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非正视像椭圆在棱镜中的应用。

Application of the aniseikonic ellipse to prisms.

作者信息

Remole A

出版信息

Am J Optom Physiol Opt. 1981 May;58(5):378-85. doi: 10.1097/00006324-198105000-00006.

Abstract

The aniseikonic ellipse is derived from the meridional magnification effects of the two eyes on a circular object and represents the aniseikonic ratio in all meridians. It facilitates the analysis and prediction of aniseikonic space distortions. This study shows how the concept can be applied not only to lens magnification but also to the distortion and nonuniform magnification produced by prisms. Since prism images of a circle are asymmetrical, the corresponding aniseikonic "ellipse" is also asymmetrical. Moreover, its dimensions will vary with the nonuniform magnification across the prism. However, for small portions of the prism field it can be used conventionally as for lenses. In addition, the nonlinear binocular distortions occurring over larger portions of the field can be derived from the aggregate effect of representative aniseikonic ellipses in the various portions of the prism.

摘要

不等像椭圆是由双眼对圆形物体的子午线放大效应推导而来,代表了所有子午线方向上的不等像比率。它有助于分析和预测不等像空间畸变。本研究表明,这一概念不仅可应用于透镜放大,还可应用于棱镜产生的畸变和非均匀放大。由于圆形物体的棱镜像不对称,相应的不等像“椭圆”也不对称。此外,其尺寸会随棱镜上非均匀放大而变化。然而,对于棱镜视场的小部分区域,它可以像透镜一样按常规使用。此外,视场较大部分出现的非线性双眼畸变可由棱镜各部分代表性不等像椭圆的综合效应推导得出。

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