Roberts C
Ohio State University, Biomedical Engineering Center, Columbus 43210.
J Refract Corneal Surg. 1994 Mar-Apr;10(2):103-11; discussion 112-6.
Accurate measurement of corneal topography is crucial for many clinical applications. Also, the human cornea is known to be an asphere. Therefore, the purpose of this study was to quantitatively evaluate the accuracy of the EyeSys Corneal Analysis System in measuring a radially aspheric test surface and characterize the error function.
Curvature of a calibrated ellipsoid was determined using three techniques: 1) calculating theoretically, 2) modeling with a spherically-biased algorithm, and 3) measuring experimentally using the EyeSys system, both with the surface aligned and under conditions of misalignment.
The inherent error steadily increased from center to periphery, with a maximum error greater than 3.00 diopters at a radius of 4 mm for an eccentricity of 0.5 and apical radius of curvature of 7.5 mm.
The EyeSys Corneal Analysis System does not accurately measure the instantaneous radii of curvature of an ellipsoid. Misalignment error is small compared to the inherent error due to a spherically-biased reconstruction.
角膜地形图的准确测量对许多临床应用至关重要。此外,已知人眼角膜为非球面。因此,本研究的目的是定量评估EyeSys角膜分析系统在测量径向非球面测试表面时的准确性,并表征误差函数。
使用三种技术确定校准椭球体的曲率:1)理论计算,2)用球面偏差算法建模,3)使用EyeSys系统在表面对齐和未对齐条件下进行实验测量。
固有误差从中心到周边稳步增加,对于偏心率为0.5且顶点曲率半径为7.5 mm的情况,在半径为4 mm处最大误差大于3.00屈光度。
EyeSys角膜分析系统不能准确测量椭球体的瞬时曲率半径。与由于球面偏差重建导致的固有误差相比,未对齐误差较小。