van Saarloos P P, Constable I J
Lions Eye Institute, Nedlands, Western Australia.
Optom Vis Sci. 1991 Dec;68(12):960-5. doi: 10.1097/00006324-199112000-00010.
Accurate and efficient calculation of the anterior corneal surface topography by photokeratoscopy has become important for the management or surgical treatment of refractive errors. Methods have been published that describe such calculations. The algorithms described here eliminate an assumption made in some of the earlier computational methods without an excessive increase in the computation time or increased sensitivity to measurement errors. This results in an enhanced accuracy for reconstructing corneal topographies. Computer simulation results indicate an improved accuracy in measuring the topography for nonspherical corneas. The equations given here apply to any general photokeratoscope geometry and can easily be used in computer programs. In a notable previous publication concerning the more common flat faceplate keratoscope geometry, several of the equations were presented with errors. These errors are identified as an aid to anyone who had already attempted to use those equations in a computer program.
通过光角膜镜术准确而高效地计算角膜前表面地形图,对于屈光不正的管理或手术治疗而言已变得至关重要。已有描述此类计算的方法发表。本文所描述的算法消除了一些早期计算方法中所做的一个假设,而不会过度增加计算时间或提高对测量误差的敏感性。这使得重建角膜地形图的准确性得以提高。计算机模拟结果表明,在测量非球面角膜的地形图时准确性有所提高。这里给出的方程适用于任何一般的光角膜镜几何形状,并且可以很容易地用于计算机程序中。在之前一篇关于更常见的平板角膜镜几何形状的著名出版物中,有几个方程存在错误。识别出这些错误有助于任何已经尝试在计算机程序中使用那些方程的人。