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Exact calculation of conic constants and baffles for any two-mirror aplanatic telescope

机译:对任何双镜面望远镜的圆锥常数和挡板的精确计算

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摘要

To calculate the conic constants of the primary and secondary mirrors of any aplanatic two-mirror telescope, nonexact equations have been used considering third-order approximations, although it was not considered that there is an infinite number of conic constants. In this paper, exact nonlinear equations are obtained; with them, the two conic constants of the mirrors are calculated without approximations. We also find that the conic constants depend on the position at the stop where the calculation is carried out, and there are always residual aberrations. In addition, a procedure is established for the exact calculation of the baffles. Finally, examples show the differences between exact and third-order calculations. (C)2020 Optical Society of America
机译:为了计算任何飞行双镜望远镜的初级和次镜的圆锥常数,已经考虑了三阶近似的非驱加方程,尽管不认为存在无限数量的圆锥常数。 在本文中,获得了精确的非线性方程; 与它们一起,在没有近似的情况下计算镜子的两个圆锥常数。 我们还发现圆锥常量取决于计算所执行的停止处的位置,并且总是残留的像差。 此外,建立了一种用于确切计算挡板的程序。 最后,示例显示了精确和三阶计算之间的差异。 (c)2020美国光学学会

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  • 来源
    《Applied optics》 |2020年第22期|共7页
  • 作者单位

    Benemerita Univ Autonoma Puebla Fac Ciencias Fis Matemat FCFM BUAP Av San Claudio &

    Rio Verde S-N Puebla 72570 Pue Mexico;

    Benemerita Univ Autonoma Puebla Fac Ciencias Fis Matemat FCFM BUAP Av San Claudio &

    Rio Verde S-N Puebla 72570 Pue Mexico;

    Univ Interserrana Estado Puebla Ahuacatlan UIEPA Los Ilenos Km 1 San Andres Tlayehualancingo Ahuacatlan Puebla 73330 Mexico;

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  • 正文语种 eng
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