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幾何光學的設計與分析

建立日期:2018/03/12
  • 作者: 國立成功大學機械系-林昌進
  • 出處: 2017 AOI論壇與展覽
  • 內容: This work is the summation of my earlier research on the treatment of the ray Jacobian and Hessian matrices, in which differential changes of refracted rays are expressed in terms of differential changes of system variable vector of an optical system. It can provide a useful framework for studying a wide variety of problems in the optical science and engineering fields. Although several papers have addressed this issue, they generally fail to take account of all the variables of an optical system. Accordingly, this paper provides six examples of the applications of ray Jacobian and Hessian matrices. It is found that these matrices offer good tools to analysis and design for optical systems.
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