锥形非球性对眼镜晶状体切宁椭圆的影响。

G Smith, D A Atchison
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引用次数: 24

摘要

眼科镜片设计的标准之一是消除斜向散光。对于一定范围的等效功率,Seidel(初级或三阶)像散可以消除,并且后(或前)面功率的解通常以椭圆(Tscherning椭圆)的形式图形化显示。切宁椭圆只适用于由球面构成的透镜。如果一个或两个表面都是非球面,则零像散的解不再是椭圆的形式。如果一个表面,通常是前表面,是一个圆锥非球面,零像散的解可以用类似于切宁椭圆的图形表示。对于任何给定的等效功率,球面透镜都有两个或没有解。然而,对于圆锥非球面透镜,总是存在一个或最多三个解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effect of conicoid asphericity on the Tscherning ellipses of ophthalmic spectacle lenses.

One of the criteria in ophthalmic spectacle lens design is the elimination of oblique astigmatism. For a range of equivalent powers, Seidel (primary or third-order) astigmatism can be eliminated, and the solutions of back- (or front-) surface power are commonly displayed graphically in the form of ellipses (Tscherning ellipses). The Tscherning ellipses apply only to lenses constructed from spherical surfaces. If one or both surfaces are made aspheric, the solutions for zero astigmatism are no longer in the form of ellipses. If one surface, usually the front surface, is made as a conicoid aspheric, the solutions for zero astigmatism can be presented graphically similarly to the Tscherning ellipses. For any given equivalent power, there are two or no solutions for spherical lenses. However, there is always one and up to three solutions for conicoid aspheric lenses.

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期刊介绍: OSA was published by The Optical Society from January 1917 to December 1983 before dividing into JOSA A: Optics and Image Science and JOSA B: Optical Physics in 1984.
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