光学学报, 1993, 13 (3): 254, 网络出版: 2007-12-07
短程透镜问题的最优解
An optima solution of the problem of geodesic lenses
摘要
本文给出了带卷边短程透镜问题的一个最优解,透镜子午线光滑无奇点,在透镜边缘处卷边的曲率半径趋于无穷大,具有使该点弯曲损耗达到极小的最优卷边形状.最优解优于已有的短程透镜其他解析形式解,完善了设计短程透镜的解析法.
Abstract
In this paper, an optimal solution for the problem of geodesic lenses with smooth rim was given. The meridional curve is smooth and not singularity, the curvature radius of the rim at the edge of geodesic lens tends to infinite. Therefore the rim shape is optimal and bend loss of rim is minnimized. Because the optimal solution is better than other solutions in analitical form the analitical method for designing geodesic lenses has been developed and perfected.
范俊清, 李公羽, 许承杰, 鲁平. 短程透镜问题的最优解[J]. 光学学报, 1993, 13(3): 254. 范俊清, 李公羽, 许承杰, 鲁平. An optima solution of the problem of geodesic lenses[J]. Acta Optica Sinica, 1993, 13(3): 254.