity (VA) were assessed preoperatively and at 1 week and 1 year postoperatively. A simplex algorithm was applied for fitting an ellipsoidal surface to raw corneal topography power data. A set of parameters (meridional power, axis, and asphericity) were calculated. The cylinder of subjective refraction was correlated with the keratometric readings, the simulated keratometry (SimK) of the topography system, and the respective parameters of the model surface. RESULTS: Keratometric astigmatism and the cylinder of the model surface decreased from 8.1 +/- 3.2 and 7.9 +/- 2.9 D preoperatively to 4.5 +/- 2.1 and 5.3 +/- 2.0 D after 1 year, respectively. The asphericity in both meridional cross sections changed from a prolate ellipse preoperatively to an ablate ellipse at the early postoperative follow-up stage. Regarding the cylinder axis, there was a significant correlation of the model surface with the refractive cylinder at all examinations (P < .05), whereas there was no significant correlation of the SimK axis and the refractive cylinder axis. CONCLUSION: The approximation of corneal topography power data with an ellipsoidal model surface renders reconstruction of clinically relevant corneal topography parameters, including corneal asphericity with a marked data compression. Even in markedly irregular corneal surfaces, such as after AK, the correlation of amount/axis of refractive cylinder with the model surface parameters is more accurate than it is with respective SimK values of corneal topography analysis.
机译:背景与目的:成对弓形角膜切开术和加压缝合线(AK)治疗高度角膜移植术后散光后,角膜地形图趋于不规则。这项研究的目的是演示一种使用椭圆体近似离散角膜地形图功率数据的数学方法,以便更好地了解AK后的临床结局。病人和方法:研究了28例因角膜移植术后过度散光而接受AK的连续患者的31只眼。术前,术后1周和1年时定期评估角膜曲率,角膜地形图(TMS-1),主观屈光度和最佳矫正视力(VA)。应用了单纯形算法将椭圆形表面拟合到原始角膜地形图功率数据。计算了一组参数(子午功率,轴和非球面度)。主观折射柱面与角膜曲率读数,地形系统的模拟角膜曲率(SimK)以及模型表面的各个参数相关。结果:术前角膜散光和模型表面的圆柱度分别从术前的8.1 ​​+/- 3.2和7.9 +/- 2.9 D降低到1年后的4.5 +/- 2.1和5.3 +/- 2.0D。在手术后早期,两个子午线截面的非球面度从术前的椭圆形变为术前的椭圆形。关于柱面轴,在所有检查中,模型表面与屈光柱面都具有显着相关性(P <.05),而SimK轴和屈光柱面轴没有显着相关性。结论:用椭圆模型表面近似角膜地形图功率数据可重建临床相关的角膜地形图参数,包括具有明显数据压缩的角膜非球面性。即使在明显不规则的角膜表面(例如,在AK之后),屈光柱的数量/轴与模型表面参数的相关性也比角膜地形图分析的各个SimK值更准确。

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