Paper
19 May 2006 Study on unaberrational points test for conic surface
Peiming Hao, Kexin Li, Liyin Yuan, Lianxiao Fu, Hongguang Li
Author Affiliations +
Abstract
Based on the third-order aberration theory, the equation expressing the relationship between the conic constant and unaberration conjugate points is obtained. The corresponding graphs illuminating the relationship between e2 and β are given. According to the equation and graphs, the analyses of convex and concave surfaces are given in detail. We not only consider the unification of all kinds of reflective testing methods, such as Hindle test, concave elliptical mirror test and Ritchey-Common test etc, but also apply the unaberrational conjugate points test to refractive surface. The auto-collimating and interferometer diagnostic methods are powerful for the manufacture of lens. Kinds of convex and concave aspheric lenses have been manufactured with the detecting methods as mentioned above.
© (2006) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Peiming Hao, Kexin Li, Liyin Yuan, Lianxiao Fu, and Hongguang Li "Study on unaberrational points test for conic surface", Proc. SPIE 6150, 2nd International Symposium on Advanced Optical Manufacturing and Testing Technologies: Optical Test and Measurement Technology and Equipment, 61500A (19 May 2006); https://doi.org/10.1117/12.676408
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KEYWORDS
Aspheric lenses

Optical spheres

Aberration theory

Manufacturing

Mirrors

Optics manufacturing

Reflectivity

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