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Optimal baffle design for flat illumination with an integrating sphere

机译:带有积分球的平面照明的最佳挡板设计

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An integrating sphere is often used to approximate a flat illumination field at some distant surface, but in the design of a tunnel which bridges the integrating sphere and the surface it illuminates, many opportunities exist to contaminate the geometric purity that would exist in the tunnel's absence. It is shown that when constraining the tunnel/baffle geometry to a cylindrical tube with flat baffles and circular apertures, a potentially optimized first-order design exists and provides a suitable basis for more nuanced elaborations, such as the addition of secondary baffles or non-flat surfaces. A parametric design formula is derived and provided for real-world use, non-sequential stray light analyses with comparisons to alternate baffle designs is provided, and two reference designs as used in the CCD test facilities for the Large Synoptic Survey Telescope are shown.
机译:积分球通常用于近似一个远处表面的平坦照明场,但是在隧道的设计中,隧道桥接整合球和它照亮的表面,存在许多机会以污染隧道缺失存在的几何纯度。 。结果表明,当将隧道/挡板几何形状约束到具有平坦挡板和圆形孔的圆柱形管时,存在潜在优化的一流设计,并为更细微的细节尤其提供了合适的基础,例如添加次级挡板或非添加平面。衍生和提供参数化设计公式,用于真实世界使用,提供了与交替挡板设计进行比较的非连续杂散光分析,并且示出了两个参考设计,用于大型舞台调查望远镜的CCD测试设施中使用。

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