Tripoli N K, Cohen K L, Holmgren D E, Coggins J M
Department of Ophthalmology, University of North Carolina at Chapel Hill, USA.
Am J Ophthalmol. 1995 Nov;120(5):658-64. doi: 10.1016/s0002-9394(14)72213-5.
To assess the accuracy with which the Keratron (Optikon 2000, Rome, Italy) measured rotationally symmetric, radially aspheric test surfaces according to an arc-step profile reconstruction algorithm and to discriminate between error caused by the algorithm and error from other sources.
Height, local power, and axial power calculated from radius of curvature centered on the instrument's axis were reported by the Keratron for four surfaces that had radial profiles similar to normal corneas. The Keratron profile reconstruction algorithm was simulated by using ray tracing. Keratron measurements were compared with the surfaces' formulas and the ray-traced simulations.
The heights reported by the Keratron were within 0.25 microns from the four surfaces at less than 3 mm from the keratoscope axis and generally within 1 micron of the height calculated from the surfaces' formulas. The Keratron's axial powers were within +/- 0.1 diopter of the simulation of the axial solution between 1 and 4 mm of the axis but were greater central to 1 mm and peripheral to 4 mm. The Keratron's local powers were within -0.25 diopters at less than 4 mm from the axis and peripherally were between +1.75 diopters and -0.75 diopter of power calculated from the surface's instantaneous radii of curvature. Height error because of the arc-step algorithm was less than -0.2 micron.
The Keratron's arc-step profile reconstruction algorithm contributed to its ability to measure height more accurately than keratoscopes that use spherically biased algorithms and provided measurement of local power.
根据弧步轮廓重建算法,评估Keratron(意大利罗马Optikon 2000公司)测量旋转对称、径向非球面测试表面的准确性,并区分算法误差和其他来源的误差。
Keratron报告了四个具有与正常角膜相似径向轮廓的表面,根据以仪器轴为中心的曲率半径计算出的高度、局部屈光力和轴向屈光力。通过光线追踪模拟Keratron轮廓重建算法。将Keratron测量结果与表面公式和光线追踪模拟结果进行比较。
在距角膜镜轴小于3mm处,Keratron报告的四个表面的高度在0.25微米以内,并且通常在根据表面公式计算出的高度的1微米以内。Keratron的轴向屈光力在轴的1至4mm之间的轴向解模拟的±0.1屈光度范围内,但在1mm以内的中心区域和4mm以外的周边区域更大。Keratron的局部屈光力在距轴小于4mm处的-0.25屈光度以内,在周边区域介于根据表面瞬时曲率半径计算出的屈光力的+1.75屈光度和-0.75屈光度之间。由于弧步算法导致的高度误差小于-0.2微米。
Keratron的弧步轮廓重建算法有助于其比使用球面偏差算法的角膜镜更准确地测量高度,并提供局部屈光力的测量。