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Theoretical Analysis of Surface Characteristics of Aspheric Lenses

Abstract:

Aspheric lenses are becoming more and more important in some high-precision optical systems. And, like other optical lenses, the surface must meet the same quality standards in terms of surface shape accuracy and surface roughness. In this paper, are aspheric less studied deeply from the theory of surface characteristics, the calculation method of surface features of aspheric lenses surface characteristics, and calculation formula are given, and the characteristics of surface fitting error of aspheric lenses has higher precision, and its fitting error is better than + 30nm

Aspheric lenses

Keyword: aspheric surface, surface characteristic, fitting error

As an important optical element, aspheric lenses function in 3-4 times than spherical lenses in the optical system. Mainly because of spherical aberration of aspherical lenses is mainly in two aspects. 1 using the optical design software (such as CODE V and ZEMAX) design of aspheric <span style="color:#000000;font-family:" white-space:normal;"="">lenses, so as to solve the problem of light propagation and imaging in the aspheric lens; the research mainly focuses on the production process of an aspheric surface.


In foreign countries, the surface fitting of the aspheric surface has been studied deeply, and the fitting method of the aspheric surface is less. Hector proposed a curve algorithm suitable for conic aspheric; based on linear least squares method, ZHANG proposed aspheric parameters calculation algorithm; By changing the conic constant values of K and using the max-min value of the least squares method, G ugsa gets the surface contour standard. The above method considers only the surface of a single standard surface. When measuring the aspheric surface in the day, the estimation of the cone constant K will be biased due to the different coefficients of the polynomial. In this paper, the surface characteristic function of the aspheric surface is established by theoretical analysis. The surface characteristic function of the aspheric surface is discussed by taking K9 glass as an example, and the fitting error is analyzed.






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