摘要(英) | Abstract
Micro-optical elements can be refractive, diffractive or hybrid (refractive/diffractive). The design of diffractive optical lenses provides more parameters to adjust the shape of wavefront, but its drawback is the strong negative dispersion. Diffractive optics are therefore mostly used with single color light. For broadband applications, DOE (diffractive of element) is combined with refractive optics to correct for the chromatic aberration. The combination allows systems with low weight, or which consist of only one material.
DOE has not been largely applied to image pick-up lenses nowadays. DOE has to combine with refractive optics to correct dispersion, so it has many difficulties of merit function setting of designing.
For lens designing, we expect to make one single hybrid lens to replace multiple lenses in tradition in order to minimize the size and to reduce the cost.
At the beginning of the essay, we compare the differences between “refractive optical elements” and “diffractive optical elements”. Then, we introduce the fundamental theory of diffractive optical elements. Before designing the lens, we find out the specification of the sensor and use a formula to calculate the specification of the optical lens, which we need to design. With a lens designing software, ZEMAX, we design lenses in the order as following: bi-spherical, single aspheric, bi-aspheric refractive lenses and hybrid bi-aspheric diffractive lenses. Last, we compare the designing results and analyze their images.
According to the designing result, a hybrid DOE lens indeed can correct chromatic aberration and improve the quality of images. Besides, the designing result has met the practical standard of element production.
Keyword: hybrid (refractive/diffractive) element, merit function, chromatic aberration, quality of image.
|
參考文獻 | 參考文獻
[1]H. P. Herzig, Micro-optics 1-27 (Taylor&Francis, London, 1998).
[2]金國藩, 嚴瑛白, 和鄔敏賢, 二元光學 25-26 (國防工業出版社, 北京, 1999).
[3]胡家升, 光學工程導論 173-175 (大連理工大學出版社, 大連, 2002).
[4]胡家升, 光學工程導論 75-76 (大連理工大學出版社, 大連, 2002).
[5]金國藩, 嚴瑛白, 和鄔敏賢, 二元光學 182-185 (國防工業出版社, 北京, 1999).
[6]H. P. Herzig, Micro-optics 259-289 (Taylor&Francis, London, 1998).
[7]J. M. Sasian and R. A. Chipman, “Staircase lens: a binary and
diffractive field curvature corrector”, Appl. Opt. 32, 60-66
(1993).
[8]胡家升, 光學工程導論 189-192 (大連理工大學出版社, 大連, 2002).
[9]T. Stone and N. George, “Hybrid diffractive-refractive lenses and
achromats”, Appl. Opt. 27, 2960-2971 (1988).
[10]J. Jahns and S. H. Lee, Optical Computing Hardware 137-167
(Academic Press, San Diego, 1994).
[11]金國藩, 嚴瑛白, 和鄔敏賢, 二元光學 88-95 (國防工業出版社, 北京, 1999).
[12]A. P. Wood, “Design of infrared hybrid refractive-diffractive
lenses”, Appl. Opt. 31, 2253-2258 (1992).
[13]N. Davidson, A. A. Friesem, and E. Hasman, “Analytic design of
hybrid diffractive-refractive achromats”, Appl. Opt. 32, 4770-
4774(1993).
[14]胡家升, 光學工程導論 202-206 (大連理工大學出版社, 大連, 2002).
[15]D. A. Buralli and G. M. Morris, “Effects of diffraction
efficiency on the modulation transfer function of diffractive
lenses”, Appl. Opt. 31, 4389-4396 (1992).
[16]金國藩, 嚴瑛白, 和鄔敏賢, 二元光學 22-25 (國防工業出版社, 北京, 1999)
[17]林貞宏, “非球面與繞射面在透鏡設計上之應用 ”, 輔仁大學物理研究所碩士論
文, 48-50 (2003).
[18]胡家升, 光學工程導論 590-591 (大連理工大學出版社, 大連, 2002).
[19]M. Muranaka, M. Takagi, and T. Maruyama, “Precision molding of
aspherical plastic lens for cam-corder and projection TV ”,
SPIE. 896, 123-131 (1988).
[20]J. Upatniek, A. V. Lugt, and E. Leith, “Correction of lens
aberrations by means of holograms”, Appl. Opt. 5, 589-593 (1966).
[21]胡家升, 光學工程導論 169-170 (大連理工大學出版社, 大連, 2002).
[22]胡家升, 光學工程導論 168-169 (大連理工大學出版社, 大連, 2002).
[23]W. A. Kleinhans, “Aberration of curved zone plates and Fresnel
lenses”, Appl. Opt. 16, 1701-1704 (1977).
[24]D. A. Buralli and G. M. Morris, “Design of two and three element
diffractive Keplerian telescopes”, Appl. Opt. 31, 38-43 (1992).
[25]D. A. Buralli, “Optical design with diffractive lenses”,
Sinclair Optics 2, 1-4 (1991).
[26]F. Keiji, “Method For Designing A Refractive or Reflective
Optical System and Method for Designing A Diffraction Optical
Element”, United States Patent 6567226, 1-22 (2003).
|